ウィキバーシティ jawikiversity https://ja.wikiversity.org/wiki/%E3%83%A1%E3%82%A4%E3%83%B3%E3%83%9A%E3%83%BC%E3%82%B8 MediaWiki 1.47.0-wmf.7 first-letter メディア 特別 トーク 利用者 利用者・トーク Wikiversity Wikiversity・トーク ファイル ファイル・トーク MediaWiki MediaWiki・トーク テンプレート テンプレート・トーク ヘルプ ヘルプ・トーク カテゴリ カテゴリ・トーク School School‐ノート Portal Portal‐ノート Topic Topic‐ノート Transwiki Transwiki‐ノート TimedText TimedText talk モジュール モジュール・トーク Event Event talk 0 1930 22334 18879 2026-06-18T19:24:38Z Kusurija 2718 /* 循環小数の長さ = 10 (6) から 55 (35) まで */ 22334 wikitext text/x-wiki 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]] ... === 循環小数の長さ = 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]] [[カテゴリ:位取り記数法]] 0xvlmds3m6bi712d5g2lg13m762vrqa 22335 22334 2026-06-18T19:24:58Z Kusurija 2718 /* 循環小数の長さ = 100 (36) から 255 (107) まで */ 22335 wikitext text/x-wiki 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]] ... === 循環小数の長さ = 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 === 循環小数の長さ = 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]] [[カテゴリ:位取り記数法]] 66ngbpqpr9q2iljzzut4ep59ohphvp1 22336 22335 2026-06-18T19:25:22Z Kusurija 2718 /* 循環小数の長さ = 300 (108) から 555 (215) まで */ 22336 wikitext text/x-wiki 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]] ... === 循環小数の長さ = 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 === 循環小数の長さ = 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 === 循環小数の長さ = 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]] [[カテゴリ:位取り記数法]] ezeitgeh210y1lgjqle4uwrxp0oau2n 22337 22336 2026-06-18T19:25:59Z Kusurija 2718 /* 循環小数の長さ = 1000 (216) から 1255 (323) まで */ 22337 wikitext text/x-wiki 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]] ... === 循環小数の長さ = 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 === 循環小数の長さ = 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 === 循環小数の長さ = 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 === 循環小数の長さ = 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]] [[カテゴリ:位取り記数法]] qtoxx9c8bcebttrau6wyciv7f4c1hon 0 1943 22331 18880 2026-06-18T19:21:39Z Kusurija 2718 /* 循環小数の長さ = 3 から 49 まで */ 22331 wikitext text/x-wiki これは十分で独自研究です。kusurija == 十七進法の数の列 == * '''数列'''<br /> 0, 1, 2*, 3*, 4**, 5*, 6, 7*, 8**, 9**, A, B*, C, D*, E, F, G**, 10*, 11, 12*, 13, 14, 15, 16*, 17, 18**, 19, 1A**, 1B, 1C*, 1D, 1E*, 1F**, 1G, 20, 21, 22, 23*, 24, 25, 26, 27*, 28, 29*, 2A, 2B, 2C, 2D*, 2E, 2F**, 2G, 30, 31, 32*, 33, 34, 35, 36, 37, 38*, 39, 3A*, 3B, 3C, 3D**, 3E, 3F, 3G*, 40, 41, 42, 43*, 44, 45*, 46, 47, 48, 49, 4A, 4B*, 4C, 4D**, 4E, 4F*, 4G, 50, 51, 52, 53, 54*, 55, 56, 57, 58, 59, 5A, 5B, 5C*, 5D, 5E, 5F, 5G*, 60, 61*, 62, 63, 64, 65*, 66, 67*, 68, 69, 6A, 6B*, 6C, 6D, 6E, 6F, 6G, 70, 71, 72**, 73, 74, 75, 76**, 77, 78*, 79**, 7A, 7B, 7C*, 7D, 7E, 7F, 7G, 80, 81*, 82, 83*, 84, 85, 86, 87, 88, 89, 8A, 8B, 8C, 8D*, 8E, 8F*, 8G, 90, 91, 92, 93, 94*, 95, 96, 97, 98, 99, 9A*, 9B, 9C, 9D, 9E*, 9F, 9G**, A0, A1, A2, A3*, A4, A5, A6, A7, A8, A9*, AA, AB*, AC, AD, AE, AF, AG, B0, B1, B2, B3, B4*, B5, B6*, B7, B8, B9, BA*, BB, BC*, BD, BE, BF, BG, C0, C1, C2, C3, C4, C5, C6, C7*, C8, C9, CA, CB, CC, CD, CE, CF, CG, D0, D1, D2*, D3, D4, D5, D6*, D7, D8*, D9, DA, DB, DC*, DD, DE, DF, DG, E0, E1*, E2, E3*, E4, E5**, E6, E7, E8, E9, EA, EB, EC, ED*, EE, EF, EG, F0, F1**, F2*, F3, F4, F5, F6, F7, F8*, F9, FA, FB, FC, FD, FE*, FF, FG*, G0, G1, G2, G3, G4, G5*, G6, G7, G8, G9*, GA, GB*, GC, GD, GE, GF, GG, 100**, 101, 102, 103, 104*, 105, 106, 107, 108, 109, 10A, 10B, ... <nowiki>*</nowiki> 素数, ** - 素数の乗 == 九九の表 == {| class="wikitable" |+ 十七進法の乗算表 |- ! × || 1 || 2 || 3 || 4 || 5 || 6 || 7 || 8 || 9 || A || B || C || D || E || F || G || 10 || 11 || 12 || 13 |- ! 1 | 1 || 2 || 3 || 4 || 5 || 6 || 7 || 8 || 9 || A || B || C || D || E || F || G || 10 || 11 || 12 || 13 |- ! 2 | 2 || 4 || 6 || 8 || A || C || E || G || 11 || 13 || 15 || 17 || 19 || 1B || 1D || 1F || 20 || 22 || 24 || 26 |- ! 3 | 3 || 6 || 9 || C || F || 11 || 14 || 17 || 1A || 1D || 1G || 22 || 25 || 28 || 2B || 2E || 30 || 33 || 36 || 39 |- ! 4 | 4 || 8 || C || G || 13 || 17 || 1B || 1F || 22 || 26 || 2A || 2E || 31 || 35 || 39 || 3D || 40 || 44 || 48 || 4C |- ! 5 | 5 || A || F || 13 || 18 || 1D || 21 || 26 || 2B || 2G || 34 || 39 || 3E || 42 || 47 || 4C || 50 || 55 || 5A || 5F |- ! 6 | 6 || C || 11 || 17 || 1D || 22 || 28 || 2E || 33 || 39 || 3F || 44 || 4A || 4G || 55 || 5B || 60 || 66 || 6C || 71 |- ! 7 | 7 || E || 14 || 1B || 21 || 28 || 2F || 35 || 3C || 42 || 49 || 4G || 56 || 5D || 63 || 6A || 70 || 77 || 7E || 84 |- ! 8 | 8 || G || 17 || 1F || 26 || 2E || 35 || 3D || 44 || 4C || 53 || 5B || 62 || 6A || 71 || 79 || 80 || 88 || 8G || 97 |- ! 9 | 9 || 11 || 1A || 22 || 2B || 33 || 3C || 44 || 4D || 55 || 5E || 66 || 6F || 77 || 7G || 88 || 90 || 99 || A1 || AA |- ! A | A || 13 || 1D || 26 || 2G || 39 || 42 || 4C || 55 || 5F || 68 || 71 || 7B || 84 || 8E || 97 || A0 || AA || B3 || BD |- ! B | B || 15 || 1G || 2A || 34 || 3F || 49 || 53 || 5E || 68 || 72 || 7D || 87 || 91 || 9C || A6 || B0 || BB || C5 || CG |- ! C | C || 17 || 22 || 2E || 39 || 44 || 4G || 5B || 66 || 71 || 7D || 88 || 93 || 9F || AA || B5 || C0 || CC || D7 || E2 |- ! D | D || 19 || 25 || 31 || 3E || 4A || 56 || 62 || 6F || 7B || 88 || 93 || 9G || AC || B8 || C4 || D0 || DD || E9 || F5 |- ! E | E || 1B || 28 || 35 || 42 || 4G || 5D || 6A || 77 || 84 || 91 || 9F || AC || B9 || C6 || D3 || E0 || EE || FB || G8 |- ! F | F || 1D || 2B || 39 || 47 || 55 || 63 || 71 || 7G || 8E || 9C || AA || B8 || C6 || D4 || E2 || F0 || FF || GD || 10B |- ! G | G || 1F || 2E || 3D || 4C || 5B || 6A || 79 || 88 || 97 || A6 || B5 || C4 || D3 || E2 || F1 || G0 || GG || 10F || 11E |- ! 10 | 10 || 20 || 30 || 40 || 50 || 60 || 70 || 80 || 90 || A0 || B0 || C0 || D0 || E0 || F0 || G0 || 100 || 110 || 120 || 130 |} == 逆数 == 循環の長さ - l.p. 混合循環の初分 - pp 2: 0,888888888888... l.p. = 1 3: 0,5B5B5B5B5B5B... l.p. = 2 4: 0,444444444444... l.p. = 1 5: 0,36DA36DA36DA... l.p. = 4 6: 0,2E2E2E2E2E2E... l.p. = 2 7: 0,274E9C274E9C... l.p. = 6 8: 0,222222222222... l.p. = 1 9: 0,1F1F1F1F1F1F... l.p. = 2 10: 0,1BF51BF51BF5... l.p. = 4 11: 0,194ADF7C63... l.p. = 10 12: 0,171717171717... l.p. = 2 13: 0,153FBD153FBD... l.p. = 6 14: 0,13AFD613AFD6... l.p. = 6 15: 0,124912491249... l.p. = 4 16: 0,111111111111... l.p. = 1 17: 0,100000000000... l.p. = 0+1pp 18: 0,0G0G0G0G0G0G... l.p. = 2 19: 0,0F39E5648... l.p. = 9 23: 0,0C9A5F8ED52G... l.p. = 22 25: 0,0B98E4CFAEG5... l.p. = 20 27: 0,0ABG650ABG65... l.p. = 6 29: 0,09G709G709G7... l.p. = 4 31: 0,09583E469EDC... l.p. = 30 32: 0,090909090909... l.p. = 2 37: 0,07DD58C6F2CE... l.p. = 36 41: 0,070E1B356AD4... l.p. = 40 43: 0,06C45FDE3G39... l.p. = 21 47: 0,06290C5117A2... l.p. = 23 53: 0,057BECE1FC33... l.p. = 26 59: 0,04F4A65CG737... l.p. = 29 61: 0,04C935E8623F... l.p. = 60 67: 0,04559F3DBFC7... l.p. = 33 71: 0,04135GCFDB... l.p. = 10 73: 0,03G521AC1EB6... l.p. = 24 79: 0,03B33EE71C48... l.p. = 26 81: 0,039B21B93GD7... l.p. = 18 83: 0,03834C1765FG... l.p. = 41 89: 0,034377AF18GA... l.p. = 44 97: 0,02GB0BFA2DB6... l.p. = 96 101: 0,02EAFGE261... l.p. = 10 103: 0,02DBF05A6D0B... l.p. = 51 107: 0,02BF9BCED3305... l.p. = 106 109: 0,02B1439GBBE8... l.p. = 36 113: 0,029821DBC84B... l.p. = 112 121: 0,026A460BG04D... l.p. = 110 127: 0,024BAGA2G113... l.p. = 63 128: 0,02468ACF02468ACF... l.p. = 8 131: 0,02389A44DAAF... l.p. = 130 137: 0,021EAFAD8FF04... l.p. = 68 139: 0,0215ED9D5AAF... l.p. = 138 149: 0,01FG941E09BE... l.p. = 37 151: 0,01F9207B281D... l.p. = 75 ... == 循環小数の長さ = 3 から 49 まで == '''307: 0,00G00G00G00G... l.p. = 3''' 5, 29 上に見て: ... l.p. = 4 '''88741: ... l.p. = 5''' '''25646167: ... l.p. = 7''' 41761: ... l.p. = 8 1270657: ... l.p. = 9 11, 71, 101 上に見て: ... l.p. = 10 '''2141993519227: ... l.p. = 11''' 83233: ... l.p. = 12 212057: ... l.p. = 13 2919196853: ... l.p. = 13 22796593: ... l.p. = 14 6566760001: ... l.p. = 15 18913: ... l.p. = 16 184417: ... l.p. = 16 10949: ... l.p. = 17 1749233: ... l.p. = 17 2699538733: ... l.p. = 17 1423: ... l.p. = 18 5653: ... l.p. = 18 229: 0,0147C43FF13348GBG32: ... l.p. = 19 1103: ... l.p. = 19 202607147: ... l.p. = 19 291973723: ... l.p. = 19 21881: ... l.p. = 20 63541: ... l.p. = 20 13567: ... l.p. = 21 940143709: ... l.p. = 21 947: ... l.p. = 22 87415373: ... l.p. = 22 26552618219228090162977481: ... l.p. = 23 1321: ... l.p. = 24 72337: ... l.p. = 24 2551: ... l.p. = 25 5351: ... l.p. = 25 26278001: ... l.p. = 25 11330289301: ... l.p. = 25 65651: ... l.p. = 26 2001793: ... l.p. = 26 433: ... l.p. = 27 24733: ... l.p. = 27 1313154695584063: ... l.p. = 27 5766433: ... l.p. = 28 100688449: ... l.p. = 28 7193: ... l.p. = 29 6088087: ... l.p. = 29 11658852700685942029849: ... l.p. = 29 238212511: ... l.p. = 30 4093: ... l.p. = 31 6123493: ... l.p. = 31 347340647626008901939025023: ... l.p. = 31 257: ... l.p. = 32 1801601: ... l.p. = 32 52548582913: ... l.p. = 32 3697: ... l.p. = 33 976669: ... l.p. = 33 15814892288119: ... l.p. = 33 45957792327018709121: ... l.p. = 34 966211: ... l.p. = 35 21998621: ... l.p. = 35 15030659834591591: ... l.p. = 35 181: 0,01A278C861D5C6... l.p. = 36 2089: ... l.p. = 36 382069: ... l.p. = 36 223: 0,0150913C8928D0A... l.p. = 37 101691604559540581: ... l.p. = 37 6218882581209875638403: ... l.p. = 37 457: ... l.p. = 38 1559: ... l.p. = 38 2927: ... l.p. = 38 312931: ... l.p. = 38 20352763: ... l.p. = 38 212057: ... l.p. = 39 2919196853: ... l.p. = 39 1186844128302568601: ... l.p. = 40 892079: ... l.p. = 41 13365673: ... l.p. = 41 960217114820653: ... l.p. = 41 18469031047049514697: ... l.p. = 41 88109799136087: ... l.p. = 42 1549: ... l.p. = 43 3075877724153666279633: ... l.p. = 43 1064542861270580708122635671: ... l.p. = 43 25741: ... l.p. = 44 256152733: ... l.p. = 44 6901823633: ... l.p. = 44 3691: ... l.p. = 45 33931: ... l.p. = 45 316531: ... l.p. = 45 1674271: ... l.p. = 45 5113320301: ... l.p. = 45 1109309383381084655697725873: ... l.p. = 46 '''423622795798733187216959754496018087627393990881167960767: ... l.p. = 47''' 48661191868691111041: ... l.p. = 48 491: ... l.p. = 49 883: ... l.p. = 49 474969439337: ... l.p. = 49 1094794793219: ... l.p. = 49 21174546269742403551077: ... l.p. = 49 == 循環の長さ = 50 から 99 まで == 4064228544226537005066401: ... l.p. = 50 409: ... l.p. = 51 162260934541944127: ... l.p. = 51 326099734864828369: ... l.p. = 51 19825313: ... l.p. = 52 1224199237: ... l.p. = 52 13938043025453: ... l.p. = 52 4375997670680275555605273053: ... l.p. = 53 2336661313161818672990011193252900057: ... l.p. = 53 163: 0,01D26D42FAG2... l.p. = 54 28758863909916435817: ... l.p. = 54 15357101: ... l.p. = 55 3332897591: ... l.p. = 55 962619789378941: ... l.p. = 55 315531140147973311: ... l.p. = 55 2801: ... l.p. = 56 15121: ... l.p. = 56 12876020081: ... l.p. = 56 622434484561: ... l.p. = 56 6162410920417: ... l.p. = 57 30211339578587520100541032742977: ... l.p. = 57 349: ... l.p. = 58 23549: ... l.p. = 58 2919779: ... l.p. = 58 18032534719: ... l.p. = 58 61878754061: ... l.p. = 58 1063: ... l.p. = 59 1889: ... l.p. = 59 1365581260423071390161: ... l.p. = 59 90008517325328860435221505121015340220148461: ... l.p. = 59 541: ... l.p. = 60 1479639031521241: ... l.p. = 60 15103230859721: ... l.p. = 61 4722743517602912319810923441122498349478034813612513477513781: ... l.p. = 61 373: ... l.p. = 62 36845423: ... l.p. = 62 563056114507738352440487747: ... l.p. = 62 41643373496311819: ... l.p. = 63 37387216988215606147063933: ... l.p. = 63 1409: ... l.p. = 64 165569: ... l.p. = 64 5075110114734021328723863149761: ... l.p. = 64 9882731: ... l.p. = 65 42774218980741: ... l.p. = 65 256543213498592579101758761102741785511: ... l.p. = 65 199: ... l.p. = 66 991: ... l.p. = 66 48973: ... l.p. = 66 11372329: ... l.p. = 66 39172453: ... l.p. = 66 436171: ... l.p. = 67 3947307526766022401589857104042951617118791047554203106309872173198737769977: ... l.p. = 67 1361: ... l.p. = 68 2698649: ... l.p. = 68 1002402000793: ... l.p. = 68 4678410332263673: ... l.p. = 68 25225573: ... l.p. = 69 9559382330644273: ... l.p. = 69 5385687325711213602812791946461: ... l.p. = 69 701: ... l.p. = 70 512718953215732865581052501: ... l.p. = 70 '''143798195172461138521036839345269251740737334259640879028155379795667047030720519999127: ... l.p. = 71''' 28639368230833: ... l.p. = 72 11852519531110417: ... l.p. = 72 293: ... l.p. = 73 1621745371: ... l.p. = 73 3038535503: ... l.p. = 73 319344640907: ... l.p. = 73 596137412912777: ... l.p. = 73 151192644932534555018760925054337887684171: ... l.p. = 73 1481: ... l.p. = 74 2591: ... l.p. = 74 172683287783: ... l.p. = 74 281880352305551730895009697: ... l.p. = 74 151: 0,01F9207B281DA9... l.p. = 75 5101: ... l.p. = 75 1995937064371951: ... l.p. = 75 10744282911799904868353724301: ... l.p. = 75 247381: ... l.p. = 76 796699736849174247608318245316124490909: ... l.p. = 76 63183887777606431620036734659574373415341987361849452469359581232953058529: ... l.p. = 77 1249: ... l.p. = 78 1837708051687: ... l.p. = 78 12042786858259: ... l.p. = 78 2371: ... l.p. = 79 8849: ... l.p. = 79 32233: ... l.p. = 79 95294351981: ... l.p. = 79 15565073214383744299753594766453955551010962009527408014734638227062006641: ... l.p. = 79 241: 0,013698F1A9EF07... l.p. = 80 3583912721: ... l.p. = 80 2741517463686662290741112321: ... l.p. = 80 6770748529: ... l.p. = 81 454194717025663: ... l.p. = 81 904405077653173242898527606595551272070589: ... l.p. = 81 1231: ... l.p. = 82 62919257: ... l.p. = 82 18798033503: ... l.p. = 82 76203249126187: ... l.p. = 82 140606605811723: ... l.p. = 82 186917: ... l.p. = 83 1441585450365875501: ... l.p. = 83 859764623611313847689900219: ... l.p. = 83 361636059093059401270170190932275191488900255093209: ... l.p. = 83 1093: ... l.p. = 84 311640640511791392291238477: ... l.p. = 84 5441: ... l.p. = 85 208931: ... l.p. = 85 22296011: ... l.p. = 85 24543581: ... l.p. = 85 4939937011021: ... l.p. = 85 7517339434046845421: ... l.p. = 85 228438898023070765592141: ... l.p. = 85 8171: ... l.p. = 86 279119267104661: ... l.p. = 86 1976815271971094795525780184146983: ... l.p. = 86 523: ... l.p. = 87 8179: ... l.p. = 87 16879: ... l.p. = 87 37286983: ... l.p. = 87 52627759112497: ... l.p. = 87 5340455877669348272609426509595308057: ... l.p. = 87 353: ... l.p. = 88 4578289: ... l.p. = 88 10220537742525964173135803376631640231153: ... l.p. = 88 179: ... l.p. = 89 7121: ... l.p. = 89 10859: ... l.p. = 89 2220161311: ... l.p. = 90 152924817473166888991: ... l.p. = 90 513059: ... l.p. = 91 986802324691: ... l.p. = 91 1128882253376333: ... l.p. = 91 633917591815554047: ... l.p. = 91 101604859007816647702158801323372000819: ... l.p. = 91 1511845630837: ... l.p. = 92 909379032187982366535129290548012827355069: ... l.p. = 92 23125381: ... l.p. = 93 32914090064285401: ... l.p. = 93 4083338668402072819: ... l.p. = 93 20333334196989020875813546533751: ... l.p. = 93 376553596265540610859519781774238300113239103005482631793: ... l.p. = 94 191: 0,018C4DC0492E72... l.p. = 95 243888371: ... l.p. = 95 790258628122415702756879695009414803659288068090984593801128670245440884276421: ... l.p. = 95 1120513: ... l.p. = 96 53160769: ... l.p. = 96 80592097: ... l.p. = 96 5085025550848897: ... l.p. = 96 389: ... l.p. = 97 90976939813: ... l.p. = 97 438263590967631109: ... l.p. = 97 65888627940954399173: ... l.p. = 97 13803798418776916198818932565461346902705841274674397535895798620689: ... l.p. = 97 711954517: ... l.p. = 98 1465198716273377: ... l.p. = 98 4576209702754960230170484653: ... l.p. = 98 48907: ... l.p. = 99 7298280793: ... l.p. = 99 53203926799: ... l.p. = 99 3534366624825269090846591317571377816092437915221: ... l.p. = 99 == 循環の長さ = 100 から 149 まで == 5801: ... l.p. = 100 88301: ... l.p. = 100 373207301: ... l.p. = 100 17280974612770188922074220577701: ... l.p. = 100 [[レピュニットの素数/循環節の長さ = 3位|10303]]: ... l.p. = 101 70297: ... l.p. = 101 41605133: ... l.p. = 101 1103896660507: ... l.p. = 101 88296018585184110466501207935829: ... l.p. = 101 401147537108874086654734118920936569436864061975969943839772089: ... l.p. = 101 17341: ... l.p. = 102 14055956389: ... l.p. = 102 45628367677: ... l.p. = 102 225388217073157: ... l.p. = 102 2045745317855197068998380700573793154366295127535115833: ... l.p. = 103 166443696917018148599711150670340452472359763769837566202297165170932079: ... l.p. = 103 62507849: ... l.p. = 104 558796871153: ... l.p. = 104 1175496327058885417: ... l.p. = 104 2806294401208342088929: ... l.p. = 104 1471: ... l.p. = 105 704761: ... l.p. = 105 872761: ... l.p. = 105 8208901: ... l.p. = 105 245614111: ... l.p. = 105 67096559666323873912471273981: ... l.p. = 105 107: ... l.p. = 106 33179: ... l.p. = 106 40992110362783761677: ... l.p. = 106 62455829461699068064302297437204524861: ... l.p. = 106 420679639271885197846600322471: ... l.p. = 107 125071034364823159241289607119367: ... l.p. = 107 540513282113623842932676815730895399371242372118573878904283258972331: ... l.p. = 107 1941733: ... l.p. = 108 861553369: ... l.p. = 108 39902245921: ... l.p. = 108 2962730389164271669: ... l.p. = 108 2399: ... l.p. = 109 25433824402380432988461050283974738838510040104186488783881902809: ... l.p. = 109 134700910421215223274889759553545746360536401580001277417261258891: ... l.p. = 109 1589964573680716277298682310078923206992149252451: ... l.p. = [[独自周期素数/循環節の長さ = 110位|110]] 779221: ... l.p. = 111 1336663: ... l.p. = 111 35350798796787001062972004050498687807511809746935623542363221441570438155787: ... l.p. = 111 113: ... l.p. = 112 337: ... l.p. = 112 45694428193: ... l.p. = 112 50667635531043971329: ... l.p. = 112 1306910950255122807912353: ... l.p. = 112 24023140081: ... l.p. = 113 28574481550172024992053084776665925851755976157291102427196866882656496343232297217720278573186010689681144088552508298215107841: ... l.p. = 113 209361280236010317284988424624480918415704609: ... l.p. = [[独自周期素数/循環節の長さ = 114位|114]] 335430126425379392951: ... l.p. = 115 1070187968644717154676571: ... l.p. = 115 4990158249781591112023434661584357366578306705698456598155502981: ... l.p. = 115 4908077: ... l.p. = 116 5627688836691687811685586936872121257317104508544673081805033: ... l.p. = 116 38611: ... l.p. = 117 152688950198616547: ... l.p. = 117 6633080597476280489507015864997548520193872646710703552291437987433: ... l.p. = 117 512593: ... l.p. = 118 682807427588431379494344607469: ... l.p. = 118 626820149033089178951380352884222309: ... l.p. = 118 239: ... l.p. = 119 2381: ... l.p. = 119 3571: ... l.p. = 119 16661: ... l.p. = 119 17851: ... l.p. = 119 367949: ... l.p. = 119 22675666851559: ... l.p. = 119 901345518396317: ... l.p. = 119 19487327623903903: ... l.p. = 119 141080005741993552709751522464354464581431651420879: ... l.p. = 119 601: ... l.p. = 120 73363561: ... l.p. = 120 53705134486384300759943598721: ... l.p. = 120 59475866345520219051333125609808893831: ... l.p. = 121 67134006980485085641582180502996346325654133: ... l.p. = 121 559883933862382656973027881983741715862351087609229881: ... l.p. = 121 1831: ... l.p. = 122 536801: ... l.p. = 122 528720501902111: ... l.p. = 122 122006758073875926050108551956153540207040619546761: ... l.p. = 122 188437: ... l.p. = 123 19758253332426413381871517: ... l.p. = 123 68985600109554787200688819419812904447395655170097140286323038827169: ... l.p. = 123 2729: ... l.p. = 124 759322433: ... l.p. = 124 23321390258237: ... l.p. = 124 729426109307672111981: ... l.p. = 124 1897883806642323992656711489: ... l.p. = 124 251: ... l.p. = 125 4751: ... l.p. = 125 44391312751: ... l.p. = 125 175255701251: ... l.p. = 125 6881647239315382084880079821251: ... l.p. = 125 17368840870528347328820256489304404075481243249603982474330635751: ... l.p. = 125 12404449: ... l.p. = 126 59044357: ... l.p. = 126 428802078097: ... l.p. = 126 629849517353816509: ... l.p. = 126 509: ... l.p. = 127 2287: ... l.p. = 127 19813: ... l.p. = 127 9085073: ... l.p. = 127 30481352405221: ... l.p. = 127 18096566898199845748876620858956400873835703993540207333321980837727802056336586866370261470365091582482555679697516241491181: ... l.p. = 127 769: ... l.p. = 128 138497: ... l.p. = 128 263229322839949562040309796441117750265658198065720873911877777789301778: ... l.p. = 128 714039721116560436536702749090856988792306514801: ... l.p. = 129 30043220921261072773689100636311922685983691251211032369: ... l.p. = 129 131: ... l.p. = 130 53171: ... l.p. = 130 346638477380024845861: ... l.p. = 130 50529920121845997508355717618101: ... l.p. = 130 263: ... l.p. = 131 36705654247235339641455193236755070373260224062626643758058951204255793967401304642571232969455436113641049586841689181084276511163513402458984276636720387829: ... l.p. = 131 == リンク == [[Topic:基礎数学]] [[カテゴリ:位取り記数法]] tqerbk961izmxgh0muwpo187mcgl5ou 22332 22331 2026-06-18T19:22:29Z Kusurija 2718 /* 循環小数の長さ = 50 から 99 まで */ 22332 wikitext text/x-wiki これは十分で独自研究です。kusurija == 十七進法の数の列 == * '''数列'''<br /> 0, 1, 2*, 3*, 4**, 5*, 6, 7*, 8**, 9**, A, B*, C, D*, E, F, G**, 10*, 11, 12*, 13, 14, 15, 16*, 17, 18**, 19, 1A**, 1B, 1C*, 1D, 1E*, 1F**, 1G, 20, 21, 22, 23*, 24, 25, 26, 27*, 28, 29*, 2A, 2B, 2C, 2D*, 2E, 2F**, 2G, 30, 31, 32*, 33, 34, 35, 36, 37, 38*, 39, 3A*, 3B, 3C, 3D**, 3E, 3F, 3G*, 40, 41, 42, 43*, 44, 45*, 46, 47, 48, 49, 4A, 4B*, 4C, 4D**, 4E, 4F*, 4G, 50, 51, 52, 53, 54*, 55, 56, 57, 58, 59, 5A, 5B, 5C*, 5D, 5E, 5F, 5G*, 60, 61*, 62, 63, 64, 65*, 66, 67*, 68, 69, 6A, 6B*, 6C, 6D, 6E, 6F, 6G, 70, 71, 72**, 73, 74, 75, 76**, 77, 78*, 79**, 7A, 7B, 7C*, 7D, 7E, 7F, 7G, 80, 81*, 82, 83*, 84, 85, 86, 87, 88, 89, 8A, 8B, 8C, 8D*, 8E, 8F*, 8G, 90, 91, 92, 93, 94*, 95, 96, 97, 98, 99, 9A*, 9B, 9C, 9D, 9E*, 9F, 9G**, A0, A1, A2, A3*, A4, A5, A6, A7, A8, A9*, AA, AB*, AC, AD, AE, AF, AG, B0, B1, B2, B3, B4*, B5, B6*, B7, B8, B9, BA*, BB, BC*, BD, BE, BF, BG, C0, C1, C2, C3, C4, C5, C6, C7*, C8, C9, CA, CB, CC, CD, CE, CF, CG, D0, D1, D2*, D3, D4, D5, D6*, D7, D8*, D9, DA, DB, DC*, DD, DE, DF, DG, E0, E1*, E2, E3*, E4, E5**, E6, E7, E8, E9, EA, EB, EC, ED*, EE, EF, EG, F0, F1**, F2*, F3, F4, F5, F6, F7, F8*, F9, FA, FB, FC, FD, FE*, FF, FG*, G0, G1, G2, G3, G4, G5*, G6, G7, G8, G9*, GA, GB*, GC, GD, GE, GF, GG, 100**, 101, 102, 103, 104*, 105, 106, 107, 108, 109, 10A, 10B, ... <nowiki>*</nowiki> 素数, ** - 素数の乗 == 九九の表 == {| class="wikitable" |+ 十七進法の乗算表 |- ! × || 1 || 2 || 3 || 4 || 5 || 6 || 7 || 8 || 9 || A || B || C || D || E || F || G || 10 || 11 || 12 || 13 |- ! 1 | 1 || 2 || 3 || 4 || 5 || 6 || 7 || 8 || 9 || A || B || C || D || E || F || G || 10 || 11 || 12 || 13 |- ! 2 | 2 || 4 || 6 || 8 || A || C || E || G || 11 || 13 || 15 || 17 || 19 || 1B || 1D || 1F || 20 || 22 || 24 || 26 |- ! 3 | 3 || 6 || 9 || C || F || 11 || 14 || 17 || 1A || 1D || 1G || 22 || 25 || 28 || 2B || 2E || 30 || 33 || 36 || 39 |- ! 4 | 4 || 8 || C || G || 13 || 17 || 1B || 1F || 22 || 26 || 2A || 2E || 31 || 35 || 39 || 3D || 40 || 44 || 48 || 4C |- ! 5 | 5 || A || F || 13 || 18 || 1D || 21 || 26 || 2B || 2G || 34 || 39 || 3E || 42 || 47 || 4C || 50 || 55 || 5A || 5F |- ! 6 | 6 || C || 11 || 17 || 1D || 22 || 28 || 2E || 33 || 39 || 3F || 44 || 4A || 4G || 55 || 5B || 60 || 66 || 6C || 71 |- ! 7 | 7 || E || 14 || 1B || 21 || 28 || 2F || 35 || 3C || 42 || 49 || 4G || 56 || 5D || 63 || 6A || 70 || 77 || 7E || 84 |- ! 8 | 8 || G || 17 || 1F || 26 || 2E || 35 || 3D || 44 || 4C || 53 || 5B || 62 || 6A || 71 || 79 || 80 || 88 || 8G || 97 |- ! 9 | 9 || 11 || 1A || 22 || 2B || 33 || 3C || 44 || 4D || 55 || 5E || 66 || 6F || 77 || 7G || 88 || 90 || 99 || A1 || AA |- ! A | A || 13 || 1D || 26 || 2G || 39 || 42 || 4C || 55 || 5F || 68 || 71 || 7B || 84 || 8E || 97 || A0 || AA || B3 || BD |- ! B | B || 15 || 1G || 2A || 34 || 3F || 49 || 53 || 5E || 68 || 72 || 7D || 87 || 91 || 9C || A6 || B0 || BB || C5 || CG |- ! C | C || 17 || 22 || 2E || 39 || 44 || 4G || 5B || 66 || 71 || 7D || 88 || 93 || 9F || AA || B5 || C0 || CC || D7 || E2 |- ! D | D || 19 || 25 || 31 || 3E || 4A || 56 || 62 || 6F || 7B || 88 || 93 || 9G || AC || B8 || C4 || D0 || DD || E9 || F5 |- ! E | E || 1B || 28 || 35 || 42 || 4G || 5D || 6A || 77 || 84 || 91 || 9F || AC || B9 || C6 || D3 || E0 || EE || FB || G8 |- ! F | F || 1D || 2B || 39 || 47 || 55 || 63 || 71 || 7G || 8E || 9C || AA || B8 || C6 || D4 || E2 || F0 || FF || GD || 10B |- ! G | G || 1F || 2E || 3D || 4C || 5B || 6A || 79 || 88 || 97 || A6 || B5 || C4 || D3 || E2 || F1 || G0 || GG || 10F || 11E |- ! 10 | 10 || 20 || 30 || 40 || 50 || 60 || 70 || 80 || 90 || A0 || B0 || C0 || D0 || E0 || F0 || G0 || 100 || 110 || 120 || 130 |} == 逆数 == 循環の長さ - l.p. 混合循環の初分 - pp 2: 0,888888888888... l.p. = 1 3: 0,5B5B5B5B5B5B... l.p. = 2 4: 0,444444444444... l.p. = 1 5: 0,36DA36DA36DA... l.p. = 4 6: 0,2E2E2E2E2E2E... l.p. = 2 7: 0,274E9C274E9C... l.p. = 6 8: 0,222222222222... l.p. = 1 9: 0,1F1F1F1F1F1F... l.p. = 2 10: 0,1BF51BF51BF5... l.p. = 4 11: 0,194ADF7C63... l.p. = 10 12: 0,171717171717... l.p. = 2 13: 0,153FBD153FBD... l.p. = 6 14: 0,13AFD613AFD6... l.p. = 6 15: 0,124912491249... l.p. = 4 16: 0,111111111111... l.p. = 1 17: 0,100000000000... l.p. = 0+1pp 18: 0,0G0G0G0G0G0G... l.p. = 2 19: 0,0F39E5648... l.p. = 9 23: 0,0C9A5F8ED52G... l.p. = 22 25: 0,0B98E4CFAEG5... l.p. = 20 27: 0,0ABG650ABG65... l.p. = 6 29: 0,09G709G709G7... l.p. = 4 31: 0,09583E469EDC... l.p. = 30 32: 0,090909090909... l.p. = 2 37: 0,07DD58C6F2CE... l.p. = 36 41: 0,070E1B356AD4... l.p. = 40 43: 0,06C45FDE3G39... l.p. = 21 47: 0,06290C5117A2... l.p. = 23 53: 0,057BECE1FC33... l.p. = 26 59: 0,04F4A65CG737... l.p. = 29 61: 0,04C935E8623F... l.p. = 60 67: 0,04559F3DBFC7... l.p. = 33 71: 0,04135GCFDB... l.p. = 10 73: 0,03G521AC1EB6... l.p. = 24 79: 0,03B33EE71C48... l.p. = 26 81: 0,039B21B93GD7... l.p. = 18 83: 0,03834C1765FG... l.p. = 41 89: 0,034377AF18GA... l.p. = 44 97: 0,02GB0BFA2DB6... l.p. = 96 101: 0,02EAFGE261... l.p. = 10 103: 0,02DBF05A6D0B... l.p. = 51 107: 0,02BF9BCED3305... l.p. = 106 109: 0,02B1439GBBE8... l.p. = 36 113: 0,029821DBC84B... l.p. = 112 121: 0,026A460BG04D... l.p. = 110 127: 0,024BAGA2G113... l.p. = 63 128: 0,02468ACF02468ACF... l.p. = 8 131: 0,02389A44DAAF... l.p. = 130 137: 0,021EAFAD8FF04... l.p. = 68 139: 0,0215ED9D5AAF... l.p. = 138 149: 0,01FG941E09BE... l.p. = 37 151: 0,01F9207B281D... l.p. = 75 ... == 循環小数の長さ = 3 から 49 まで == '''307: 0,00G00G00G00G... l.p. = 3''' 5, 29 上に見て: ... l.p. = 4 '''88741: ... l.p. = 5''' '''25646167: ... l.p. = 7''' 41761: ... l.p. = 8 1270657: ... l.p. = 9 11, 71, 101 上に見て: ... l.p. = 10 '''2141993519227: ... l.p. = 11''' 83233: ... l.p. = 12 212057: ... l.p. = 13 2919196853: ... l.p. = 13 22796593: ... l.p. = 14 6566760001: ... l.p. = 15 18913: ... l.p. = 16 184417: ... l.p. = 16 10949: ... l.p. = 17 1749233: ... l.p. = 17 2699538733: ... l.p. = 17 1423: ... l.p. = 18 5653: ... l.p. = 18 229: 0,0147C43FF13348GBG32: ... l.p. = 19 1103: ... l.p. = 19 202607147: ... l.p. = 19 291973723: ... l.p. = 19 21881: ... l.p. = 20 63541: ... l.p. = 20 13567: ... l.p. = 21 940143709: ... l.p. = 21 947: ... l.p. = 22 87415373: ... l.p. = 22 26552618219228090162977481: ... l.p. = 23 1321: ... l.p. = 24 72337: ... l.p. = 24 2551: ... l.p. = 25 5351: ... l.p. = 25 26278001: ... l.p. = 25 11330289301: ... l.p. = 25 65651: ... l.p. = 26 2001793: ... l.p. = 26 433: ... l.p. = 27 24733: ... l.p. = 27 1313154695584063: ... l.p. = 27 5766433: ... l.p. = 28 100688449: ... l.p. = 28 7193: ... l.p. = 29 6088087: ... l.p. = 29 11658852700685942029849: ... l.p. = 29 238212511: ... l.p. = 30 4093: ... l.p. = 31 6123493: ... l.p. = 31 347340647626008901939025023: ... l.p. = 31 257: ... l.p. = 32 1801601: ... l.p. = 32 52548582913: ... l.p. = 32 3697: ... l.p. = 33 976669: ... l.p. = 33 15814892288119: ... l.p. = 33 45957792327018709121: ... l.p. = 34 966211: ... l.p. = 35 21998621: ... l.p. = 35 15030659834591591: ... l.p. = 35 181: 0,01A278C861D5C6... l.p. = 36 2089: ... l.p. = 36 382069: ... l.p. = 36 223: 0,0150913C8928D0A... l.p. = 37 101691604559540581: ... l.p. = 37 6218882581209875638403: ... l.p. = 37 457: ... l.p. = 38 1559: ... l.p. = 38 2927: ... l.p. = 38 312931: ... l.p. = 38 20352763: ... l.p. = 38 212057: ... l.p. = 39 2919196853: ... l.p. = 39 1186844128302568601: ... l.p. = 40 892079: ... l.p. = 41 13365673: ... l.p. = 41 960217114820653: ... l.p. = 41 18469031047049514697: ... l.p. = 41 88109799136087: ... l.p. = 42 1549: ... l.p. = 43 3075877724153666279633: ... l.p. = 43 1064542861270580708122635671: ... l.p. = 43 25741: ... l.p. = 44 256152733: ... l.p. = 44 6901823633: ... l.p. = 44 3691: ... l.p. = 45 33931: ... l.p. = 45 316531: ... l.p. = 45 1674271: ... l.p. = 45 5113320301: ... l.p. = 45 1109309383381084655697725873: ... l.p. = 46 '''423622795798733187216959754496018087627393990881167960767: ... l.p. = 47''' 48661191868691111041: ... l.p. = 48 491: ... l.p. = 49 883: ... l.p. = 49 474969439337: ... l.p. = 49 1094794793219: ... l.p. = 49 21174546269742403551077: ... l.p. = 49 == 循環小数の長さ = 50 から 99 まで == 4064228544226537005066401: ... l.p. = 50 409: ... l.p. = 51 162260934541944127: ... l.p. = 51 326099734864828369: ... l.p. = 51 19825313: ... l.p. = 52 1224199237: ... l.p. = 52 13938043025453: ... l.p. = 52 4375997670680275555605273053: ... l.p. = 53 2336661313161818672990011193252900057: ... l.p. = 53 163: 0,01D26D42FAG2... l.p. = 54 28758863909916435817: ... l.p. = 54 15357101: ... l.p. = 55 3332897591: ... l.p. = 55 962619789378941: ... l.p. = 55 315531140147973311: ... l.p. = 55 2801: ... l.p. = 56 15121: ... l.p. = 56 12876020081: ... l.p. = 56 622434484561: ... l.p. = 56 6162410920417: ... l.p. = 57 30211339578587520100541032742977: ... l.p. = 57 349: ... l.p. = 58 23549: ... l.p. = 58 2919779: ... l.p. = 58 18032534719: ... l.p. = 58 61878754061: ... l.p. = 58 1063: ... l.p. = 59 1889: ... l.p. = 59 1365581260423071390161: ... l.p. = 59 90008517325328860435221505121015340220148461: ... l.p. = 59 541: ... l.p. = 60 1479639031521241: ... l.p. = 60 15103230859721: ... l.p. = 61 4722743517602912319810923441122498349478034813612513477513781: ... l.p. = 61 373: ... l.p. = 62 36845423: ... l.p. = 62 563056114507738352440487747: ... l.p. = 62 41643373496311819: ... l.p. = 63 37387216988215606147063933: ... l.p. = 63 1409: ... l.p. = 64 165569: ... l.p. = 64 5075110114734021328723863149761: ... l.p. = 64 9882731: ... l.p. = 65 42774218980741: ... l.p. = 65 256543213498592579101758761102741785511: ... l.p. = 65 199: ... l.p. = 66 991: ... l.p. = 66 48973: ... l.p. = 66 11372329: ... l.p. = 66 39172453: ... l.p. = 66 436171: ... l.p. = 67 3947307526766022401589857104042951617118791047554203106309872173198737769977: ... l.p. = 67 1361: ... l.p. = 68 2698649: ... l.p. = 68 1002402000793: ... l.p. = 68 4678410332263673: ... l.p. = 68 25225573: ... l.p. = 69 9559382330644273: ... l.p. = 69 5385687325711213602812791946461: ... l.p. = 69 701: ... l.p. = 70 512718953215732865581052501: ... l.p. = 70 '''143798195172461138521036839345269251740737334259640879028155379795667047030720519999127: ... l.p. = 71''' 28639368230833: ... l.p. = 72 11852519531110417: ... l.p. = 72 293: ... l.p. = 73 1621745371: ... l.p. = 73 3038535503: ... l.p. = 73 319344640907: ... l.p. = 73 596137412912777: ... l.p. = 73 151192644932534555018760925054337887684171: ... l.p. = 73 1481: ... l.p. = 74 2591: ... l.p. = 74 172683287783: ... l.p. = 74 281880352305551730895009697: ... l.p. = 74 151: 0,01F9207B281DA9... l.p. = 75 5101: ... l.p. = 75 1995937064371951: ... l.p. = 75 10744282911799904868353724301: ... l.p. = 75 247381: ... l.p. = 76 796699736849174247608318245316124490909: ... l.p. = 76 63183887777606431620036734659574373415341987361849452469359581232953058529: ... l.p. = 77 1249: ... l.p. = 78 1837708051687: ... l.p. = 78 12042786858259: ... l.p. = 78 2371: ... l.p. = 79 8849: ... l.p. = 79 32233: ... l.p. = 79 95294351981: ... l.p. = 79 15565073214383744299753594766453955551010962009527408014734638227062006641: ... l.p. = 79 241: 0,013698F1A9EF07... l.p. = 80 3583912721: ... l.p. = 80 2741517463686662290741112321: ... l.p. = 80 6770748529: ... l.p. = 81 454194717025663: ... l.p. = 81 904405077653173242898527606595551272070589: ... l.p. = 81 1231: ... l.p. = 82 62919257: ... l.p. = 82 18798033503: ... l.p. = 82 76203249126187: ... l.p. = 82 140606605811723: ... l.p. = 82 186917: ... l.p. = 83 1441585450365875501: ... l.p. = 83 859764623611313847689900219: ... l.p. = 83 361636059093059401270170190932275191488900255093209: ... l.p. = 83 1093: ... l.p. = 84 311640640511791392291238477: ... l.p. = 84 5441: ... l.p. = 85 208931: ... l.p. = 85 22296011: ... l.p. = 85 24543581: ... l.p. = 85 4939937011021: ... l.p. = 85 7517339434046845421: ... l.p. = 85 228438898023070765592141: ... l.p. = 85 8171: ... l.p. = 86 279119267104661: ... l.p. = 86 1976815271971094795525780184146983: ... l.p. = 86 523: ... l.p. = 87 8179: ... l.p. = 87 16879: ... l.p. = 87 37286983: ... l.p. = 87 52627759112497: ... l.p. = 87 5340455877669348272609426509595308057: ... l.p. = 87 353: ... l.p. = 88 4578289: ... l.p. = 88 10220537742525964173135803376631640231153: ... l.p. = 88 179: ... l.p. = 89 7121: ... l.p. = 89 10859: ... l.p. = 89 2220161311: ... l.p. = 90 152924817473166888991: ... l.p. = 90 513059: ... l.p. = 91 986802324691: ... l.p. = 91 1128882253376333: ... l.p. = 91 633917591815554047: ... l.p. = 91 101604859007816647702158801323372000819: ... l.p. = 91 1511845630837: ... l.p. = 92 909379032187982366535129290548012827355069: ... l.p. = 92 23125381: ... l.p. = 93 32914090064285401: ... l.p. = 93 4083338668402072819: ... l.p. = 93 20333334196989020875813546533751: ... l.p. = 93 376553596265540610859519781774238300113239103005482631793: ... l.p. = 94 191: 0,018C4DC0492E72... l.p. = 95 243888371: ... l.p. = 95 790258628122415702756879695009414803659288068090984593801128670245440884276421: ... l.p. = 95 1120513: ... l.p. = 96 53160769: ... l.p. = 96 80592097: ... l.p. = 96 5085025550848897: ... l.p. = 96 389: ... l.p. = 97 90976939813: ... l.p. = 97 438263590967631109: ... l.p. = 97 65888627940954399173: ... l.p. = 97 13803798418776916198818932565461346902705841274674397535895798620689: ... l.p. = 97 711954517: ... l.p. = 98 1465198716273377: ... l.p. = 98 4576209702754960230170484653: ... l.p. = 98 48907: ... l.p. = 99 7298280793: ... l.p. = 99 53203926799: ... l.p. = 99 3534366624825269090846591317571377816092437915221: ... l.p. = 99 == 循環の長さ = 100 から 149 まで == 5801: ... l.p. = 100 88301: ... l.p. = 100 373207301: ... l.p. = 100 17280974612770188922074220577701: ... l.p. = 100 [[レピュニットの素数/循環節の長さ = 3位|10303]]: ... l.p. = 101 70297: ... l.p. = 101 41605133: ... l.p. = 101 1103896660507: ... l.p. = 101 88296018585184110466501207935829: ... l.p. = 101 401147537108874086654734118920936569436864061975969943839772089: ... l.p. = 101 17341: ... l.p. = 102 14055956389: ... l.p. = 102 45628367677: ... l.p. = 102 225388217073157: ... l.p. = 102 2045745317855197068998380700573793154366295127535115833: ... l.p. = 103 166443696917018148599711150670340452472359763769837566202297165170932079: ... l.p. = 103 62507849: ... l.p. = 104 558796871153: ... l.p. = 104 1175496327058885417: ... l.p. = 104 2806294401208342088929: ... l.p. = 104 1471: ... l.p. = 105 704761: ... l.p. = 105 872761: ... l.p. = 105 8208901: ... l.p. = 105 245614111: ... l.p. = 105 67096559666323873912471273981: ... l.p. = 105 107: ... l.p. = 106 33179: ... l.p. = 106 40992110362783761677: ... l.p. = 106 62455829461699068064302297437204524861: ... l.p. = 106 420679639271885197846600322471: ... l.p. = 107 125071034364823159241289607119367: ... l.p. = 107 540513282113623842932676815730895399371242372118573878904283258972331: ... l.p. = 107 1941733: ... l.p. = 108 861553369: ... l.p. = 108 39902245921: ... l.p. = 108 2962730389164271669: ... l.p. = 108 2399: ... l.p. = 109 25433824402380432988461050283974738838510040104186488783881902809: ... l.p. = 109 134700910421215223274889759553545746360536401580001277417261258891: ... l.p. = 109 1589964573680716277298682310078923206992149252451: ... l.p. = [[独自周期素数/循環節の長さ = 110位|110]] 779221: ... l.p. = 111 1336663: ... l.p. = 111 35350798796787001062972004050498687807511809746935623542363221441570438155787: ... l.p. = 111 113: ... l.p. = 112 337: ... l.p. = 112 45694428193: ... l.p. = 112 50667635531043971329: ... l.p. = 112 1306910950255122807912353: ... l.p. = 112 24023140081: ... l.p. = 113 28574481550172024992053084776665925851755976157291102427196866882656496343232297217720278573186010689681144088552508298215107841: ... l.p. = 113 209361280236010317284988424624480918415704609: ... l.p. = [[独自周期素数/循環節の長さ = 114位|114]] 335430126425379392951: ... l.p. = 115 1070187968644717154676571: ... l.p. = 115 4990158249781591112023434661584357366578306705698456598155502981: ... l.p. = 115 4908077: ... l.p. = 116 5627688836691687811685586936872121257317104508544673081805033: ... l.p. = 116 38611: ... l.p. = 117 152688950198616547: ... l.p. = 117 6633080597476280489507015864997548520193872646710703552291437987433: ... l.p. = 117 512593: ... l.p. = 118 682807427588431379494344607469: ... l.p. = 118 626820149033089178951380352884222309: ... l.p. = 118 239: ... l.p. = 119 2381: ... l.p. = 119 3571: ... l.p. = 119 16661: ... l.p. = 119 17851: ... l.p. = 119 367949: ... l.p. = 119 22675666851559: ... l.p. = 119 901345518396317: ... l.p. = 119 19487327623903903: ... l.p. = 119 141080005741993552709751522464354464581431651420879: ... l.p. = 119 601: ... l.p. = 120 73363561: ... l.p. = 120 53705134486384300759943598721: ... l.p. = 120 59475866345520219051333125609808893831: ... l.p. = 121 67134006980485085641582180502996346325654133: ... l.p. = 121 559883933862382656973027881983741715862351087609229881: ... l.p. = 121 1831: ... l.p. = 122 536801: ... l.p. = 122 528720501902111: ... l.p. = 122 122006758073875926050108551956153540207040619546761: ... l.p. = 122 188437: ... l.p. = 123 19758253332426413381871517: ... l.p. = 123 68985600109554787200688819419812904447395655170097140286323038827169: ... l.p. = 123 2729: ... l.p. = 124 759322433: ... l.p. = 124 23321390258237: ... l.p. = 124 729426109307672111981: ... l.p. = 124 1897883806642323992656711489: ... l.p. = 124 251: ... l.p. = 125 4751: ... l.p. = 125 44391312751: ... l.p. = 125 175255701251: ... l.p. = 125 6881647239315382084880079821251: ... l.p. = 125 17368840870528347328820256489304404075481243249603982474330635751: ... l.p. = 125 12404449: ... l.p. = 126 59044357: ... l.p. = 126 428802078097: ... l.p. = 126 629849517353816509: ... l.p. = 126 509: ... l.p. = 127 2287: ... l.p. = 127 19813: ... l.p. = 127 9085073: ... l.p. = 127 30481352405221: ... l.p. = 127 18096566898199845748876620858956400873835703993540207333321980837727802056336586866370261470365091582482555679697516241491181: ... l.p. = 127 769: ... l.p. = 128 138497: ... l.p. = 128 263229322839949562040309796441117750265658198065720873911877777789301778: ... l.p. = 128 714039721116560436536702749090856988792306514801: ... l.p. = 129 30043220921261072773689100636311922685983691251211032369: ... l.p. = 129 131: ... l.p. = 130 53171: ... l.p. = 130 346638477380024845861: ... l.p. = 130 50529920121845997508355717618101: ... l.p. = 130 263: ... l.p. = 131 36705654247235339641455193236755070373260224062626643758058951204255793967401304642571232969455436113641049586841689181084276511163513402458984276636720387829: ... l.p. = 131 == リンク == [[Topic:基礎数学]] [[カテゴリ:位取り記数法]] bkgc0rkyabr985xd3wc9u2y08ie0xxs 22333 22332 2026-06-18T19:23:02Z Kusurija 2718 /* 循環小数の長さ = 100 から 149 まで */ 22333 wikitext text/x-wiki これは十分で独自研究です。kusurija == 十七進法の数の列 == * '''数列'''<br /> 0, 1, 2*, 3*, 4**, 5*, 6, 7*, 8**, 9**, A, B*, C, D*, E, F, G**, 10*, 11, 12*, 13, 14, 15, 16*, 17, 18**, 19, 1A**, 1B, 1C*, 1D, 1E*, 1F**, 1G, 20, 21, 22, 23*, 24, 25, 26, 27*, 28, 29*, 2A, 2B, 2C, 2D*, 2E, 2F**, 2G, 30, 31, 32*, 33, 34, 35, 36, 37, 38*, 39, 3A*, 3B, 3C, 3D**, 3E, 3F, 3G*, 40, 41, 42, 43*, 44, 45*, 46, 47, 48, 49, 4A, 4B*, 4C, 4D**, 4E, 4F*, 4G, 50, 51, 52, 53, 54*, 55, 56, 57, 58, 59, 5A, 5B, 5C*, 5D, 5E, 5F, 5G*, 60, 61*, 62, 63, 64, 65*, 66, 67*, 68, 69, 6A, 6B*, 6C, 6D, 6E, 6F, 6G, 70, 71, 72**, 73, 74, 75, 76**, 77, 78*, 79**, 7A, 7B, 7C*, 7D, 7E, 7F, 7G, 80, 81*, 82, 83*, 84, 85, 86, 87, 88, 89, 8A, 8B, 8C, 8D*, 8E, 8F*, 8G, 90, 91, 92, 93, 94*, 95, 96, 97, 98, 99, 9A*, 9B, 9C, 9D, 9E*, 9F, 9G**, A0, A1, A2, A3*, A4, A5, A6, A7, A8, A9*, AA, AB*, AC, AD, AE, AF, AG, B0, B1, B2, B3, B4*, B5, B6*, B7, B8, B9, BA*, BB, BC*, BD, BE, BF, BG, C0, C1, C2, C3, C4, C5, C6, C7*, C8, C9, CA, CB, CC, CD, CE, CF, CG, D0, D1, D2*, D3, D4, D5, D6*, D7, D8*, D9, DA, DB, DC*, DD, DE, DF, DG, E0, E1*, E2, E3*, E4, E5**, E6, E7, E8, E9, EA, EB, EC, ED*, EE, EF, EG, F0, F1**, F2*, F3, F4, F5, F6, F7, F8*, F9, FA, FB, FC, FD, FE*, FF, FG*, G0, G1, G2, G3, G4, G5*, G6, G7, G8, G9*, GA, GB*, GC, GD, GE, GF, GG, 100**, 101, 102, 103, 104*, 105, 106, 107, 108, 109, 10A, 10B, ... <nowiki>*</nowiki> 素数, ** - 素数の乗 == 九九の表 == {| class="wikitable" |+ 十七進法の乗算表 |- ! × || 1 || 2 || 3 || 4 || 5 || 6 || 7 || 8 || 9 || A || B || C || D || E || F || G || 10 || 11 || 12 || 13 |- ! 1 | 1 || 2 || 3 || 4 || 5 || 6 || 7 || 8 || 9 || A || B || C || D || E || F || G || 10 || 11 || 12 || 13 |- ! 2 | 2 || 4 || 6 || 8 || A || C || E || G || 11 || 13 || 15 || 17 || 19 || 1B || 1D || 1F || 20 || 22 || 24 || 26 |- ! 3 | 3 || 6 || 9 || C || F || 11 || 14 || 17 || 1A || 1D || 1G || 22 || 25 || 28 || 2B || 2E || 30 || 33 || 36 || 39 |- ! 4 | 4 || 8 || C || G || 13 || 17 || 1B || 1F || 22 || 26 || 2A || 2E || 31 || 35 || 39 || 3D || 40 || 44 || 48 || 4C |- ! 5 | 5 || A || F || 13 || 18 || 1D || 21 || 26 || 2B || 2G || 34 || 39 || 3E || 42 || 47 || 4C || 50 || 55 || 5A || 5F |- ! 6 | 6 || C || 11 || 17 || 1D || 22 || 28 || 2E || 33 || 39 || 3F || 44 || 4A || 4G || 55 || 5B || 60 || 66 || 6C || 71 |- ! 7 | 7 || E || 14 || 1B || 21 || 28 || 2F || 35 || 3C || 42 || 49 || 4G || 56 || 5D || 63 || 6A || 70 || 77 || 7E || 84 |- ! 8 | 8 || G || 17 || 1F || 26 || 2E || 35 || 3D || 44 || 4C || 53 || 5B || 62 || 6A || 71 || 79 || 80 || 88 || 8G || 97 |- ! 9 | 9 || 11 || 1A || 22 || 2B || 33 || 3C || 44 || 4D || 55 || 5E || 66 || 6F || 77 || 7G || 88 || 90 || 99 || A1 || AA |- ! A | A || 13 || 1D || 26 || 2G || 39 || 42 || 4C || 55 || 5F || 68 || 71 || 7B || 84 || 8E || 97 || A0 || AA || B3 || BD |- ! B | B || 15 || 1G || 2A || 34 || 3F || 49 || 53 || 5E || 68 || 72 || 7D || 87 || 91 || 9C || A6 || B0 || BB || C5 || CG |- ! C | C || 17 || 22 || 2E || 39 || 44 || 4G || 5B || 66 || 71 || 7D || 88 || 93 || 9F || AA || B5 || C0 || CC || D7 || E2 |- ! D | D || 19 || 25 || 31 || 3E || 4A || 56 || 62 || 6F || 7B || 88 || 93 || 9G || AC || B8 || C4 || D0 || DD || E9 || F5 |- ! E | E || 1B || 28 || 35 || 42 || 4G || 5D || 6A || 77 || 84 || 91 || 9F || AC || B9 || C6 || D3 || E0 || EE || FB || G8 |- ! F | F || 1D || 2B || 39 || 47 || 55 || 63 || 71 || 7G || 8E || 9C || AA || B8 || C6 || D4 || E2 || F0 || FF || GD || 10B |- ! G | G || 1F || 2E || 3D || 4C || 5B || 6A || 79 || 88 || 97 || A6 || B5 || C4 || D3 || E2 || F1 || G0 || GG || 10F || 11E |- ! 10 | 10 || 20 || 30 || 40 || 50 || 60 || 70 || 80 || 90 || A0 || B0 || C0 || D0 || E0 || F0 || G0 || 100 || 110 || 120 || 130 |} == 逆数 == 循環の長さ - l.p. 混合循環の初分 - pp 2: 0,888888888888... l.p. = 1 3: 0,5B5B5B5B5B5B... l.p. = 2 4: 0,444444444444... l.p. = 1 5: 0,36DA36DA36DA... l.p. = 4 6: 0,2E2E2E2E2E2E... l.p. = 2 7: 0,274E9C274E9C... l.p. = 6 8: 0,222222222222... l.p. = 1 9: 0,1F1F1F1F1F1F... l.p. = 2 10: 0,1BF51BF51BF5... l.p. = 4 11: 0,194ADF7C63... l.p. = 10 12: 0,171717171717... l.p. = 2 13: 0,153FBD153FBD... l.p. = 6 14: 0,13AFD613AFD6... l.p. = 6 15: 0,124912491249... l.p. = 4 16: 0,111111111111... l.p. = 1 17: 0,100000000000... l.p. = 0+1pp 18: 0,0G0G0G0G0G0G... l.p. = 2 19: 0,0F39E5648... l.p. = 9 23: 0,0C9A5F8ED52G... l.p. = 22 25: 0,0B98E4CFAEG5... l.p. = 20 27: 0,0ABG650ABG65... l.p. = 6 29: 0,09G709G709G7... l.p. = 4 31: 0,09583E469EDC... l.p. = 30 32: 0,090909090909... l.p. = 2 37: 0,07DD58C6F2CE... l.p. = 36 41: 0,070E1B356AD4... l.p. = 40 43: 0,06C45FDE3G39... l.p. = 21 47: 0,06290C5117A2... l.p. = 23 53: 0,057BECE1FC33... l.p. = 26 59: 0,04F4A65CG737... l.p. = 29 61: 0,04C935E8623F... l.p. = 60 67: 0,04559F3DBFC7... l.p. = 33 71: 0,04135GCFDB... l.p. = 10 73: 0,03G521AC1EB6... l.p. = 24 79: 0,03B33EE71C48... l.p. = 26 81: 0,039B21B93GD7... l.p. = 18 83: 0,03834C1765FG... l.p. = 41 89: 0,034377AF18GA... l.p. = 44 97: 0,02GB0BFA2DB6... l.p. = 96 101: 0,02EAFGE261... l.p. = 10 103: 0,02DBF05A6D0B... l.p. = 51 107: 0,02BF9BCED3305... l.p. = 106 109: 0,02B1439GBBE8... l.p. = 36 113: 0,029821DBC84B... l.p. = 112 121: 0,026A460BG04D... l.p. = 110 127: 0,024BAGA2G113... l.p. = 63 128: 0,02468ACF02468ACF... l.p. = 8 131: 0,02389A44DAAF... l.p. = 130 137: 0,021EAFAD8FF04... l.p. = 68 139: 0,0215ED9D5AAF... l.p. = 138 149: 0,01FG941E09BE... l.p. = 37 151: 0,01F9207B281D... l.p. = 75 ... == 循環小数の長さ = 3 から 49 まで == '''307: 0,00G00G00G00G... l.p. = 3''' 5, 29 上に見て: ... l.p. = 4 '''88741: ... l.p. = 5''' '''25646167: ... l.p. = 7''' 41761: ... l.p. = 8 1270657: ... l.p. = 9 11, 71, 101 上に見て: ... l.p. = 10 '''2141993519227: ... l.p. = 11''' 83233: ... l.p. = 12 212057: ... l.p. = 13 2919196853: ... l.p. = 13 22796593: ... l.p. = 14 6566760001: ... l.p. = 15 18913: ... l.p. = 16 184417: ... l.p. = 16 10949: ... l.p. = 17 1749233: ... l.p. = 17 2699538733: ... l.p. = 17 1423: ... l.p. = 18 5653: ... l.p. = 18 229: 0,0147C43FF13348GBG32: ... l.p. = 19 1103: ... l.p. = 19 202607147: ... l.p. = 19 291973723: ... l.p. = 19 21881: ... l.p. = 20 63541: ... l.p. = 20 13567: ... l.p. = 21 940143709: ... l.p. = 21 947: ... l.p. = 22 87415373: ... l.p. = 22 26552618219228090162977481: ... l.p. = 23 1321: ... l.p. = 24 72337: ... l.p. = 24 2551: ... l.p. = 25 5351: ... l.p. = 25 26278001: ... l.p. = 25 11330289301: ... l.p. = 25 65651: ... l.p. = 26 2001793: ... l.p. = 26 433: ... l.p. = 27 24733: ... l.p. = 27 1313154695584063: ... l.p. = 27 5766433: ... l.p. = 28 100688449: ... l.p. = 28 7193: ... l.p. = 29 6088087: ... l.p. = 29 11658852700685942029849: ... l.p. = 29 238212511: ... l.p. = 30 4093: ... l.p. = 31 6123493: ... l.p. = 31 347340647626008901939025023: ... l.p. = 31 257: ... l.p. = 32 1801601: ... l.p. = 32 52548582913: ... l.p. = 32 3697: ... l.p. = 33 976669: ... l.p. = 33 15814892288119: ... l.p. = 33 45957792327018709121: ... l.p. = 34 966211: ... l.p. = 35 21998621: ... l.p. = 35 15030659834591591: ... l.p. = 35 181: 0,01A278C861D5C6... l.p. = 36 2089: ... l.p. = 36 382069: ... l.p. = 36 223: 0,0150913C8928D0A... l.p. = 37 101691604559540581: ... l.p. = 37 6218882581209875638403: ... l.p. = 37 457: ... l.p. = 38 1559: ... l.p. = 38 2927: ... l.p. = 38 312931: ... l.p. = 38 20352763: ... l.p. = 38 212057: ... l.p. = 39 2919196853: ... l.p. = 39 1186844128302568601: ... l.p. = 40 892079: ... l.p. = 41 13365673: ... l.p. = 41 960217114820653: ... l.p. = 41 18469031047049514697: ... l.p. = 41 88109799136087: ... l.p. = 42 1549: ... l.p. = 43 3075877724153666279633: ... l.p. = 43 1064542861270580708122635671: ... l.p. = 43 25741: ... l.p. = 44 256152733: ... l.p. = 44 6901823633: ... l.p. = 44 3691: ... l.p. = 45 33931: ... l.p. = 45 316531: ... l.p. = 45 1674271: ... l.p. = 45 5113320301: ... l.p. = 45 1109309383381084655697725873: ... l.p. = 46 '''423622795798733187216959754496018087627393990881167960767: ... l.p. = 47''' 48661191868691111041: ... l.p. = 48 491: ... l.p. = 49 883: ... l.p. = 49 474969439337: ... l.p. = 49 1094794793219: ... l.p. = 49 21174546269742403551077: ... l.p. = 49 == 循環小数の長さ = 50 から 99 まで == 4064228544226537005066401: ... l.p. = 50 409: ... l.p. = 51 162260934541944127: ... l.p. = 51 326099734864828369: ... l.p. = 51 19825313: ... l.p. = 52 1224199237: ... l.p. = 52 13938043025453: ... l.p. = 52 4375997670680275555605273053: ... l.p. = 53 2336661313161818672990011193252900057: ... l.p. = 53 163: 0,01D26D42FAG2... l.p. = 54 28758863909916435817: ... l.p. = 54 15357101: ... l.p. = 55 3332897591: ... l.p. = 55 962619789378941: ... l.p. = 55 315531140147973311: ... l.p. = 55 2801: ... l.p. = 56 15121: ... l.p. = 56 12876020081: ... l.p. = 56 622434484561: ... l.p. = 56 6162410920417: ... l.p. = 57 30211339578587520100541032742977: ... l.p. = 57 349: ... l.p. = 58 23549: ... l.p. = 58 2919779: ... l.p. = 58 18032534719: ... l.p. = 58 61878754061: ... l.p. = 58 1063: ... l.p. = 59 1889: ... l.p. = 59 1365581260423071390161: ... l.p. = 59 90008517325328860435221505121015340220148461: ... l.p. = 59 541: ... l.p. = 60 1479639031521241: ... l.p. = 60 15103230859721: ... l.p. = 61 4722743517602912319810923441122498349478034813612513477513781: ... l.p. = 61 373: ... l.p. = 62 36845423: ... l.p. = 62 563056114507738352440487747: ... l.p. = 62 41643373496311819: ... l.p. = 63 37387216988215606147063933: ... l.p. = 63 1409: ... l.p. = 64 165569: ... l.p. = 64 5075110114734021328723863149761: ... l.p. = 64 9882731: ... l.p. = 65 42774218980741: ... l.p. = 65 256543213498592579101758761102741785511: ... l.p. = 65 199: ... l.p. = 66 991: ... l.p. = 66 48973: ... l.p. = 66 11372329: ... l.p. = 66 39172453: ... l.p. = 66 436171: ... l.p. = 67 3947307526766022401589857104042951617118791047554203106309872173198737769977: ... l.p. = 67 1361: ... l.p. = 68 2698649: ... l.p. = 68 1002402000793: ... l.p. = 68 4678410332263673: ... l.p. = 68 25225573: ... l.p. = 69 9559382330644273: ... l.p. = 69 5385687325711213602812791946461: ... l.p. = 69 701: ... l.p. = 70 512718953215732865581052501: ... l.p. = 70 '''143798195172461138521036839345269251740737334259640879028155379795667047030720519999127: ... l.p. = 71''' 28639368230833: ... l.p. = 72 11852519531110417: ... l.p. = 72 293: ... l.p. = 73 1621745371: ... l.p. = 73 3038535503: ... l.p. = 73 319344640907: ... l.p. = 73 596137412912777: ... l.p. = 73 151192644932534555018760925054337887684171: ... l.p. = 73 1481: ... l.p. = 74 2591: ... l.p. = 74 172683287783: ... l.p. = 74 281880352305551730895009697: ... l.p. = 74 151: 0,01F9207B281DA9... l.p. = 75 5101: ... l.p. = 75 1995937064371951: ... l.p. = 75 10744282911799904868353724301: ... l.p. = 75 247381: ... l.p. = 76 796699736849174247608318245316124490909: ... l.p. = 76 63183887777606431620036734659574373415341987361849452469359581232953058529: ... l.p. = 77 1249: ... l.p. = 78 1837708051687: ... l.p. = 78 12042786858259: ... l.p. = 78 2371: ... l.p. = 79 8849: ... l.p. = 79 32233: ... l.p. = 79 95294351981: ... l.p. = 79 15565073214383744299753594766453955551010962009527408014734638227062006641: ... l.p. = 79 241: 0,013698F1A9EF07... l.p. = 80 3583912721: ... l.p. = 80 2741517463686662290741112321: ... l.p. = 80 6770748529: ... l.p. = 81 454194717025663: ... l.p. = 81 904405077653173242898527606595551272070589: ... l.p. = 81 1231: ... l.p. = 82 62919257: ... l.p. = 82 18798033503: ... l.p. = 82 76203249126187: ... l.p. = 82 140606605811723: ... l.p. = 82 186917: ... l.p. = 83 1441585450365875501: ... l.p. = 83 859764623611313847689900219: ... l.p. = 83 361636059093059401270170190932275191488900255093209: ... l.p. = 83 1093: ... l.p. = 84 311640640511791392291238477: ... l.p. = 84 5441: ... l.p. = 85 208931: ... l.p. = 85 22296011: ... l.p. = 85 24543581: ... l.p. = 85 4939937011021: ... l.p. = 85 7517339434046845421: ... l.p. = 85 228438898023070765592141: ... l.p. = 85 8171: ... l.p. = 86 279119267104661: ... l.p. = 86 1976815271971094795525780184146983: ... l.p. = 86 523: ... l.p. = 87 8179: ... l.p. = 87 16879: ... l.p. = 87 37286983: ... l.p. = 87 52627759112497: ... l.p. = 87 5340455877669348272609426509595308057: ... l.p. = 87 353: ... l.p. = 88 4578289: ... l.p. = 88 10220537742525964173135803376631640231153: ... l.p. = 88 179: ... l.p. = 89 7121: ... l.p. = 89 10859: ... l.p. = 89 2220161311: ... l.p. = 90 152924817473166888991: ... l.p. = 90 513059: ... l.p. = 91 986802324691: ... l.p. = 91 1128882253376333: ... l.p. = 91 633917591815554047: ... l.p. = 91 101604859007816647702158801323372000819: ... l.p. = 91 1511845630837: ... l.p. = 92 909379032187982366535129290548012827355069: ... l.p. = 92 23125381: ... l.p. = 93 32914090064285401: ... l.p. = 93 4083338668402072819: ... l.p. = 93 20333334196989020875813546533751: ... l.p. = 93 376553596265540610859519781774238300113239103005482631793: ... l.p. = 94 191: 0,018C4DC0492E72... l.p. = 95 243888371: ... l.p. = 95 790258628122415702756879695009414803659288068090984593801128670245440884276421: ... l.p. = 95 1120513: ... l.p. = 96 53160769: ... l.p. = 96 80592097: ... l.p. = 96 5085025550848897: ... l.p. = 96 389: ... l.p. = 97 90976939813: ... l.p. = 97 438263590967631109: ... l.p. = 97 65888627940954399173: ... l.p. = 97 13803798418776916198818932565461346902705841274674397535895798620689: ... l.p. = 97 711954517: ... l.p. = 98 1465198716273377: ... l.p. = 98 4576209702754960230170484653: ... l.p. = 98 48907: ... l.p. = 99 7298280793: ... l.p. = 99 53203926799: ... l.p. = 99 3534366624825269090846591317571377816092437915221: ... l.p. = 99 == 循環小数の長さ = 100 から 149 まで == 5801: ... l.p. = 100 88301: ... l.p. = 100 373207301: ... l.p. = 100 17280974612770188922074220577701: ... l.p. = 100 [[レピュニットの素数/循環節の長さ = 3位|10303]]: ... l.p. = 101 70297: ... l.p. = 101 41605133: ... l.p. = 101 1103896660507: ... l.p. = 101 88296018585184110466501207935829: ... l.p. = 101 401147537108874086654734118920936569436864061975969943839772089: ... l.p. = 101 17341: ... l.p. = 102 14055956389: ... l.p. = 102 45628367677: ... l.p. = 102 225388217073157: ... l.p. = 102 2045745317855197068998380700573793154366295127535115833: ... l.p. = 103 166443696917018148599711150670340452472359763769837566202297165170932079: ... l.p. = 103 62507849: ... l.p. = 104 558796871153: ... l.p. = 104 1175496327058885417: ... l.p. = 104 2806294401208342088929: ... l.p. = 104 1471: ... l.p. = 105 704761: ... l.p. = 105 872761: ... l.p. = 105 8208901: ... l.p. = 105 245614111: ... l.p. = 105 67096559666323873912471273981: ... l.p. = 105 107: ... l.p. = 106 33179: ... l.p. = 106 40992110362783761677: ... l.p. = 106 62455829461699068064302297437204524861: ... l.p. = 106 420679639271885197846600322471: ... l.p. = 107 125071034364823159241289607119367: ... l.p. = 107 540513282113623842932676815730895399371242372118573878904283258972331: ... l.p. = 107 1941733: ... l.p. = 108 861553369: ... l.p. = 108 39902245921: ... l.p. = 108 2962730389164271669: ... l.p. = 108 2399: ... l.p. = 109 25433824402380432988461050283974738838510040104186488783881902809: ... l.p. = 109 134700910421215223274889759553545746360536401580001277417261258891: ... l.p. = 109 1589964573680716277298682310078923206992149252451: ... l.p. = [[独自周期素数/循環節の長さ = 110位|110]] 779221: ... l.p. = 111 1336663: ... l.p. = 111 35350798796787001062972004050498687807511809746935623542363221441570438155787: ... l.p. = 111 113: ... l.p. = 112 337: ... l.p. = 112 45694428193: ... l.p. = 112 50667635531043971329: ... l.p. = 112 1306910950255122807912353: ... l.p. = 112 24023140081: ... l.p. = 113 28574481550172024992053084776665925851755976157291102427196866882656496343232297217720278573186010689681144088552508298215107841: ... l.p. = 113 209361280236010317284988424624480918415704609: ... l.p. = [[独自周期素数/循環節の長さ = 114位|114]] 335430126425379392951: ... l.p. = 115 1070187968644717154676571: ... l.p. = 115 4990158249781591112023434661584357366578306705698456598155502981: ... l.p. = 115 4908077: ... l.p. = 116 5627688836691687811685586936872121257317104508544673081805033: ... l.p. = 116 38611: ... l.p. = 117 152688950198616547: ... l.p. = 117 6633080597476280489507015864997548520193872646710703552291437987433: ... l.p. = 117 512593: ... l.p. = 118 682807427588431379494344607469: ... l.p. = 118 626820149033089178951380352884222309: ... l.p. = 118 239: ... l.p. = 119 2381: ... l.p. = 119 3571: ... l.p. = 119 16661: ... l.p. = 119 17851: ... l.p. = 119 367949: ... l.p. = 119 22675666851559: ... l.p. = 119 901345518396317: ... l.p. = 119 19487327623903903: ... l.p. = 119 141080005741993552709751522464354464581431651420879: ... l.p. = 119 601: ... l.p. = 120 73363561: ... l.p. = 120 53705134486384300759943598721: ... l.p. = 120 59475866345520219051333125609808893831: ... l.p. = 121 67134006980485085641582180502996346325654133: ... l.p. = 121 559883933862382656973027881983741715862351087609229881: ... l.p. = 121 1831: ... l.p. = 122 536801: ... l.p. = 122 528720501902111: ... l.p. = 122 122006758073875926050108551956153540207040619546761: ... l.p. = 122 188437: ... l.p. = 123 19758253332426413381871517: ... l.p. = 123 68985600109554787200688819419812904447395655170097140286323038827169: ... l.p. = 123 2729: ... l.p. = 124 759322433: ... l.p. = 124 23321390258237: ... l.p. = 124 729426109307672111981: ... l.p. = 124 1897883806642323992656711489: ... l.p. = 124 251: ... l.p. = 125 4751: ... l.p. = 125 44391312751: ... l.p. = 125 175255701251: ... l.p. = 125 6881647239315382084880079821251: ... l.p. = 125 17368840870528347328820256489304404075481243249603982474330635751: ... l.p. = 125 12404449: ... l.p. = 126 59044357: ... l.p. = 126 428802078097: ... l.p. = 126 629849517353816509: ... l.p. = 126 509: ... l.p. = 127 2287: ... l.p. = 127 19813: ... l.p. = 127 9085073: ... l.p. = 127 30481352405221: ... l.p. = 127 18096566898199845748876620858956400873835703993540207333321980837727802056336586866370261470365091582482555679697516241491181: ... l.p. = 127 769: ... l.p. = 128 138497: ... l.p. = 128 263229322839949562040309796441117750265658198065720873911877777789301778: ... l.p. = 128 714039721116560436536702749090856988792306514801: ... l.p. = 129 30043220921261072773689100636311922685983691251211032369: ... l.p. = 129 131: ... l.p. = 130 53171: ... l.p. = 130 346638477380024845861: ... l.p. = 130 50529920121845997508355717618101: ... l.p. = 130 263: ... l.p. = 131 36705654247235339641455193236755070373260224062626643758058951204255793967401304642571232969455436113641049586841689181084276511163513402458984276636720387829: ... l.p. = 131 == リンク == [[Topic:基礎数学]] [[カテゴリ:位取り記数法]] qz3c4g32ys08ew909nv6b73czvw7i7i