[ prog / sol / mona ]

prog


LISP Puzzles

68 2020-05-03 00:01

[2/2]
Here is the k<=40 table in >>38 format. Increasing the group order by one means that one generator level is eliminated.

 1                                                                               69   7 0
 2                                                                             5764  13 0
 3                                                                           526334  20 1
 4                                                                         50874761  26 2
 5                                                                       5028514748  33 2
 6                                                                     500918449417  39 2
 7                                                                   50029364025646  46 2
 8                                                                 5000934571821489  53 3
 9                                                               500029664631299282  59 3
10                                                             50000940106333921296  66 3
11                                                           5000029765607020319048  73 3
12                                                         500000941936492050650505  79 3
13                                                       50000029798618763894670256  86 3
14                                                     5000000942529842698007077786  93 3
15                                                   500000029809255627825531266625  99 4
16                                                 50000000942720152238624116795401 106 4
17                                               5000000029812655507343465281696595 112 4
18                                             500000000942780823112495107784753816 119 4
19                                           50000000029813737262126730811322149673 126 4
20                                         5000000000942800098290022420982686040347 132 4
21                                       500000000029814080548392288266955229183571 139 4
22                                     50000000000942806209878293665994446398371544 146 4
23                                   5000000000029814189323670710814676032031444555 152 4
24                                 500000000000942808145472258657037814775197247031 159 4
25                               50000000000029814223760934912839828327249688721190 166 4
26                             5000000000000942808758091081952084125868709915711089 172 4
27                           500000000000029814234658067055252766458087914346630413 179 4
28                         50000000000000942808951913512756782469229223199209677641 186 4
29                       5000000000000029814238105320163714566005337846445873165675 192 4
30                     500000000000000942809013222649956573426148951590151576716407 199 5
31                   50000000000000029814239195666197369782628797813806672178028303 205 5
32                 5000000000000000942809032613363227344483520545074111347580106666 212 5
33               500000000000000029814239540504829346639521751526121067855028048469 219 5
34             50000000000000000942809038745792444395013325500575549841178605176222 225 5
35           5000000000000000029814239649559693010895101002840721426848127286038482 232 5
36         500000000000000000942809040685134541874198687080125967207639651015633313 239 5
37       50000000000000000029814239684047173947897406203055196803310606765583116781 245 5
38     5000000000000000000942809041298425788194699108125613517442497904284636150437 252 5
39   500000000000000000029814239694953305682145634502486118475654808671411192582303 259 5
40 50000000000000000000942809041492368615124254362375085779982992292343853681977675 265 5

Please verify the value of R(10^40) with other implementations.

157


VIP:

do not edit these