]> www.ginac.de Git - cln.git/blob - doc/ratseries/slides/slide4.ps
Finalize CLN 1.3.7 release.
[cln.git] / doc / ratseries / slides / slide4.ps
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3 %%Title: slide4.dvi
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364 6D5013E0826D5013C06D6E5F704D13806D626D6E4D13006D6F93B5FC6D6F4B5B6D6F4B5B
365 6E02F8030F5B6E6E033F5B6E02FF92B55A6E03C001075C020303FC017F5C6E92B748C7FC
366 6E6C60031F606F18E0030118806F6C4CC8FC040F16F0040116C0DC001F02FCC9FCDD007F
367 1380657179EF74>101 D[<4AB4FC020F13E0023F13F891B512FE49804981498149814981
368 A24981A24981A390B77EA96D5DA36D5DA26D5DA26D5D6D5D6D5D6D92C8FC6D5C023F13F8
369 020F13E0020190C9FC91CBFCB3A5EE7FF0010FB6FC007FB7FCACEA000F13017FA280B3B3
370 B3B3A9BA12E0AB49C81203>59 173 122 300 68 105 D[<EE7FF0011FB6FCB8FCACEA00
371 0F13017FA280B3B3B3B3B3B3B3B0BA12F8AB49C81203>61 172 122
372 299 68 108 D<922601FFC0ED7FFF013FB60307B512F8B8033FECFF804FB712E0070716
373 F8071F16FE4F8296B97E4E844E0200814E01F06D804E01C07F4E90C76C80DE3FFC83D800
374 1F4C48800101DCFFE0836D5F05C1496E806E02C390C8FC60DDC7FC85EFCFF86005DF8260
375 05FF866060A395C9FCA25FA35FA55FB3B3B3A5BAD8FC03BA12E0AB49C8000104F0C8120F
376 836F7AEE8A>110 D<943803FFFE057FEBFFF00407B7FC043F16E04BB812FC030717FF03
377 1F18C0037F18F092BA7E0203DBC01F14FE4A9126FC0001804A02F06D6C80023F4A6E14E0
378 4A0280020F8091B6C86C80494A6F80494A6F80494A6F80A2494A7080494A70804988A249
379 4A708090B686A2484B7080A24889A24889A2481E80A34892CA6C15C0A4481EE0A4481EF0
380 A6B71BF8B16C1EF0A66C1EE0A46C6F4C15C0A46C1E80A26C1E00A26C65705E6C65A26C65
381 705E6D64705E6D646D6E93B65A6D646D6E4B92C7FC705D6D6E4B5C6D6F4A5C6D03E0023F
382 5C023F6E4A14E06E02FE0103B65A6E9126FFC01F5D6E92B8C8FC020119FC6E6C18F06F60
383 030F1880030105FCC9FC6F6C16F0040F1680040003F8CAFC050349CBFC6D7179EF7C>I<
384 DC7FF091381FFFC0011FB60203B512FEB8021FECFFE096B712FC060716FF061F17C0067F
385 17F095B912FC05F38405F7727E94B6D8C01F819626FC00078107E001018107806D81D800
386 074CC86C8001004C6F8006F06F806E4B6F814E6F816095C96C814D864D824D867681A277
387 80A28C892180A37715C0A321E089A321F0A58921F8B321F0A265A421E0A36521C0A32180
388 65A221006568A29AB65AA2525D6883525D7162715E724B5D7296C7FC724B5C724B5C724B
389 5C7292B65A06FF02035D07C0495D07F0011F5D07FF90B648C8FC97B75A05F918F005F818
390 C0063F94C9FC060F16FC060316E0060093CAFC071F14F0070049CBFC97CDFCB3B1BA12FC
391 AB49C812017D9F7CEE8A>I<4BB46C903807FF80013FB6023F13FCB849B67E4E15E0060F
392 15F84E15FE4E814E168095B812C00581D9FC0F14E0DFF01F14F0058313C00587D9003F14
393 F84E4914FCD8000FED8FFC01015E6DDB9FF090B612FEA26EECBFE0A26017FF60A295C7FC
394 7414FCA34D6E14F87414F0A24D6E14E07414C07414800800EBFE00F31FF04D92C8FCA95F
395 B3B3B2BB7EAB49C97E5F6F7CEE6A>114 D<4BB5EC0FC0037F02F8133F0207B7EBFFE002
396 3F16C391BAFC13035B131F49EC00034901F0EB003F90B50080140F4849C812034849814A
397 8148498248498285484982A248845C5A85A4B56C82A380A2806E705B14FE6E94C8FC15C0
398 15F015FE6CECFFE016FF17F8EFFFC06C17F818FF6C18E019F86C18FE856C19C06C856C85
399 1AFC6C856D847F010F856D856D8513006E84021F841403DA007F83150F0300831607EE00
400 3F050181EF003F18077215801800D83FE083007F181F486C83A2856D83A2857FA285A27F
401 1C007FA280636E5EA26E6061806E606E4C5B6E5E6E4C5B6F4B5B03E05D03F84AB55A03FE
402 020F91C7FCDBFFE090B55A93B75A62023F17E0496C5FD9F80794C8FCD9F00116F89026C0
403 003F15E06C4801074AC9FC007EC86C13C0517178EF62>I[<923801FFE0AA5DA75DA45DA4
404 5DA35DA25DA392B5FCA25C5CA25C5C5CA25C5C91B6FC13035B011F92B71280137F0007BB
405 FCBCFCA9D8000103E0C9FCB3B3B2F27FF8B3A31AFF6D6F15F0A36E5E1BE0836E4C13C083
406 6E5E7115806E6E4913006EED803F6E9238E07FFE6E92B55A806F5E6F5E6F5E03075E0301
407 93C7FCDB003F5C040714F0DC001F1380>77 158 123 284 97 I<DC3FF8953801FFC001
408 1FB694B7FCB80307B8FCACD8001F95C7FC01011A0F6D86A26E85B3B3B3A664A464A464A2
409 648064A299B7FC6E6E5DA26E4E82F307FD6E060F8271DB1FF915FF6E6EDB7FF1EEFFE06E
410 6F14FF6E03E0010313E106FE013F13C16F91B71281031F18016F17FE030317F8030017F0
411 043F16C004071600DC007F14FC050102C004F8C8FC83707AEE8A>I
412 E end
413 %%EndProlog
414 %%BeginSetup
415 %%Feature: *Resolution 600dpi
416 TeXDict begin
417 %%PaperSize: a4
418 %%BeginPaperSize: a4
419 a4
420 %%EndPaperSize
421
422 %%EndSetup
423 %%Page: 1 1
424 1 0 bop 510 1014 a Fh(Application)84 b(to)f(Euler's)f(Constan)-7
425 b(t)0 1657 y Fg(Put)334 b Ff(f)15 b Fg(\()p Ff(x)p Fg(\))40
426 b(:=)1129 1478 y Fe(1)1083 1521 y Fd(X)1078 1825 y Fc(n)p
427 Fb(=0)1351 1560 y Ff(x)1433 1508 y Fc(n)p 1336 1624 191
428 6 v 1336 1770 a Ff(n)p Fg(!)1462 1706 y Fb(2)520 2090
429 y Ff(g)5 b Fg(\()p Ff(x)p Fg(\))40 b(:=)1069 1911 y Fe(1)1023
430 1954 y Fd(X)1018 2258 y Fc(n)p Fb(=0)1258 1888 y Fd(\022)1381
431 1993 y Fg(1)p 1381 2057 72 6 v 1381 2189 a(1)1502 2090
432 y(+)32 b Fa(\001)24 b(\001)g(\001)31 b Fg(+)2013 1993
433 y(1)p 2005 2057 87 6 v 2005 2189 a Ff(n)2109 1888 y Fd(\023)2271
434 1993 y Ff(x)2353 1941 y Fc(n)p 2256 2057 191 6 v 2256
435 2204 a Ff(n)p Fg(!)2381 2139 y Fb(2)0 2850 y Fg(Then)1411
436 2753 y Ff(g)5 b Fg(\()p Ff(x)p Fg(\))p 1405 2817 280
437 6 v 1405 2948 a Ff(f)15 b Fg(\()p Ff(x)p Fg(\))1741 2850
438 y(=)1910 2753 y(1)p 1910 2817 72 6 v 1910 2948 a(2)2023
439 2850 y(log)26 b Ff(x)32 b Fg(+)f Ff(\015)40 b Fg(+)32
440 b Ff(O)2884 2691 y Fd(\020)2970 2850 y Ff(e)3037 2791
441 y Fe(\000)p Fb(4)3184 2718 y Fe(p)p 3278 2718 66 5 v
442 73 x Fc(x)3350 2691 y Fd(\021)3435 2850 y Fg(.)0 3618
443 y(Cho)t(ose)46 b Ff(x)40 b Fg(=)772 3416 y Fd(\030)873
444 3521 y Ff(N)g Fg(log)26 b(2)p 873 3585 436 6 v 1055 3716
445 a(4)1326 3416 y Fd(\031)1410 3446 y Fb(2)1474 3618 y
446 Fg(.)p eop
447 %%Trailer
448 end
449 userdict /end-hook known{end-hook}if
450 %%EOF