「六進法 (kusurija)」の版間の差分
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この記事は十分に独自研究されたものです。 本文の情報は世界中で良く知られているものですが、整理方法や関係性の説明は独自研究によるものです。 kusurija
== 六進法の数の列 ==
* '''数列'''<br />
0, 1, 2*, 3*, 4**, 5*, 10, 11*, 12**, 13**, 14, 15*, 20, 21*, 22, 23, 24**, 25*, 30,
31**, 32, 33, 34, 35*, 40, 41**, 42, 43**, 44, 45*, 50, 51, 52**, 53, 54, 55, 100,
101*, 102, 103, 104, 105*, 110, 111*, 112, 113, 114, 115*, 120, 121**, 122, 123, 124, 125*, 130,
131, 132, 133, 134, 135*, 140, 141*, 142, 143, 144**, 145, 150, 151*, 152, 153, 154, 155*, 200,
201*, 202, 203, 204, 205, 210, 211*, 212, 213**, 214, 215*, 220, 221, 222, 223, 224, 225*, 230,
231, 232, 233, 234, 235, 240, 241*, 242, 243, 244, 245*, 250, 251*, 252, 253, 254, 255*, 300,
301*, 302, 303, 304, 305*, 310, 311, 312, 313, 314, 315, 320, 321**, 322, 323, 324, 325**, 330,
331*, 332**, 333, 334, 335*, 340, 341, 342, 343, 344, 345*, 350, 351*, 352, 353, 354, 355, 400,
401, 402, 403, 404, 405*, 410, 411*, 412, 413, 414, 415, 420, 421*, 422, 423, 424, 425, 430,
431*, 432, 433, 434, 435*, 440, 441**, 442, 443, 444, 445*, 450, 451, 452, 453, 454, 455*, 500,
501*, 502, 503, 504, 505, 510, 511, 512, 513, 514, 515*, 520, 521*, 522, 523, 524, 525*, 530,
531*, 532, 533, 534, 535, 540, 541, 542, 543, 544, 545, 550, 551*, 552, 553, 554, 555, 1000,
1001, 1002, 1003, 1004, 1005, 1010, 1011*, 1012, 1013, 1014, 1015*, 1020, 1021*, 1022, 1023, 1024, 1025*, 1030, ...
<nowiki>*</nowiki> 素数, ** - 素数の乗
== 計算表 ==
{| class="wikitable"style="text-align:right"
|+ 加算表
|-
! + || 0 || 1 || 2 || 3 || 4 || 5
|-
! 0
| 0 || 1 || 2 || 3 || 4 || 5
|-
! 1
| 1 || 2 || 3 || 4 || 5 || 10
|-
! 2
| 2 || 3 || 4 || 5 || 10 || 11
|-
! 3
| 3 || 4 || 5 || 10 || 11 || 12
|-
! 4
| 4 || 5 || 10 || 11 || 12 || 13
|-
! 5
| 5 || 10 || 11 || 12 || 13 || 14
|}
{| class="wikitable"style="text-align:right"
|+ 乗算表
|-
! × || 0 || 1 || 2 || 3 || 4 || 5
|-
! 0
| 0 || 0 || 0 || 0 || 0 || 0
|-
! 1
| 0 || 1 || 2 || 3 || 4 || 5
|-
! 2
| 0 || 2 || 4 || 10 || 12 || 14
|-
! 3
| 0 || 3 || 10 || 13 || 20 || 23
|-
! 4
| 0 || 4 || 12 || 20 || 24 || 32
|-
! 5
| 0 || 5 || 14 || 23 || 32 || 41
|}
== 逆数 ==
循環の長さ - l.p.
混合循環の初分 - pp
2: 0,30000000... l.p. = 0+1pp
3: 0,20000000... l.p. = 0+1pp
4: 0,13000000... l.p. = 0+2pp
5: 0,11111111... l.p. = 1
6: 0,10000000... l.p. = 0+1pp
7: 0,05050505... l.p. = 2
8: 0,043000000... l.p. = 0+3pp
9: 0,0400000000... l.p. = 0+2pp
10: 0,033333333... l.p. = 1+1pp
11: 0,0313452421... l.p. = 10
12: 0,0300000000... l.p. = 0+2pp
13: 0,024340531215... l.p. = 12
16: 0,021300000000... l.p. = 0+4pp
17: 0,0204122453514... l.p. = 16
19: 0,015211325... l.p. = 9
21: 0,014141414... l.p. = 2+1pp
23: 0,01322030441... l.p. = 11
25: 0,0123501235... l.p. = 5
27: 0,012000000000... l.p. = 0+3pp
29: 0,011240454431... l.p. = 14
30: 0,011111111111... l.p. = 1+1pp
31: 0,010545... l.p. = 6
32: 0,010430000... l.p. = 0+5pp
36: 0,01000000... l.p. = 0+2pp
37: 0,00550055... l.p. = 4
41: 0,005133541244... l.p. = 40
'''43: 0,005005005... l.p. = [[レピュニットの素数の循環節の長さ = 3位|3]]'''
47: 0,004332403021... l.p. = 23
48: 0,00430000... l.p. = 0+4pp
49: 0,004224055133... l.p. = 14
53: 0,004024145112... l.p. = 26
59: 0,00335444022... l.p. = 58
61: 0,003312504044... l.p. = 60
64: 0,00321300000... l.p. = 0+6pp
67: 0,0031202052... l.p. = 33
71: 0,0030130432... l.p. = 35
73: 0,002543042344... l.p. = 36
79: 0,00242232543... l.p. = 78
81: 0,002400000... l.p. = 0+4pp
83: 0,0023340420... l.p. = 82
89: 0,0022321203... l.p. = 88
97: 0,002120553435... l.p. = 12
100: 0,0020543205432... l.p. = 4+3pp
101: 0,0020455351... l.p. = 10
103: 0,0020325454... l.p. = 102
107: 0,002004012024... l.p. = 106
109: 0,001552011532... l.p. = 108
113: 0,001524515052... l.p. = 112
121: 0,001441330424... l.p. = 110
125: 0,001421125322... l.p. = 25
127: 0,001411211534... l.p. = 126
128: 0,001404300000... l.p. = 0+7pp
129: 0,00140140140... l.p. = 3+1pp
131: 0,00135205255... l.p. = 130
137: 0,00132431545... l.p. = 136
139: 0,00131535322... l.p. = 23
149: 0,00124104331... l.p. = 37
151: 0,00123255141... l.p. = 150
157: 0,00121310105... l.p. = 156
167: 0,001143213252... l.p. = 83
169: 0,0011400232005... l.p. = 156
173: 0,001125404324... l.p. = 43
179: 0,001112351551... l.p. = 178
181: 0,001105433513... l.p. = 60
191: 0,00104413445... l.p. = 19
193: 0,00104142401... l.p. = 96
197: 0,00103245545231... l.p. = 14
199: 0,001030241404... l.p. = 198
211: 0,001005041331... l.p. = 105
223: 0,000545115243... l.p. = 222
227: 0,000541311045... l.p. = 226
229: 0,000535423223... l.p. = 228
233: 0,000532123525... l.p. = 232
239: 0,00052311403151441... l.p. = 17
241: 0,0005213320555... l.p. = 20
243: 0,0005200000... l.p. = 0+5pp
251: 0,0005055141... l.p. = 250
256: 0,0005021300... l.p. = 0+8pp
257: 0,0005013124... l.p. = 256
259: 0,00050005... l.p. = 4
263: 0,0004532221... l.p. = 131
269: 0,0004452353... l.p. = 134
311: 0,0004100041... l.p. = [[独自周期素数/循環節の長さ = 5位|5]]
...
=== 循環の長さ = 10 (6) から 55 (35) まで ===
'''55987: 0,00000050000005... l.p. = [[レピュニットの素数/循環節の長さ = 7位|7]]'''
1297: 0,00005555... l.p. = [[独自周期素数/循環節の長さ = 8位|8]]
2467: 0,000030525... l.p. = 9
3154757: ... l.p. = 11
3433: 0,0000213313115... l.p. = 13
760891: ... l.p. = 13
1171: 0,000103502020525... l.p. = 15
1201: 0,000102503030515... l.p. = 15
98801: ... l.p. = 16
409: 0,0003100235... l.p. = 17
1123: 0,000105313... l.p. = 17
30839: 0,00000130244... l.p. = 17
46441: 0,00000100055555... l.p. = [[独自周期素数/循環節の長さ = 18位|18]]
638073026189: ... l.p. = 19
6781: 0,000010514... l.p. = 20
1822428931: ... l.p. = [[独自周期素数/循環節の長さ = 21位|21]]
51828151: ... l.p. = [[独自周期素数/循環節の長さ = 22位|22]]
3221: 0,000222524252... l.p. = 23
7505944891: ... l.p. = 23
1678321: ... l.p. = [[独自周期素数/循環節の長さ = 24位|24]]
18198701: ... l.p. = 25
40185601: ... l.p. = 25
937: 0,00012144314... l.p. = 26
37571: 0,0000011241214... l.p. = 26
623067280651: ... l.p. = 27
421: 0,0003024533042... l.p. = 28
5030761: ... l.p. = 28
'''7369130657357778596659: ... l.p. = [[レピュニットの素数/循環節の長さ = 29位|29]]'''
1950271: ... l.p. = [[独自周期素数/循環節の長さ = 30位|30]]
5333: 0,0000124254041... l.p. = 31
49744740983476472807: ... l.p. = 31
353: 0,00034010041411... l.p. = 32
1697: 0,00004325431145... l.p. = 32
4709377: ... l.p. = 32
45686117391553: ... l.p. = 33
190537: ... l.p. = 34
12690943: ... l.p. = 34
37863211: ... l.p. = 35
1469029031: ... l.p. = 35
=== 循環の長さ = 100 (36) から 255 (107) まで ===
541: 0,0002221235... l.p. = 36
55117: 0,000000502501502... l.p. = 36
7919: 0,000005520332543... l.p. = 37
12211: 0,000003453144015... l.p. = 37
2569799: ... l.p. = 37
334286825813: ... l.p. = 37
1787: 0,000042035241021... l.p. = 38
48713705333: ... l.p. = 38
3143401: ... l.p. = 39
1262014275211: ... l.p. = 39
68754507401: ... l.p. = 40
8648131: ... l.p. = 41
1854850885886497427178961: ... l.p. = 41
2527867231: ... l.p. = [[独自周期素数/循環節の長さ = 42位|42]]
7383359: ... l.p. = 43
1048953903129961695599: ... l.p. = 43
58477: ... l.p. = 44
70489: ... l.p. = 44
863017: ... l.p. = 44
2161: ... l.p. = 45
112771: ... l.p. = 45
19353635731: ... l.p. = 45
113958101: ... l.p. = 46
990000731: ... l.p. = 46
930911329: ... l.p. = 47
45110836129: ... l.p. = 47
17821718159716147: ... l.p. = 47
5953: ... l.p. = 48
473896897: ... l.p. = 48
6527977: ... l.p. = 49
122694573317: ... l.p. = 49
600827908214213: ... l.p. = 49
3655688315536801: ... l.p. = [[独自周期素数/循環節の長さ = 50位|50]]
307: ... l.p. = 51
927037099: ... l.p. = 51
23412002806867: ... l.p. = 51
313: ... l.p. = 52
2341: ... l.p. = 52
6291946695217: ... l.p. = 52
13781: ... l.p. = 53
357293834576449: ... l.p. = 53
7091531088740602980647: ... l.p. = 53
114967: ... l.p. = 54
883383463: ... l.p. = 54
3675127061: ... l.p. = 55
3031462959351050977391: ... l.p. = 55
281: ... l.p. = 56
337: ... l.p. = 56
617: ... l.p. = 56
81035189089: ... l.p. = 56
47881: ... l.p. = 57
820459: ... l.p. = 57
219815829325921729: ... l.p. = 57
32713: ... l.p. = 58
2727192763388813: ... l.p. = 58
4866979762781: ... l.p. = 59
29050941569087: ... l.p. = 59
11522163007228653937: ... l.p. = 59
3541: ... l.p. = 60
74161: ... l.p. = 60
42461491: ... l.p. = 61
80057377: ... l.p. = 61
17252803354297421346943980322273: ... l.p. = 61
189491931189200021056951: ... l.p. = [[独自周期素数/循環節の長さ = 62位|62]]
379: ... l.p. = 63
8387947: ... l.p. = 63
616332907: ... l.p. = 63
5239858051: ... l.p. = 63
2753: ... l.p. = 64
145601: ... l.p. = 64
19854979505843329: ... l.p. = 64
11831: ... l.p. = 65
1420901: ... l.p. = 65
49398961: ... l.p. = 65
22533649654910414281: ... l.p. = 65
463: ... l.p. = 66
72073: ... l.p. = 66
127236649: ... l.p. = 66
904949028329910415467529: ... l.p. = 67
3023706637809542222940030043: ... l.p. = 67
934117: ... l.p. = 68
8289713345361373993: ... l.p. = 68
11731: ... l.p. = 69
1236385853432057889667843739281: ... l.p. = 69
631: ... l.p. = 70
701: ... l.p. = 70
2311: ... l.p. = 70
9241: ... l.p. = 70
585131: ... l.p. = 70
'''3546245297457217493590449191748546458005595187661976371: ... l.p. = [[レピュニットの素数/循環節の長さ = 71位|71]]'''
577: ... l.p. = 72
3313: ... l.p. = 72
2478750186961: ... l.p. = 72
44764549877: ... l.p. = 73
2436094907761: ... l.p. = 73
8439148071138817: ... l.p. = 73
138721648424756087: ... l.p. = 73
3923: ... l.p. = 74
1096762734443: ... l.p. = 74
2054788991719: ... l.p. = 74
601: ... l.p. = 75
82051: ... l.p. = 75
271041511600591342728451: ... l.p. = 75
1030762781149: ... l.p. = 76
9736145643041809: ... l.p. = 76
484847574510970082567: ... l.p. = 77
84002092056248016278479853: ... l.p. = 77
9049: ... l.p. = 78
868999: ... l.p. = 78
8857759: ... l.p. = 78
1147240288157: ... l.p. = 79
26283825237209622143: ... l.p. = 79
197531251446059329471533015409: ... l.p. = 79
17761: ... l.p. = 80
3696985841: ... l.p. = 80
121206120881: ... l.p. = 80
27767002339: ... l.p. = 81
37725805717350619429950429139147: ... l.p. = 81
28537: ... l.p. = 82
4837453663777044375040181: ... l.p. = 82
499: ... l.p. = 83
17597: ... l.p. = 83
41580677: ... l.p. = 83
80781507941: ... l.p. = 83
605274844997: ... l.p. = 83
2589238104153304205575487: ... l.p. = 83
804146449: ... l.p. = 84
6055984789: ... l.p. = 84
26807981: ... l.p. = 85
20891158391: ... l.p. = 85
94260123386979283872547675418641: ... l.p. = 85
412482688627178079807598675848631: ... l.p. = 86
2694217: ... l.p. = 87
1833921547: ... l.p. = 87
4706691035521: ... l.p. = 87
1357610070580129: ... l.p. = 87
150080764792922988676714149209: ... l.p. = 88
8011: ... l.p. = 89
2064441331: ... l.p. = 89
21777198152670085407545228412531133078179560879352228259: ... l.p. = 89
4760317816590150361: ... l.p. = [[独自周期素数/循環節の長さ = 90位|90]]
48215910563832798697: ... l.p. = 91
1838738460168896001275668872592841923: ... l.p. = 91
6073: ... l.p. = 92
2259889: ... l.p. = 92
9564781: ... l.p. = 92
128407494947883673: ... l.p. = 92
186187: ... l.p. = 93
290869963: ... l.p. = 93
659988451: ... l.p. = 93
842660004553: ... l.p. = 93
1358539033057: ... l.p. = 93
534577564460822791430647883899825591: ... l.p. = [[独自周期素数/循環節の長さ = 94位|94]]
571: ... l.p. = 95
1901: ... l.p. = 95
825838991: ... l.p. = 95
1298704628041: ... l.p. = 95
25425408247171: ... l.p. = 95
2995523312517361: ... l.p. = 95
8641: ... l.p. = 96
688490113: ... l.p. = 96
6931400449: ... l.p. = 96
389: ... l.p. = 97
1747: ... l.p. = 97
1586365166597: ... l.p. = 97
18969653181299397175271: ... l.p. = 97
29579867253585988507046633033646287: ... l.p. = 97
762332681442053: ... l.p. = 98
90179616936384011: ... l.p. = 98
16633: ... l.p. = 99
18380539: ... l.p. = 99
18414001: ... l.p. = 99
226407819331: ... l.p. = 99
38167293140100433: ... l.p. = 99
343801: ... l.p. = 100
22243201: ... l.p. = 100
1748016735462726601: ... l.p. = 100
1275678077: ... l.p. = 101
614561277123903327309455926778985780630117744484485521069032496702063: ... l.p. = 101
919: ... l.p. = 102
980146969: ... l.p. = 102
99617785207: ... l.p. = 102
2473: ... l.p. = 103
5563: ... l.p. = 103
160681: ... l.p. = 103
12767653355301160780822191431160569156710177181791578590824899905497: ... l.p. = 103
192193: ... l.p. = 104
14090441: ... l.p. = 104
8284434950526240125727017: ... l.p. = 104
35281: ... l.p. = 105
58171: ... l.p. = 105
61921104791950322094158011: ... l.p. = 105
97351567: ... l.p. = 106
33685364386033: ... l.p. = 106
71080464397105403: ... l.p. = 106
643: ... l.p. = 107
5044140393054571: ... l.p. = 107
11277573027736036722713586016689525331842510247329583574661742579: ... l.p. = 107
=== 循環の長さ = 300 (108) から 555 (215) まで ===
591841: ... l.p. = 108
171467713: ... l.p. = 108
932461936453: ... l.p. = 108
30726149494277: ... l.p. = 109
42855656091880208870012451741752392192104225262820633109434962552795607: ... l.p. = 109
1031141: ... l.p. = 110
16336066781: ... l.p. = 110
84155540944421: ... l.p. = 110
89728627: ... l.p. = 111
187333846633: ... l.p. = 111
1487716834806007369: ... l.p. = 111
3561693323285489089: ... l.p. = 111
4817: ... l.p. = 112
4048129: ... l.p. = 112
10189440239012883075423169: ... l.p. = 112
107351: ... l.p. = 113
54466954894479739: ... l.p. = 113
201436862864351419099: ... l.p. = 113
1448915804946152111264738471459190964062624173: ... l.p. = 113
457: ... l.p. = 114
137713: ... l.p. = 114
190324492938225748951: ... l.p. = 114
461: ... l.p. = 115
1151: ... l.p. = 115
44851: ... l.p. = 115
257917526307345124973861: ... l.p. = 115
40752608049190149321816351186154151: ... l.p. = 115
349: ... l.p. = 116
105134528469779071670501631159328247729809: ... l.p. = 116
6553: ... l.p. = 117
5958157609: ... l.p. = 117
39031258670353: ... l.p. = 117
69488040914581799577604095001: ... l.p. = 117
1163658999540220416412446482708919139658591671: ... l.p. = 118
16661: ... l.p. = 119
29032062767: ... l.p. = 119
103198889691409: ... l.p. = 119
12405291558509977: ... l.p. = 119
678389915020055546314233943801: ... l.p. = 119
13441: ... l.p. = 120
592575109627400042641: ... l.p. = 120
4163261521: ... l.p. = 121
1304380464883: ... l.p. = 121
7274439979153836750841469647330331057551053697734443556853774027: ... l.p. = 121
9151
4577830180684945360162613198286645069141001: ... l.p. = 122
25512169: ... l.p. = 123
141304123: ... l.p. = 123
41498448376119216462262063079126262444529017073: ... l.p. = 123
47552767764994953232854569779888803761183529901: ... l.p. = 124
9536585501: ... l.p. = 125
117811792772681609501: ... l.p. = 125
105875321588567599765751: ... l.p. = 125
1098445767808750903973251: ... l.p. = 125
154260982009: ... l.p. = 126
528921402377887: ... l.p. = 126
'''133733063818254349335501779590081460423013416258060407531857720755181857441961908284738707408499507: ... l.p. = [[レピュニットの素数/循環節の長さ = 127位|127]]'''
4926056449: ... l.p. = 128
447183309836853377: ... l.p. = 128
28753787197056661026689: ... l.p. = 128
4508900190610152350577887323102224338300552415040178248330163977: ... l.p. = 129
199930782298483523040584108028862541: ... l.p. = 130
263: ... l.p. = 131
3931: ... l.p. = 131
6551: ... l.p. = 131
1284827442574221936870974393373403: ... l.p. = 131
19917397922626842334449833677404096613537638684348856178059: ... l.p. = 131
3037: ... l.p. = 132
96493: ... l.p. = 132
622513: ... l.p. = 132
4629769: ... l.p. = 132
16266405013: ... l.p. = 132
11971: ... l.p. = 133
188861: ... l.p. = 133
1101773: ... l.p. = 133
164331230229374083: ... l.p. = 133
2233934314632639115197089640522599067817629985127899: ... l.p. = 133
269: ... l.p. = 134
418349: ... l.p. = 134
90571543952974835963: ... l.p. = 134
191757760647639121941197: ... l.p. = 134
175509721: ... l.p. = 135
606162141679902054991801871110954177324256409961: ... l.p. = 135
5849: ... l.p. = 136
1536052010629489: ... l.p. = 136
51420576374811381403609445473: ... l.p. = 136
6577: ... l.p. = 137
25247731: ... l.p. = 137
53280671: ... l.p. = 137
60042056488501962187: ... l.p. = 137
15222145108790213296269418433344906793793551301042423026314429342733: ... l.p. = 137
24648570768391: ... l.p. = 138
816214079084081564521: ... l.p. = 138
557: ... l.p. = 139
21407: ... l.p. = 139
128159: ... l.p. = 139
190499431829426403200101169876785677642490596937278842226897447732472637176807419519306808486559: ... l.p. = 139
13509594555661: ... l.p. = 140
1708114263204222806519161: ... l.p. = 140
283: ... l.p. = 141
13537: ... l.p. = 141
753554761: ... l.p. = 141
122320721569: ... l.p. = 141
989671414201: ... l.p. = 141
931824955889592124612176563793529: ... l.p. = 141
3546245297457217493590449191748546458005595187661976371: ... l.p. = 142
859: ... l.p. = 143
62545486153056268832471: ... l.p. = 143
37049270815318353866751607662829595876460962025235869148795940042759: ... l.p. = 143
22452257707354557235348829785471057921: ... l.p. = 144
132241: ... l.p. = 145
150433631394488258261: ... l.p. = 145
59580423676805748420140957215180302958743471829183098610333631: ... l.p. = 145
293: ... l.p. = 146
439: ... l.p. = 146
120855443: ... l.p. = 146
1389436303: ... l.p. = 146
4221883459378030470824476438562257: ... l.p. = 146
32093041: ... l.p. = 147
7215934956451622094949379164309254404855094763766767407121: ... l.p. = 147
4441: ... l.p. = 148
3300043400835529: ... l.p. = 148
190892407618022993841069346975403017: ... l.p. = 148
38538553: ... l.p. = 149
1318713554713829548602512956686040272376450743377909: ... l.p. = 149
346354176050253827859677568458815390218235712359759067327: ... l.p. = 149
601: ... l.p. = 150
82051: ... l.p. = 150
271041511600591342728451: ... l.p. = 150
2623968964411: ... l.p. = 151
4956504421137000338429923175878885954098593563: ... l.p. = 151
48723066259314477894157817245533780187559387828254264047307: ... l.p. = 151
4561: ... l.p. = 152
355518408146401
5028187486478069273: ... l.p. = 152
13038313680704041577: ... l.p. = 152
9757142011: ... l.p. = 153
12644443230579801886843521019: ... l.p. = 153
4067077533669936706351248605374735249: ... l.p. = 153
57019087134151254061666621717728669167279862151: ... l.p. = [[独自周期素数/循環節の長さ = 154位|154]]
3559267608341: ... l.p. = 155
208210289142572055121: ... l.p. = 155
2686345232069105360022926492125783168511035955840811134515391: ... l.p. = 155
8893: ... l.p. = 156
197743936282933: ... l.p. = 156
6429178169720749: ... l.p. = 156
6446107: ... l.p. = 157
6423436771: ... l.p. = 157
81127299702871294523556776543: ... l.p. = 157
8695994904356302134775281276601: ... l.p. = 157
1012103775131173995385073322337706122495245797: ... l.p. = 157
317: ... l.p. = 158
5531: ... l.p. = 158
2832941: ... l.p. = 158
99687312908749681: ... l.p. = 158
8592319153827988586815914947213: ... l.p. = 158
118721004139: ... l.p. = 159
67587459957091: ... l.p. = 159
88342645123243360518614293208997935963729713364951837539: ... l.p. = 159
9601: ... l.p. = 160
2810800069601: ... l.p. = 160
2347110840158563816028186318246561: ... l.p. = 160
10949: ... l.p. = 161
593447: ... l.p. = 161
491787574454982121: ... l.p. = 161
3358586137753609961516447641418203949: ... l.p. = 161
403733622730561138499463252012494935013: ... l.p. = 161
1783: ... l.p. = 162
149862151: ... l.p. = 162
3920344350409644507093715799617: ... l.p. = 162
653: ... l.p. = 163
2378523250342970947582043555610171717174452063: ... l.p. = 163
888102772526021838488123845334486037375412519645053051472793437455099303804577: ... l.p. = 163
4046701: ... l.p. = 164
174521133001: ... l.p. = 164
246179376206361788466441901958293949537091001: ... l.p. = 164
13724862774476458441: ... l.p. = 165
46975793563298851302025905551105268509881: ... l.p. = 165
710813: ... l.p. = 166
6547890917: ... l.p. = 166
21608536062644851877771: ... l.p. = 166
54824363564629401758409941: ... l.p. = 166
19466857: ... l.p. = 167
10301691259: ... l.p. = 167
229027359614687: ... l.p. = 167
9703107759710968661: ... l.p. = 167
2200446540213260920441013: ... l.p. = 167
1822952692682777153874022559086738173481449195038610359: ... l.p. = 167
1176362433121: ... l.p. = 168
19100900655540830489319601: ... l.p. = 168
677: ... l.p. = 169
3719: ... l.p. = 169
1420277: ... l.p. = 169
3066042413300025661761581713: ... l.p. = 169
351082413599031251316269147227: ... l.p. = 169
6400588768393061926708979473301321313835119309935933: ... l.p. = 169
1383638161: ... l.p. = 170
72085651321561: ... l.p. = 170
740797672014674927371043791: ... l.p. = 170
25896916098621777025320461067950269867: ... l.p. = 171
2219821955745760247086895900084483710540707577: ... l.p. = 171
1033: ... l.p. = 172
6501601: ... l.p. = 172
2914764989376043020733: ... l.p. = 172
11510167124054813592781820845997449: ... l.p. = 172
924669087985921: ... l.p. = 173
495043698717322221180325946047148316337: ... l.p. = 173
182207578264683089493858383020918811627594000501526518712612326479679426743760419: ... l.p. = 173
68209: ... l.p. = 174
92569: ... l.p. = 174
1439329: ... l.p. = 174
380675809: ... l.p. = 174
519258631: ... l.p. = 174
24378360481: ... l.p. = 174
3822701: ... l.p. = 175
114265201: ... l.p. = 175
141218351: ... l.p. = 175
7292423951: ... l.p. = 175
34840572551: ... l.p. = 175
35107498301: ... l.p. = 175
2370825139201: ... l.p. = 175
1830889518750884483049855551: ... l.p. = 175
9307950433: ... l.p. = 176
19197545705142827447183881455518760379441910619182497: ... l.p. = 176
1421059369: ... l.p. = 177
1085842578623802835438690280097321534179918997337939580812207878874189620256468939: ... l.p. = 177
1437176850540020021056024701236917910178773041847685459251313907949: ... l.p. = 178
359: ... l.p. = 179
4297: ... l.p. = 179
399887: ... l.p. = 179
1126853766403: ... l.p. = 179
171074041901536300021132517497157303: ... l.p. = 179
32723145939857105254073062747603242457934389456326140203542651219352439116082951: ... l.p. = 179
9001: ... l.p. = 180
211501: ... l.p. = 180
2106930961: ... l.p. = 180
5597780112726834061: ... l.p. = 180
39821: ... l.p. = 181
12684206910817829: ... l.p. = 181
277351701972446055460273290021643040866933558956498128941432837743908106572043434563228925029360457738510095499722563859: ... l.p. = 181
2003: ... l.p. = 182
2549: ... l.p. = 182
36947: ... l.p. = 182
52769627: ... l.p. = 182
12468702878009806771287543538567443817: ... l.p. = 182
22335533202362157841587721: ... l.p. = 183
89533954497503250118699637546839899399734520603663770267136954194731: ... l.p. = 183
4046701: ... l.p. = 184
174521133001: ... l.p. = 184
246179376206361788466441901958293949537091001: ... l.p. = 184
1063053988637874955869001: ... l.p. = 185
8873589665415203133950333391744438230286867676415750962427767047136867240312454677254211: ... l.p. = 185
1830855782835393620827906093040965051783187521: ... l.p. = 186
382229: ... l.p. = 187
4208612395681: ... l.p. = 187
6467774498519851224197542939036067237: ... l.p. = 187
2557416027956978760642963940696149459371531995054030328765509447825027: ... l.p. = 187
1693: ... l.p. = 188
1029538544148223697293: ... l.p. = 188
30585762365533687252981: ... l.p. = 188
7098996031830910703530849: ... l.p. = 188
10644859: ... l.p. = 189
292645031213683: ... l.p. = 189
352252375401535450648631882380604036787279429000462986049158593: ... l.p. = 189
6271: ... l.p. = 190
2666738161: ... l.p. = 190
37260330001: ... l.p. = 190
61671024221: ... l.p. = 190
3229504809106404383981: ... l.p. = 190
383: ... l.p. = 191
120477626957: ... l.p. = 191
141173343133408897: ... l.p. = 191
172804791061171733536391399: ... l.p. = 191
7524976737111670763442854695586194776760389436508992259852881065277159715456666540165676887: ... l.p. = 191
63340286662973277706162278988150776663495577436161: ... l.p. = 192
748132849: ... l.p. = 193
3759493321: ... l.p. = 193
230824001813: ... l.p. = 193
344929902064301: ... l.p. = 193
577701497837906594854943: ... l.p. = 193
2357208362431833497113350311069592229112192349209316891646470119039886792128545253: ... l.p. = 193
7449708398813963: ... l.p. = 194
6571212276076854019883.8826499007361715764052964663075774479: ... l.p. = 194
523065274520717779891: ... l.p. = 195
795382366687653584971: ... l.p. = 195
1447099154953760086952015307990331: ... l.p. = 195
288628033: ... l.p. = 196
802354924671793395266725600744864562917483072464133108417: ... l.p. = 196
2235557: ... l.p. = 197
10123252906683101: ... l.p. = 197
17463065656331085945714756434111949074627823133581528724293757040963477608062886746299031764064166669399231758382566178902534282211: ... l.p. = 197
110881: ... l.p. = 198
2225208714917658550195227627861513418879: ... l.p. = 198
797: ... l.p. = 199
191837: ... l.p. = 199
3693839: ... l.p. = 199
484493690172684383: ... l.p. = 199
2389106853487241752315685035579349880354989277451: ... l.p. = 199
21763887113341398290990026102970140151433880215187046178128368610740515553: ... l.p. = 199
4801: ... l.p. = 200
5801: ... l.p. = 200
224401: ... l.p. = 200
1006795824867486182291801: ... l.p. = 200
28398752673271140825020401: ... l.p. = 200
3196645037857: ... l.p. = 201
136177288309120666782128838375423236044769818075378315585521894627630670076705132632814883: ... l.p. = 201
607: ... l.p. = 202
82013: ... l.p. = 202
3866281: ... l.p. = 202
2909467055506170519577044616632832452708657352232253233553601781: ... l.p. = 202
1458188789: ... l.p. = 203
432549126887388039664858367: ... l.p. = 203
70856741285081992357902140491469385810425671466661424166221373643548664353228558372719812968017: ... l.p. = 203
1785001: ... l.p. = 204
12346985995648844989: ... l.p. = 204
2953728137900959095135649: ... l.p. = 204
66571969781: ... l.p. = 205
28852807210022072371: ... l.p. = 205
13854638174912289904150868633673163430846084302190465596932272615548696463090153351808638086901: ... l.p. = 205
7211: ... l.p. = 206
135025379: ... l.p. = 206
20704743230318258100890022657208522727453596408722228548650415542999: ... l.p. = 206
399097: ... l.p. = 207
12967950356237506524625257589572120616290855806877047629652249726736719528602631785079368878205873: ... l.p. = 207
36265841: ... l.p. = 208
141365953: ... l.p. = 208
98327998682892050307547688538841853424435944546993755800017: ... l.p. = 208
18873119: ... l.p. = 209
414230477: ... l.p. = 209
84125065520563: ... l.p. = 209
39547815403982363610457333838688241066157: ... l.p. = 209
3740332261360244558756086670006736256763631522351531369572928560877647: ... l.p. = 209
71191: ... l.p. = 210
271613602977153099649378586566681: ... l.p. = 210
35768449921: ... l.p. = 211
127491843407: ... l.p. = 211
22502477360820492307768713607212049: ... l.p. = 211
953864267757776424221068538656285528154532046177627: ... l.p. = 211
316405768432826434502246447605529100577755433867259915831: ... l.p. = 211
26713: ... l.p. = 212
175436926004647658810244613736479118917: ... l.p. = 212
175787157418305877173455355755546870641: ... l.p. = 212
22301660719710979: ... l.p. = 213
327847513652963406426698826336131054938461676556995234053638257938870937226907387644104752769: ... l.p. = 213
26126771741159407024154726661022582007126551676422442131468770568230221685230103991: ... l.p. = 214
1291: ... l.p. = 215
19660072438421: ... l.p. = 215
1761056609541952467493882686215859960449808974052469813809887556763881874991754289289623511450639922730492438351661: ... l.p. = 215
=== 循環の長さ = 1000 (216) から 1255 (323) まで ===
433: ... l.p. = 216
115963921: ... l.p. = 216
8781208996949976153601: ... l.p. = 216
241282001155985351966017: ... l.p. = 216
385227416351: ... l.p. = 217
26316013765873042806112463084693: ... l.p. = 217
1265855393578666785134496493194757776649681: ... l.p. = 217
7580956159804488623890305012371373838101141217153351297: ... l.p. = 217
9661979: ... l.p. = 218
97346908193625617781778470000484678372469642125201050088483502236579895347349: ... l.p. = 218
1143619: ... l.p. = 219
2820121693645487997956892799666256974847683: ... l.p. = 219
2938088606095421167185780675090427740332239357953057651820512043: ... l.p. = 219
423852369601: ... l.p. = 220
433295951605870884187046138704268693683498331456101: ... l.p. = 220
4421: ... l.p. = 221
39721657: ... l.p. = 221
41183788762160210182927373892714194450477: ... l.p. = 221
29280915962612879906981038053224349750080435362581534742226261840114605878898030311237732956026099: ... l.p. = 221
7993: ... l.p. = 222
142969: ... l.p. = 222
484813024945269068265878512515024013260506641: ... l.p. = 222
359734681: ... l.p. = 223
19261747635283: ... l.p. = 223
9729282948267945890544045482865460796329375838841813885801524753946376614740465065957156359219519891667437419584037768151410378706960966051623688753481: ... l.p. = 223
490972383553: ... l.p. = 224
1026745888453552697436968844848917190436254094111712318750754497: ... l.p. = 224
320851: ... l.p. = 225
3388291201: ... l.p. = 225
2056583697041569929017137051051: ... l.p. = 225
1068364705229113014644941320930702644970812605201: ... l.p. = 225
8363: ... l.p. = 226
586471: ... l.p. = 226
5043448999988542328333: ... l.p. = 226
217085653849206214541602569383859982900289160186960917: ... l.p. = 226
1393781: ... l.p. = 227
141273137445779487073: ... l.p. = 227
1994969355576066549710715311391607571195545033: ... l.p. = 227
222419814208705877206438062691840875527337546493346046838927497247289860212014624686058107052156267473583: ... l.p. = 227
25309: ... l.p. = 228
43321: ... l.p. = 228
2197693: ... l.p. = 228
300537265358917: ... l.p. = 228
659334264781883756771821: ... l.p. = 228
1505447: ... l.p. = 229
2089300282325984544212602652141061241209578168136283997772624247019175386468857229359465936316448386743405739921287825581327177807126122903574663266689671321594201810728597: ... l.p. = 229
23126990778420152651: ... l.p. = 230
15138465280223101464931287568892526939099241284821: ... l.p. = 230
174090854323: ... l.p. = 231
1526323866435523: ... l.p. = 231
83531679812360869820818648177: ... l.p. = 231
128540676570302588488814103693493316947: ... l.p. = 231
233: ... l.p. = 232
250793: ... l.p. = 232
4916777: ... l.p. = 232
6198809: ... l.p. = 232
9008169903032260803977: ... l.p. = 232
88574437255173019150535038179441097901397209: ... l.p. = 232
568465670186789: ... l.p. = 233
3945524703927668484254051089: ... l.p. = 233
630076600824417505174717786052089: ... l.p. = 233
2884489576750009126227390308450258255896558673319411906884818081717832253749415107699132221969977960826367: ... l.p. = 233
1873: ... l.p. = 234
57063471642936858295625494275761490859413610922514697: ... l.p. = 234
941: ... l.p. = 235
88816955621: ... l.p. = 235
1508756564010253112856482402946678452445397069279384887543892896467912825253991767035475413349982987080181964754707864940873567451: ... l.p. = 235
554971222573: ... l.p. = 236
3231285690411251549937535803579175660890272281294966380800039383396486737158017: ... l.p. = 236
15643: ... l.p. = 237
393024899619859590739537077043657: ... l.p. = 237
3354972728520006336477396236109856133718254143010542857826856245966015607259426230641: ... l.p. = 237
22885730141: ... l.p. = 238
2681104713967: ... l.p. = 238
9584881019626035133999258735515025036249902934797053: ... l.p. = 238
479: ... l.p. = 239
555643125049: ... l.p. = 239
674693399227: ... l.p. = 239
2787187926109459: ... l.p. = 239
379992185439147785353707804930792958496594524876458259934509181516739990528221407872140038659705071234998548114282487893996521153390236024139573: ... l.p. = 239
55201: ... l.p. = 240
122401: ... l.p. = 240
21027841: ... l.p. = 240
445813984361506105237664076966721: ... l.p. = 240
248231: ... l.p. = 241
20481747682829: ... l.p. = 241
1840889044920084403: ... l.p. = 241
7710038279791808580832936799: ... l.p. = 241
246316726378395449466748758203811907753252397: ... l.p. = 241
385194660148827581893027188592554127435190720770504930976115215667161348534401: ... l.p. = 241
727: ... l.p. = 242
15186641018595718629290023681: ... l.p. = 242
3578008788069105048042400002837961114116977849537973223: ... l.p. = 242
249844450267: ... l.p. = 243
47847655472636701140045116262913: ... l.p. = 243
103939380360329666746292370686492281: ... l.p. = 243
925107217907396149060423950294274601167515264043: ... l.p. = 243
60757: ... l.p. = 244
348433: ... l.p. = 244
558416270857: ... l.p. = 244
196597122477434001699939656151715927005493674652801355438654544438291553: ... l.p. = 244
22541: ... l.p. = 245
2379224010784637995808766057150745202903602612255985695841942530943205439073690463791642500775113261862991905364299270445677381: ... l.p. = 245
1231: ... l.p. = 246
268313928259442786323996685119: ... l.p. = 246
628260227263749127899296330959: ... l.p. = 246
1483: ... l.p. = 247
77071411: ... l.p. = 247
329143658741: ... l.p. = 247
82569737524705024142782304189: ... l.p. = 247
323033809754809551275470126256493156753544117260132368655520286377190266214087382779754865868297377414472374291432843: ... l.p. = 247
106179166897: ... l.p. = 248
1062529732255153: ... l.p. = 248
505430595651453051641: ... l.p. = 248
41857485802028381142383903037144206683835077721: ... l.p. = 248
17929: ... l.p. = 249
63871987: ... l.p. = 249
30565451980162779163327091617: ... l.p. = 249
989787105673703959407077495100043560470536548666289588507128502485786459175181408110921: ... l.p. = 249
251: ... l.p. = 250
751: ... l.p. = 250
5501: ... l.p. = 250
2694730860384999001: ... l.p. = 250
233805293126289020639202084597666844981225400241001: ... l.p. = 250
503: ... l.p. = 251
34204273: ... l.p. = 251
59351200969: ... l.p. = 251
80440705758435499: ... l.p. = 251
3489478020025154776405154855930832218902630153636858925509939: ... l.p. = 251
1444373933488902402730227707382763373406047099607827671960402835496581977432355425431282209216381: ... l.p. = 251
1009: ... l.p. = 252
17389: ... l.p. = 252
10339309: ... l.p. = 252
48129311534221: ... l.p. = 252
12185192600132570384611238029: ... l.p. = 252
1013: ... l.p. = 253
75168534000121: ... l.p. = 253
259666046866989553234678839986188137176834471947: ... l.p. = 253
2859600152062800254841868994919157188120297228449282213285289003401454695346900493559620482558098405637427: ... l.p. = 253
509: ... l.p. = 254
2287: ... l.p. = 254
6557252639250807127523: ... l.p. = 254
12514251972598061031154549270275982573061110378811783176435900357554799: ... l.p. = 254
1199699502336395787186091: ... l.p. = 255
3993904453552726024260724548432749035473152400993554437020747464348255765281: ... l.p. = 255
257: ... l.p. = 256
763649: ... l.p. = 256
50307329: ... l.p. = 256
3191106049: ... l.p. = 256
2339340566463317436161: ... l.p. = 256
2983028405608735541756929: ... l.p. = 256
18247770097021321924017185281: ... l.p. = 256
9767: ... l.p. = 257
17477: ... l.p. = 257
3309693452762216327: ... l.p. = 257
9306689489306197083232219997965248298881691751524941849307: ... l.p. = 257
3673586540800931510375730400071935007467990878958458570282411761897012162305639685693749182381299754408271638230437: ... l.p. = 257
2322118361887: ... l.p. = 258
115814113322099366440280889676998813124941173548805953: ... l.p. = 258
2458852243: ... l.p. = 259
128241016566344721609490367365530205308828951059763735701191925429688386832869: ... l.p. = 259
3182225886333619001358983270028222436018313666750110815637909241872418231328999173: ... l.p. = 259
425101: ... l.p. = 260
571140885901: ... l.p. = 260
1095110988527465328644161: ... l.p. = 260
1948613642347230963768492935356381: ... l.p. = 260
523: ... l.p. = 261
467281506322297: ... l.p. = 261
1088767101178107721: ... l.p. = 261
200622456937168029534097369796896585478797577226516730244273499267849858146604979833025526230171: ... l.p. = 261
118766959: ... l.p. = 262
5620905557: ... l.p. = 262
18059147791: ... l.p. = 262
1519139468453: ... l.p. = 262
137286124588876043259567675817: ... l.p. = 262
49237080128184668333696569907047: ... l.p. = 262
131982869: ... l.p. = 263
12634882984316388571047983239402938349932097252525834121084935889987017221049: ... l.p. = 263
540405869971366098722323555509647787480864699980393574703187490192270201551993388149720808563767438636590576421681623263: ... l.p. = 263
602977: ... l.p. = 264
87917281: ... l.p. = 264
1581003091009: ... l.p. = 264
332526664667473: ... l.p. = 264
6416538652864923578689: ... l.p. = 264
1061: ... l.p. = 265
12721: ... l.p. = 265
59499149215409565615862915027061: ... l.p. = 265
1443883079527663603943444340055791696913305571: ... l.p. = 265
515294217149421423499988703942526739099350340590013332868923428107922047524561: ... l.p. = 265
1050169: ... l.p. = 266
27838508435875439051: ... l.p. = 266
6110613202111672866319: ... l.p. = 266
7166223173689286639550500253057030611: ... l.p. = 266
18530245891: ... l.p. = 267
4069798715612891881337627901879571426786720811102842627274205511713516511394531167983730529045228240098875032193709358647632001: ... l.p. = 267
4021: ... l.p. = 268
1258148065662933435127171073866560143872261293533825733911764685311660688307770984681658280416519961: ... l.p. = 268
29083873645382611513: ... l.p. = 269
2334775781694290932919: ... l.p. = 269
14914054997566758664316062644331821838847
41516733819061640773793586741888203638737781049417728786472393013059466564169000970137660094314390355883798832394787268519562611: ... l.p. = 269
271: ... l.p. = 270
2195738619437791: ... l.p. = 270
178788729970281283830972402140920212721: ... l.p. = 270
'''1513626942779526541143923940732939621754966433309591070150328129996808431884775410296704398974453435216940367005967429373707986857046841465533057792864330188148321927368029808778486293463940510313124595269579571: ... l.p. = 271 R'''
2376897969771200667937073: ... l.p. = 272
99288815455520840807235996920044600210225144104025390622895152906095538881: ... l.p. = 272
547: ... l.p. = 273
2430143818773217: ... l.p. = 273
311093172628257376513996627655635721132089: ... l.p. = 273
32691487042407712277178996050497506473328659119800001: ... l.p. = 273
51480217: ... l.p. = 274
4582965162279152779295741463389: ... l.p. = 274
24481404952782910425292419120143543785305132276665945531342960238107: ... l.p. = 274
13751: ... l.p. = 275
10764601: ... l.p. = 275
1080416801397537451: ... l.p. = 275
2668521303848897803345718643501560488259253685586490960746992131954054072318671273614394212122485032710069448109741893627284701: ... l.p. = 275
277: ... l.p. = 276
12344559539431993: ... l.p. = 276
14030036355387001: ... l.p. = 276
23027140435639321: ... l.p. = 276
279219519230141641: ... l.p. = 276
1109: ... l.p. = 277
5555507589053: ... l.p. = 277
152327217259127: ... l.p. = 277
16183852725411755980358386606565323256380349: ... l.p. = 277
14011053856556766554595009793438946968040153039: ... l.p. = 277
331849243621137785933851059170087041928810798379850078283246161873623838618257516758792951881703: ... l.p. = 277
478404033683: ... l.p. = 278
434641239506340074168962702745282290778770859506201434785502786008976827342013029086051111724237: ... l.p. = 278
326892685378628881: ... l.p. = 279
4195369622107561728725528588657828897923: ... l.p. = 279
84729450303795326952850353942263181507848353500742662077310353364567505941703816627: ... l.p. = 279
123099618068232205681: ... l.p. = 280
4098248663274279133275014316224239285844931775661062561: ... l.p. = 280
33721: ... l.p. = 281
186023: ... l.p. = 281
122413379955569789: ... l.p. = 281
228566796853368622765083206587: ... l.p. = 281
11762786832623811560644277958387970995125858157407: ... l.p. = 281
28717354535597728468537227064151476862005971007351781: ... l.p. = 281
1543716606774880990775734941009568252713968653903070066195497: ... l.p. = 281
1129: ... l.p. = 282
400093872648315443061680477735172345044266448557214947007104507237639: ... l.p. = 282
36791: ... l.p. = 283
217516631: ... l.p. = 283
6650510037106913164557499908650923: ... l.p. = 283
138457361320915478919381975760508114488979126852819238404548238145324558533: ... l.p. = 283
447124831877025366689793129436873423163216894462385022533572097231958503707190221729170132612703957: ... l.p. = 283
4485781: ... l.p. = 284
33571579633135513: ... l.p. = 284
969155837815909463425781176679854621: ... l.p. = 284
58220022739632174549950127401919425992936844184277: ... l.p. = 284
47562842881: ... l.p. = 285
70596289241: ... l.p. = 285
209547179344816511252551051: ... l.p. = 285
5012088084723896430723435111982384547025664844477630213164068841: ... l.p. = 285
2861: ... l.p. = 286
3712567: ... l.p. = 286
262364261626614073190794060886242231062333800168417897597273617903167172733704458773: ... l.p. = 286
248848212837883: ... l.p. = 287
19106708212131851118884706786610752281311648999487079803812698608009563422447438992936738840337239567779835547929661606242389060396993346503053037828634438929144311772058497: ... l.p. = 287
115777: ... l.p. = 288
31057921: ... l.p. = 288
140192688351796387245933282989030173642038868198120943575131073: ... l.p. = 288
671059: ... l.p. = 289
606329606788978761264759513146230361569: ... l.p. = 289
111601652130666930405574223838130124017657978386549226562364871298756092713186743149988791265952371147866892068989072715833569749259958234730539851380499181710176099387: ... l.p. = 289
168491: ... l.p. = 290
35969851301: ... l.p. = 290
71188611917485018014870131: ... l.p. = 290
3845077612354278598518780885281690026242583211: ... l.p. = 290
111940600727841600317236399112257: ... l.p. = 291
1900581447695608861720541432162196235943188135358020191236919601518484848360439908536086336269936365305819071792172483: ... l.p. = 291
877: ... l.p. = 292
16658893: ... l.p. = 292
20007314401: ... l.p. = 292
37674396402175339916799714177929019730007039335658112415666641111713755503096967184005923301: ... l.p. = 292
946391: ... l.p. = 293
193844113: ... l.p. = 293
2942031681694832257394740018524925949323820001499: ... l.p. = 293
77296633023286191721507964885438021314817447299007: ... l.p. = 293
4775460073286971752374418781933937165578011784879118153449413713146856288679600362132092845079117736858070863085457: ... l.p. = 293
32670457: ... l.p. = 294
1152319183: ... l.p. = 294
6151465354203683883830062906173218740292621286631: ... l.p. = 294
1181: ... l.p. = 295
19568032756311331: ... l.p. = 295
15208118255933834293359009545761871: ... l.p. = 295
8055493508249652384493433270997013348405036420577773672004250553766097648343528303287450647156473025392055787528494962756820851: ... l.p. = 295
12950593: ... l.p. = 296
10742681826196124641: ... l.p. = 296
81291046153759735178927733770891174404842652323460765701539294406415711819759159724497: ... l.p. = 296
180794604080179: ... l.p. = 297
645713046609322314853680166583746607554804642574000491766071336813418581059790114227534500054604009048841812405990227771092219: ... l.p. = 297
17808481: ... l.p. = 298
3908095969: ... l.p. = 298
180653412610064719409759604755163286064914358914516386452591310112041038693160794888133552030773239: ... l.p. = 298
599: ... l.p. = 299
5981: ... l.p. = 299
309379487: ... l.p. = 299
2341190333: ... l.p. = 299
394098064572643947287218201: ... l.p. = 299
159997585500087414157621168325510579411294626795380708213053: ... l.p. = 299
137689956396351847878289208400388115673460380831547070675587442712985472219641648842509245925663: ... l.p. = 299
== リンク ==
[[Topic:基礎数学]]
[[Category:数学]]
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