59w3 = { 53, 593, 5993, 59993, 599993, 5999993, 59999993, 599999993, 5999999993, 59999999993, … }
6×101-7 = 53 =
definitely prime number 素数
6×102-7 = 593 =
definitely prime number 素数
6×105-7 = 599993 =
definitely prime number 素数
6×106-7 = 5999993 =
definitely prime number 素数
6×107-7 = 59999993 =
definitely prime number 素数
6×108-7 = 599999993 = 19 × 31578947
6×109-7 = 5999999993
<10> = 13 × 79 × 541 × 10799
6×1010-7 = 59999999993
<11> = 29 × 2068965517
<10>
6×1011-7 = 599999999993
<12> =
definitely prime number 素数
6×1012-7 = 5999999999993
<13> = 89 × 67415730337
<11>
6×1013-7 = 59999999999993
<14> = 787973 × 76144741
6×1014-7 = 599999999999993
<15> = 53 × 353 × 32070126677
<11>
6×1015-7 = 5999999999999993
<16> = 13 × 23 × 571 × 35143414417
<11>
6×1016-7 = 59999999999999993
<17> = 4583 × 13091861226271
<14>
6×1017-7 = 599999999999999993
<18> =
definitely prime number 素数
6×1018-7 = 5999999999999999993
<19> = 1699 × 3531489111241907
<16>
6×1019-7 = 59999999999999999993
<20> = 11028463 × 5440467996311
<13>
6×1020-7 = 599999999999999999993
<21> = 17 × 10781 × 4752599 × 688830091
6×1021-7 = 5999999999999999999993
<22> = 13 × 617 × 733 × 1020513512194201
<16>
6×1022-7 = 59999999999999999999993
<23> = 79 × 759493670886075949367
<21>
6×1023-7 = 599999999999999999999993
<24> = 59892607 × 10017930927601799
<17>
6×1024-7 = 5999999999999999999999993
<25> = 179591 × 206641 × 161677724003503
<15>
6×1025-7 = 59999999999999999999999993
<26> = 4357 × 13770943309616708744549
<23>
6×1026-7 = 599999999999999999999999993
<27> = 19 × 5983037 × 397483403 × 13278742877
<11>
6×1027-7 = 5999999999999999999999999993
<28> = 13 × 53 × 25919 × 3261851539
<10> × 103002934157
<12>
6×1028-7 = 59999999999999999999999999993
<29> = 127 × 7541 × 211481209 × 296242118034211
<15>
6×1029-7 = 599999999999999999999999999993
<30> =
definitely prime number 素数
6×1030-7 = 5999999999999999999999999999993
<31> = 12107 × 495581068803171718840340299
<27>
6×1031-7 = 59999999999999999999999999999993
<32> = 61504211 × 975542959164210723717763
<24>
6×1032-7 = 599999999999999999999999999999993
<33> = 167 × 37243 × 294029 × 328095259370923855457
<21>
6×1033-7 = 5999999999999999999999999999999993
<34> = 13 × 461538461538461538461538461538461
<33>
6×1034-7 = 59999999999999999999999999999999993
<35> = 2172239 × 3532183 × 94169147 × 83040854829587
<14>
6×1035-7 = 599999999999999999999999999999999993
<36> = 79 × 22483 × 700871 × 481983097186913223857419
<24>
6×1036-7 = 5999999999999999999999999999999999993
<37> = 17 × 47 × 337 × 6102269495239
<13> × 3651599901328828049
<19>
6×1037-7 = 59999999999999999999999999999999999993
<38> = 23 × 5223744154822723
<16> × 499391925572289775717
<21>
6×1038-7 = 599999999999999999999999999999999999993
<39> = 29 × 193 × 77863 × 23210699 × 37243027 × 1592691342175931
<16>
6×1039-7 = 5999999999999999999999999999999999999993
<40> = 13 × 421 × 138118875509
<12> × 192456702329
<12> × 41242000985981
<14>
6×1040-7 = 59999999999999999999999999999999999999993
<41> = 53 × 17807 × 181387 × 439966736712977
<15> × 796633601687617
<15>
6×1041-7 = 599999999999999999999999999999999999999993
<42> = 577 × 227233 × 471943 × 505429 × 29589091921
<11> × 648369672179
<12>
6×1042-7 = 5999999999999999999999999999999999999999993
<43> =
definitely prime number 素数
6×1043-7 = 59999999999999999999999999999999999999999993
<44> = 6707662624991
<13> × 8944993711588245680946765597223
<31>
6×1044-7 = 599999999999999999999999999999999999999999993
<45> = 19 × 943120875845659116601
<21> × 33483457080838616678747
<23>
6×1045-7 = 5999999999999999999999999999999999999999999993
<46> = 13
2 × 59 × 331765243 × 15911180617093
<14> × 113993278070931991717
<21>
6×1046-7 = 59999999999999999999999999999999999999999999993
<47> = 353 × 479 × 1249063 × 289496054091492737
<18> × 981327657887931169
<18>
6×1047-7 = 599999999999999999999999999999999999999999999993
<48> =
definitely prime number 素数
6×1048-7 = 5999999999999999999999999999999999999999999999993
<49> = 79 × 107 × 839 × 444723031 × 1902342890195876285162353169075909
<34>
6×1049-7 = 59999999999999999999999999999999999999999999999993
<50> = 1123120133
<10> × 59253379363694237609
<20> × 901595870063025752669
<21>
6×1050-7 = 599999999999999999999999999999999999999999999999993
<51> = 157 × 3713334933874823550473
<22> × 1029170844809185738010448613
<28>
6×1051-7 = 5
(9
)503
<52> = 13 × 120199 × 150727387 × 25475039918952119710550901041803854497
<38>
6×1052-7 = 5
(9
)513
<53> = 17 × 3307 × 1067254842668848609900567423824685604510930468347
<49>
6×1053-7 = 5
(9
)523
<54> = 53 × 113 × 100183670061779929871430956754049089998330272165637
<51>
6×1054-7 = 5
(9
)533
<55> = 61 × 9779113 × 36515383 × 41355563 × 743840813 × 8954310493272385470413
<22>
6×1055-7 = 5
(9
)543
<56> = 20420843800163
<14> × 2938174376492761654473439528014059309191411
<43>
6×1056-7 = 5
(9
)553
<57> = 89 × 5246013757
<10> × 225615555791401931
<18> × 5695905540104608779668243711
<28>
6×1057-7 = 5
(9
)563
<58> = 13 × 461538461538461538461538461538461538461538461538461538461
<57>
6×1058-7 = 5
(9
)573
<59> = 2928421 × 7952483675593
<13> × 2576409854015445608619897621459009274781
<40>
6×1059-7 = 5
(9
)583
<60> = 23 × 143927654539
<12> × 131211841839534252299
<21> × 1381357641316319359046283431
<28>
6×1060-7 = 5
(9
)593
<61> = 257 × 389 × 15649 × 18082937 × 228238416673
<12> × 929232134463477429690580356717709
<33>
6×1061-7 = 5
(9
)603
<62> = 79 × 97 × 709 × 37691 × 1720231 × 308729321 × 62210962859849
<14> × 8868230220130330872631
<22>
6×1062-7 = 5
(9
)613
<63> = 19 × 42689 × 686941191841
<12> × 1076867099819280665122599520532038198135002403
<46>
6×1063-7 = 5
(9
)623
<64> = 13 × 151 × 5089667027
<10> × 79733482865083991
<17> × 7531835819146768420930087182568223
<34>
6×1064-7 = 5
(9
)633
<65> = 6746715929785906064539
<22> × 8893215695521952048032623930037059283700987
<43>
6×1065-7 = 5
(9
)643
<66> = 263 × 49893101 × 45725135851803953123684165145923396131358259735190467611
<56>
6×1066-7 = 5
(9
)653
<67> = 29 × 53
2 × 47497 × 202129 × 10708659223166552125013
<23> × 716426444185010831665780775177
<30>
6×1067-7 = 5
(9
)663
<68> = 12410449 × 6868215083
<10> × 340149389641199
<15> × 2069427296217476295655514098086442421
<37>
6×1068-7 = 5
(9
)673
<69> = 17 × 1682159 × 20981439713522219676862748828072942534669119023965804729307431
<62>
6×1069-7 = 5
(9
)683
<70> = 13 × 418321 × 1103311718843810228177735426953132973151093207222352065666171341
<64>
6×1070-7 = 5
(9
)693
<71> = 127 × 4353546599
<10> × 108518637423200753427729087012149404177359644345670843683041
<60>
6×1071-7 = 5
(9
)703
<72> = 307 × 4723 × 413804233355241968577085866447442379484689588202717176530954970513
<66>
6×1072-7 = 5
(9
)713
<73> = 3863 × 1177997 × 77385009980876688613
<20> × 17038270736430096249995806775275075220318351
<44>
6×1073-7 = 5
(9
)723
<74> = 317 × 977 × 3259 × 445567 × 15833678293
<11> × 1027286954904019972769
<22> × 8202126362716378888276701877
<28>
6×1074-7 = 5
(9
)733
<75> = 79 × 13619 × 55891523 × 9977758663436087187396682050902141237225555135061908258494991
<61>
6×1075-7 = 5
(9
)743
<76> = 13 × 109 × 299113 × 8047969961
<10> × 102827194159
<12> × 17106130440255041907459336964671942378864235567
<47>
6×1076-7 = 5
(9
)753
<77> = 179 × 167099 × 7779662134301
<13> × 34104537161662112693
<20> × 7560516616634808271172063301615895481
<37>
6×1077-7 = 5
(9
)763
<78> = 499693 × 396414534293
<12> × 13086705576913
<14> × 22866224637016451
<17> × 10122169792405575112700655406739
<32>
6×1078-7 = 5
(9
)773
<79> = 197 × 311 × 353 × 7988689 × 45293345509
<11> × 766725690311303173598777759085217324145084131274657143
<54>
6×1079-7 = 5
(9
)783
<80> = 53 × 204811627337
<12> × 3924570577317372502823
<22> × 14175611298520669342327
<23> × 99354337713712656745453
<23>
6×1080-7 = 5
(9
)793
<81> = 19 × 69501930604321331501675717487202266937
<38> × 454360721980543218616150259333703349104731
<42> (Makoto Kamada / GGNFS-0.53.3 / Total time: 0.07 hours (actual time: 0.08 hours))
6×1081-7 = 5
(9
)803
<82> = 13 × 23 × 1137655667
<10> × 93986773157
<11> × 187673299011464102388470681233312263461137981427807182016053
<60>
6×1082-7 = 5
(9
)813
<83> = 47 × 733 × 811 × 18133 × 707261 × 167447701809177747290119092004032248171355813501841318464502481801
<66>
6×1083-7 = 5
(9
)823
<84> = 991 × 4423 × 397427 × 82916335393
<11> × 685794567481
<12> × 6057161426354690884931169911389799482137238622611
<49>
6×1084-7 = 5
(9
)833
<85> = 17 × 397 × 2717892555035173
<16> × 327099242387929503597640877668019558820442269784453410057728838409
<66>
6×1085-7 = 5
(9
)843
<86> = 302971 × 62498969161713311
<17> × 50619901800183738474287243
<26> × 62597362864944743362791052328893290671
<38>
6×1086-7 = 5
(9
)853
<87> = 1009 × 6737 × 139313 × 53900849909
<11> × 28910737266247857069650888186027
<32> × 406581030346648230077642932666319
<33>
6×1087-7 = 5
(9
)863
<88> = 13 × 79 × 164371 × 7497758617920354748847
<22> × 4740500042281690780620871768186874114056158237170936593807
<58>
6×1088-7 = 5
(9
)873
<89> = 653 × 1291 × 446444391006469307
<18> × 159420606068774454623706208888808490578045136413190158606991332213
<66>
6×1089-7 = 5
(9
)883
<90> = 131 × 339799421699161
<15> × 13478989013144144684757486136354602127885293567608789502133524085236806923
<74>
6×1090-7 = 5
(9
)893
<91> = 11503 × 628519201 × 33601549875579349
<17> × 24698027571562520235735271547575309100395349666476963268125019
<62>
6×1091-7 = 5
(9
)903
<92> = 1372253 × 4026616229
<10> × 13434390155286137
<17> × 808274476858898984704569092359923971802604447013853685738897
<60>
6×1092-7 = 5
(9
)913
<93> = 53 × 751 × 39085888659081420614820026023
<29> × 385669640688227698803269382322173544328576797594929575071597
<60>
6×1093-7 = 5
(9
)923
<94> = 13 × 1129 × 2269 × 3572127060048996983
<19> × 50437385015205303151936282489569259124396402756103198694736730624367
<68>
6×1094-7 = 5
(9
)933
<95> = 29 × 1163 × 20353 × 540167 × 8178091 × 19786324063484928566272938558101267446830074482364122493086497476257832899
<74>
6×1095-7 = 5
(9
)943
<96> = 1831 × 20219 × 393961 × 68576495502083
<14> × 599894272158983596864192997890678581160727536221040324517852737687799
<69>
6×1096-7 = 5
(9
)953
<97> =
definitely prime number 素数
6×1097-7 = 5
(9
)963
<98> = 433 × 1667 × 60637 × 249195080297
<12> × 251380720343
<12> × 7303789595573
<13> × 2996196990512185696660813913673711696682046814751853
<52>
6×1098-7 = 5
(9
)973
<99> = 19 × 2619961 × 6787711080643
<13> × 83104907321671597
<17> × 131167970392945099177
<21> × 162901471172176909606279107940964828904581
<42>
6×1099-7 = 5
(9
)983
<100> = 13 × 52497155915713
<14> × 83017070658428291602967
<23> × 7707701688573333854348563309
<28> × 13739781293076109085120238929482999
<35>
6×10100-7 = 5
(9
)993
<101> = 17 × 79 × 89 × 608016077 × 58466178659350499505991669
<26> × 14121000187830375009994250404234995383958769423023504491556943
<62>
6×10101-7 = 5
(9
)1003
<102> = 107 × 523 × 59281470893
<11> × 39101687483500877
<17> × 4625421477732431920499444514607301794201058267502404507376631964366233
<70>
6×10102-7 = 5
(9
)1013
<103> = 149 × 37705024561
<11> × 3455086153784503531
<19> × 309105599760194613060791354692455989080729326579362497278361740290876527
<72>
6×10103-7 = 5
(9
)1023
<104> = 23 × 59 × 607 × 7043 × 57836890240488071
<17> × 455611765884354977
<18> × 1661830791998517788929
<22> × 236177410565507222451113420231797598743
<39>
6×10104-7 = 5
(9
)1033
<105> = 81569 × 109006504868011378062133
<24> × 67479786126230237956432354635166810225860910287753152878019857479485640018709
<77>
6×10105-7 = 5
(9
)1043
<106> = 13 × 53 × 313 × 17929 × 3662807761
<10> × 253220998039
<12> × 576086807303963
<15> × 2904222274759595803411467386527002809596770354939999516712253
<61>
6×10106-7 = 5
(9
)1053
<107> = 1124627111
<10> × 184078410373292339529731080747
<30> × 1119316525956373525686456756941
<31> × 258932718251596645678784825625075332369
<39> (Makoto Kamada / GMP-ECM 6.1.3 B1=250000, sigma=86730895 for P31 /
September 26, 2007 2007 年 9 月 26 日) (Makoto Kamada / GMP-ECM 6.1.3 B1=250000, sigma=958631770 for P30 /
September 26, 2007 2007 年 9 月 26 日)
6×10107-7 = 5
(9
)1063
<108> = 379 × 10749510567199881531917
<23> × 147273073184834497939913721250170064335915439224845813681562310241916960025216254151
<84>
6×10108-7 = 5
(9
)1073
<109> =
definitely prime number 素数
6×10109-7 = 5
(9
)1083
<110> = 617 × 5827831 × 72461533456742440402283266699
<29> × 230277558689234035900346548448323906245379348528513323165051812972894341
<72>
6×10110-7 = 5
(9
)1093
<111> = 353 × 106759 × 153701 × 64633081 × 1074775952736096208001
<22> × 1491154196419896789782389609903281880135220085611569353402319057118539
<70>
6×10111-7 = 5
(9
)1103
<112> = 13 × 2423 × 360964079692659801539218828060656161476910423250161
<51> × 527704135252280213728502010679882140961843051369612566587
<57> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona snfs / 0.71 hours on Core 2 Quad Q6600 /
October 3, 2007 2007 年 10 月 3 日)
6×10112-7 = 5
(9
)1113
<113> = 127 × 487 × 207401 × 464857 × 10667725681
<11> × 18344060431
<11> × 66443858721896295507904689871
<29> × 773866753583804618938410752591273893044927528721
<48>
6×10113-7 = 5
(9
)1123
<114> = 79 × 105614943166633
<15> × 71911573127279142012631496709310754420849481453580381295468873279305605513966680182063811197451999
<98>
6×10114-7 = 5
(9
)1133
<115> = 61 × 491 × 64059407 ×
3127209733538776477486495910036933724556736784923494006511191969940454292704562853356016082152802016649<103>
6×10115-7 = 5
(9
)1143
<116> = 25496579 × 2819633340617
<13> × 519432918805997720613883831
<27> × 1606746012772716014597182054356403125182075074501778807395696024305821
<70>
6×10116-7 = 5
(9
)1153
<117> = 17 × 19
2 × 30697 × 32867539 ×
96901836056854760343912098197508520000372817661943912105170045636417720857913456505199937289230123683<101>
6×10117-7 = 5
(9
)1163
<118> = 13 × 3803203 ×
121355200218989503968507192894636846484802010710041388393293353401977632658982037387555052533756010798913846687<111>
6×10118-7 = 5
(9
)1173
<119> = 53 × 1559 × 11981 × 8485946222117664387824703457
<28> × 7142264381977907092610341781026191409378859879465277041650654040138463117260366527
<82>
6×10119-7 = 5
(9
)1183
<120> = 283 ×
2120141342756183745583038869257950530035335689045936395759717314487632508833922261484098939929328621908127208480565371<118>
6×10120-7 = 5
(9
)1193
<121> = 289207631 × 49024345096702353041
<20> × 241665252940084537523929
<24> × 1751118314981544157663810148257122216524428361952777415447268088311327
<70>
6×10121-7 = 5
(9
)1203
<122> = 499 × 457433 × 752268062006394721
<18> × 349422276339628684393974732831398295995344761493709560454552536915434102111713414330762590187899
<96>
6×10122-7 = 5
(9
)1213
<123> = 29 × 68004493287578401111324018574258290351
<38> × 304239531422152873078652750157120871113171209374964566110469309352350285844274312067
<84> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona snfs / 1.52 hours on Core 2 Quad Q6600 /
October 3, 2007 2007 年 10 月 3 日)
6×10123-7 = 5
(9
)1223
<124> = 13
2 × 1660493 × 419726743015322283340796841866026105998611897
<45> × 50940224585810878707118381444742680923300871417714179798205170107648957
<71> (Sinkiti Sibata / GGNFS-0.77.1-20060513-pentium4 snfs / 3.06 hours on Pentium 4 2.4GHz, Windows XP and Cygwin /
October 4, 2007 2007 年 10 月 4 日)
6×10124-7 = 5
(9
)1233
<125> = 1451 × 8977597 ×
4605997858542474090302654727964332548507864742917177209511203763801406129881057466455384867248609260343018853598919<115>
6×10125-7 = 5
(9
)1243
<126> = 23 × 3623 × 10966621 × 50636596327829583320839536142290785563
<38> × 12966349985343467300064590701602747532440337222241547532187032604088384653879
<77> (Robert Backstrom / GMP-ECM 6.0.1 B1=1280000, sigma=459190221 for P38 /
October 3, 2007 2007 年 10 月 3 日)
6×10126-7 = 5
(9
)1253
<127> = 79 × 74441 × 388673 × 411071938344907579
<18> × 139356463122719506567
<21> × 45822907472291109719909385368586583997713707828487206775657055632255640508683
<77>
6×10127-7 = 5
(9
)1263
<128> = 343127 × 582525896334758811474813322548179
<33> × 538379064288744086953750328027856177081161
<42> × 557561730154771569560097260837268094018249256461
<48> (Makoto Kamada / GMP-ECM 6.1.3 B1=250000, sigma=1815745257 for P33 /
September 27, 2007 2007 年 9 月 27 日) (Sinkiti Sibata / Msieve v. 1.26 for P42 x P48 / 9.79 hours on Pentium3 750MHz, Windows Me /
October 4, 2007 2007 年 10 月 4 日)
6×10128-7 = 5
(9
)1273
<129> = 47 × 157 × 8893 × 45062760365254252417196977668457049
<35> × 107331866482129355939909099089742932497167
<42> × 1890422922086710862023492300837255153472513593
<46> (Sinkiti Sibata / GGNFS-0.77.1-20060513-pentium4 snfs / 5.27 hours on Pentium 4 2.4GHz, Windows XP and Cygwin /
October 4, 2007 2007 年 10 月 4 日)
6×10129-7 = 5
(9
)1283
<130> = 13 × 787 × 230759966824487
<15> × 1091704250793523974001601
<25> × 2327918097250184290514671633978308070351165605191467423373801850031901189016537328495769
<88>
6×10130-7 = 5
(9
)1293
<131> = 3581 × 11927683 × 77492399487775327777
<20> × 41741913374238084153759348799228096820219
<41> × 434269551129510598310111242531747787622152307167204480286557
<60> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona snfs / 2.61 hours on Core 2 Quad Q6600 /
October 3, 2007 2007 年 10 月 3 日)
6×10131-7 = 5
(9
)1303
<132> = 53 × 169607 × 12872498163753083570298872692434111691304047437203023579603
<59> × 5185238891853061753866196726218370889062130742679403097113868915761
<67> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona snfs / 2.84 hours on Core 2 Quad Q6600 /
October 4, 2007 2007 年 10 月 4 日)
6×10132-7 = 5
(9
)1313
<133> = 17 × 31397 × 60607 × 17658261422573
<14> × 157220545256202605499721340161299887750890477
<45> × 66808873437291415726408144788722762650560407722248850407211168531
<65> (Sinkiti Sibata / GGNFS-0.77.1-20060513-pentium4 snfs / 8.23 hours on Pentium 4 2.4GHz, Windows XP and Cygwin /
October 4, 2007 2007 年 10 月 4 日)
6×10133-7 = 5
(9
)1323
<134> = 419 × 803784771613572434432727851402219930947
<39> × 8211994164161688590117664996602372379877
<40> × 21694458850171435203820744840123411555745339465862013
<53> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon snfs / 4.50 hours on Cygwin on AMD 64 3400+ /
October 4, 2007 2007 年 10 月 4 日)
6×10134-7 = 5
(9
)1333
<135> = 19 × 29567 × 45971 × 78819112594656149
<17> × 34093879209387559643
<20> × 9540549791643398673017
<22> × 906202123635015452740024191712681618079001335487006593463795536209
<66>
6×10135-7 = 5
(9
)1343
<136> = 13 × 414413481743
<12> × 36564792200396563
<17> × 1126059761985818701739729351936313997694323
<43> × 27048891575232108774848633209666793723302095208678124558846257723
<65> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs / 7.79 hours on Core 2 Duo E6300 1.86GHz, Windows Vista /
October 4, 2007 2007 年 10 月 4 日)
6×10136-7 = 5
(9
)1353
<137> = 72883 × 375559 × 4647871 ×
471620603651378896369815298342803355838453516753326231175606603813513005275479964381951231884801830548744749448237156539<120>
6×10137-7 = 5
(9
)1363
<138> = 11930304707794017951010060929038611787637529
<44> × 50292093512751817677191069598755399434481984540235534607565516222232375080068547729293970178017
<95> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona snfs / 4.81 hours on Core 2 Quad Q6600 /
October 3, 2007 2007 年 10 月 3 日)
6×10138-7 = 5
(9
)1373
<139> = 151 × 734810098575024052571
<21> ×
54075331047850853524344611604354849548078566410628943552535026044008616193228839408063723014262536908251680388404733<116>
6×10139-7 = 5
(9
)1383
<140> = 79 × 21237841 × 32717317 ×
1093040142883501386489376179771257545308342322226134020494881510932970685488517038050121776320118984420578091500117378336411<124>
6×10140-7 = 5
(9
)1393
<141> = 118447393 × 488302592269751645844131141513207371459
<39> × 10373772369705551105830529941865993946904275182321723727108870993322153016866124697921503890739
<95> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon snfs / 7.15 hours on Cygwin on AMD 64 3200+ /
October 4, 2007 2007 年 10 月 4 日)
6×10141-7 = 5
(9
)1403
<142> = 13 × 1447583 × 84331879 × 6476031936152650611823116269070611627
<37> × 583799427952449996104077409330623614593075799711097271574870756751412606331718775669681999
<90> (Jo Yeong Uk / GMP-ECM 6.1.3 B1=3000000, sigma=3326569211 for P37 /
October 4, 2007 2007 年 10 月 4 日)
6×10142-7 = 5
(9
)1413
<143> = 353 × 85223 × 1064743 × 17170804432778660568577
<23> × 42191759522915775604583057626823
<32> × 2585572109501371476246882696300039865583164290410873961325438433783561473999
<76> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs / 17.01 hours on Core 2 Duo E6300 1.86GHz, Windows Vista /
October 5, 2007 2007 年 10 月 5 日)
6×10143-7 = 5
(9
)1423
<144> = 509 × 733 × 29587 × 40699 × 52813 ×
25287388758311535507074304028925147055557213524322989587565329782256251042504668520842268959533529979284814417223093452680501<125>
6×10144-7 = 5
(9
)1433
<145> = 53 × 89 × 578031563 × 78317566279
<11> × 1254324247513
<13> × 8687286395376410807206553
<25> × 2578580419213485258784033863827766442844633512809337456466716558518826587681085556993
<85>
6×10145-7 = 5
(9
)1443
<146> = 1766550377
<10> × 157012037513
<12> × 4348276733443
<13> × 208622310195879907337278472254444759
<36> × 238459345830976112102219160803088310324167412809493635059788300420093626611189
<78> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona snfs / 10.31 hours on Core 2 Quad Q6600 /
October 4, 2007 2007 年 10 月 4 日)
6×10146-7 = 5
(9
)1453
<147> = 5039 × 594569 × 799647361 × 839700913626501649
<18> × 354555023913840387697765253
<27> × 841197265982834435250443360760069689712522343823862409496564765687187171170691637219
<84>
6×10147-7 = 5
(9
)1463
<148> = 13 × 23 × 1447 × 8923 × 715492813777151850227
<21> × 1051633235233452391090903
<25> × 2065527868436617072036666575240277340895812226031409111034815812132269936436696913254639800587
<94>
6×10148-7 = 5
(9
)1473
<149> = 17 × 5261 × 7069 × 20877877 × 4124979457
<10> × 2202754157836179317307651152968047629805882079
<46> × 500267040879752050179524392513061490125276212618093746534715313369595549802451
<78> (Sinkiti Sibata / GGNFS-0.77.1-20060513-pentium4 snfs / 38.13 hours on Pentium 4 2.4GHz, Windows XP and Cygwin /
October 6, 2007 2007 年 10 月 6 日)
6×10149-7 = 5
(9
)1483
<150> = 192519472477
<12> × 40653929264339
<14> ×
76660925883410876598879512060259213999749427830914170198257939150576777044570409910670659719757237020280921658248324299630431<125>
6×10150-7 = 5
(9
)1493
<151> = 29 × 2311 × 1488427 × 2621987 × 20671223477
<11> × 681329504326085520982013141
<27> × 1628815356375786068731892561567331281180770885529773816382126960199203367547234463573865230977379
<97>
6×10151-7 = 5
(9
)1503
<152> = 38049083 × 163890451242523530323685961374784914589069397
<45> ×
9621735296463067319406359609200658570446718765888423723850749029550679811036943776234172558145948143<100> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon snfs, Msieve 1.26 /
October 5, 2007 2007 年 10 月 5 日)
6×10152-7 = 5
(9
)1513
<153> = 19 × 79 × 317 × 683 × 194723 × 2422519199645591483038400362598333261141854085321449290981587
<61> × 3913867442685506786621678329983313608259562954908441460080566565534765765237163
<79> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs / 30.48 hours on Core 2 Duo E6300 1.86GHz, Windows Vista /
October 5, 2007 2007 年 10 月 5 日)
6×10153-7 = 5
(9
)1523
<154> = 13 × 139747 × 41191413729044567
<17> × 28576336929599376517741
<23> × 1025244729230700913218569
<25> × 356746994819799697074718391780142365509993
<42> × 7671217220429161293573234558957602035904237
<43> (Sinkiti Sibata / Msieve v. 1.26 for P42 x P43 / 4.64 hours on 04:38:29 /
October 3, 2007 2007 年 10 月 3 日)
6×10154-7 = 5
(9
)1533
<155> = 107 × 127 × 18393799 × 1955163178879
<13> × 7703802161617
<13> × 2520882476066236099
<19> × 172724374438795287487
<21> × 25123119165077134405874587653763
<32> × 1456882069665536858778538228284737883240041799739
<49> (Makoto Kamada / GMP-ECM 6.1.3 B1=250000, sigma=409472312 for P32 /
September 28, 2007 2007 年 9 月 28 日)
6×10155-7 = 5
(9
)1543
<156> = 9151759 × 44509450084691841113
<20> × 1276610766484719268151
<22> × 1340426558177838497399939
<25> × 217264834889735630458321389261532721
<36> × 3961899731258636703690742682913482426977474823891
<49> (Robert Backstrom / Msieve v. 1.26 for P36 x P49 /
October 4, 2007 2007 年 10 月 4 日)
6×10156-7 = 5
(9
)1553
<157> = 4067263 × 3771671892797
<13> ×
391124561357841028211985296052172825523341495770768087714782840008457374109592390497796175365521430732791917076426995248440451327213764563<138>
6×10157-7 = 5
(9
)1563
<158> = 53 × 97 × 739 × 1091 × 519487 × 709369890512947561
<18> × 1398747574182377711176049107
<28> × 22320341571287862440791180961911537
<35> × 1258191770139023959637271001787399781177095229292345787867966729
<64> (Robert Backstrom / Msieve v. 1.26 for P35 x P64 /
October 3, 2007 2007 年 10 月 3 日)
6×10158-7 = 5
(9
)1573
<159> = 229 × 3146866820428986633571
<22> ×
832601913508168862619840687842101063641252846454205813717638749305907823406643122868304575939842084616892068736561887962171890037889527<135>
6×10159-7 = 5
(9
)1583
<160> = 13 × 46099251251888935727327
<23> × 17014311483120697384989356382969398497597
<41> × 24879066220185916328457524320554279793687
<41> × 23651874787979709585009977994193399030605069949949286937
<56> (Jo Yeong Uk / GMP-ECM B1=1000000, sigma=2232240277 for P41(2487...) /
October 4, 2007 2007 年 10 月 4 日) (Jo Yeong Uk / Msieve v. 1.28 for P41(1701...) x P56 / 4.47 hours on Core 2 Quad Q6600 /
October 5, 2007 2007 年 10 月 5 日)
6×10160-7 = 5
(9
)1593
<161> = 110893837864780114169227
<24> × 53482456690377432712639319435401
<32> × 125543951754463483312651367167081146619879782542807
<51> × 80581749745901679359607613279455998414547734638470247237
<56> (Makoto Kamada / GMP-ECM 6.1.3 B1=50000, sigma=1211627566 for P32 /
September 20, 2007 2007 年 9 月 20 日) (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 gnfs for P51 x P56 / 16.09 hours on Core 2 Duo E6300 1.86GHz, Windows Vista /
October 6, 2007 2007 年 10 月 6 日)
6×10161-7 = 5
(9
)1603
<162> = 59 × 4889 × 22063 × 61949 × 56338169 × 5137570679
<10> × 25632208522320555148392302355173
<32> × 205132168410612051871480238620927190554253620898540807301677670565578241342961193951890988344739443
<99> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs / 67.83 hours on Core 2 Duo E6300 1.86GHz, Windows Vista /
October 7, 2007 2007 年 10 月 7 日)
6×10162-7 = 5
(9
)1613
<163> = 5175578203
<10> × 8983299164419145064801872197
<28> ×
129049555294105785119125517220627617353716848908600790989497238111164744527117131643670366872123218165471599815618433029956223<126>
6×10163-7 = 5
(9
)1623
<164> = 30339296027748931253
<20> × 15909833358959093262353180001154624082529476187767
<50> × 124302573471643865966793637908816400185876720580733444177989495780776161055978026073936417281843
<96> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs / 95.21 hours on Core 2 Duo E6300 1.86GHz, Windowa Vista /
October 9, 2007 2007 年 10 月 9 日)
6×10164-7 = 5
(9
)1633
<165> = 17 × 302404974167609
<15> × 604857162810389628774661784293336029351376392407791
<51> × 192957014318376632131120220747611805227589329088927241976832631934622388748514730334494973730320991
<99> (Robert Backstrom / GGNFS-0.77.1-20060513-athlon-xp snfs, Msieve 1.28 /
October 8, 2007 2007 年 10 月 8 日)
6×10165-7 = 5
(9
)1643
<166> = 13 × 79 × 113 × 7235159683
<10> × 782556346460516558455522307
<27> × 89114521059015530309415870009443429755507579670159234491
<56> × 102468445422444548672703238249307270954451352766414703365751873047633
<69> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon snfs, Msieve 1.34 /
May 4, 2008 2008 年 5 月 4 日)
6×10166-7 = 5
(9
)1653
<167> =
definitely prime number 素数
6×10167-7 = 5
(9
)1663
<168> = 86004929922823687
<17> × 117124643630091042473553137641
<30> × 1422924018199617086667469983408773956446337923324187259
<55> × 41859873490837916408900575837828799444368507615420908476733092182981
<68> (Makoto Kamada / GMP-ECM 6.1.3 B1=250000, sigma=1060709564 for P30 /
September 29, 2007 2007 年 9 月 29 日) (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs / 154.80 hours on Core 2 Duo E6300 1.86GHz, Windows Vista /
October 13, 2007 2007 年 10 月 13 日)
6×10168-7 = 5
(9
)1673
<169> = 23321029517
<11> × 1946093975321
<13> × 949728193553251598869208949731525903
<36> ×
139200371060752713488619708492242929677851594313512689917170481207624637214984355584834412229638130149588591883<111> (Makoto Kamada / GMP-ECM 6.1.3 B1=250000, sigma=507378531 for P36 /
September 29, 2007 2007 年 9 月 29 日)
6×10169-7 = 5
(9
)1683
<170> = 23 × 233 × 953 × 6917 × 31153 × 128429681465951
<15> × 9251319662603903631647249201
<28> ×
45886808094922831130066415324310174992733935939017221438770830231630561151558742747972248194486088111977804664509<113>
6×10170-7 = 5
(9
)1693
<171> = 19 × 53 × 919 × 22820467 × 22795072861193
<14> × 3926779758432979034119147
<25> ×
317398019474385596418507534899916490737317279223727984256485884035662720568594476699866336705664397533018285127480666153<120>
6×10171-7 = 5
(9
)1703
<172> = 13 × 347 × 280561 × 3619261 × 104668478321136247869629778050319602787493232821426679133681787
<63> × 12514552052547785247649358827497335463132200483914345373302430877998388248495950980295389454969
<95> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon, Msieve 1.38 snfs / 7.18 hours, 2.96 hours /
October 18, 2008 2008 年 10 月 18 日)
6×10172-7 = 5
(9
)1713
<173> = 13690517 ×
4382595631706238705229320412077936866810800497892081066040091838752327614800814315485675230526356309261366827856099225471178334609277355997585774153014089971912675029<166>
6×10173-7 = 5
(9
)1723
<174> = 13413022373
<11> × 254106107960663411887642298189807618950496854389331792179242251
<63> ×
176039244907150995933870857374771574815002400239328663586454894500763717483116064141859499252833070191<102> (matsui / GGNFS-0.77.1-20060722-nocona /
April 29, 2009 2009 年 4 月 29 日)
6×10174-7 = 5
(9
)1733
<175> = 47 × 61 × 181 × 353 × 1087 × 208065115903
<12> × 53498614775444400440722161697184497031848799093664707502336807437
<65> × 2707066492448308746177376337283838766946249819732813277565648978401357591107953204777779
<88> (Warut Roonguthai / Msieve 1.47 snfs /
September 22, 2011 2011 年 9 月 22 日)
6×10175-7 = 5
(9
)1743
<176> = 3457 × 240996865670919031
<18> × 109751512809701851935244709
<27> ×
656190534268642783995141509463735363036328390877322117079760075938076227795602720881144770826922165183134370139739378121621610531<129>
6×10176-7 = 5
(9
)1753
<177> = 197 × 790812963581
<12> × 12815977898860751
<17> × 629823745637566725798931571
<27> × 918226296942461704458972289181
<30> × 519625837824018561400408914463969961854205081288415860377809697716089682349383075235628449
<90> (Makoto Kamada / GMP-ECM 6.1.3 B1=250000, sigma=3558571253 for P30 /
September 30, 2007 2007 年 9 月 30 日)
6×10177-7 = 5
(9
)1763
<178> = 13 × 1879847 × 12888596406220343627017425991
<29> × 7611452462480719754698423408128729268753947354423248202476309
<61> × 2502719806947767495392444807342013129478911402644681738926239081377202015355223577
<82> (Warut Roonguthai / Msieve 1.48 snfs /
March 22, 2012 2012 年 3 月 22 日)
6×10178-7 = 5
(9
)1773
<179> = 29 × 79 × 245126150692993267
<18> × 25555014258829643658277421177
<29> ×
4180809586358446140257910806830493899106225043016968016645041153773105641974794136065662144907018301006224616025086293137262447897<130> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=421405069 for P29 /
May 30, 2011 2011 年 5 月 30 日)
6×10179-7 = 5
(9
)1783
<180> = 421 × 1987 × 36579579556932487
<17> × 61950404263093349
<17> × 32214719309713242013252446127
<29> ×
9825034445152901935961343941427051693447911717439515033411367593262448843290849917926006685974339035210804587059<112>
6×10180-7 = 5
(9
)1793
<181> = 17 × 5791 × 4830487850130825355136992625082278853531328717363811995759451
<61> ×
12617048427077972576764760920138324767170820384685368004188695290274577720048489648872812603297601032348850349016469<116> (Hugo Platzer / Msieve-1.36 optimized 64-bit linux lattice siever from Greg Childers for P61 x P116 / 0.01 hours, 1.21 hours, 0.41 hours on ubuntu-8.0.4 64-bit(hardy) Intel Core 2 Quad Q6600 @2.4Ghz /
August 26, 2008 2008 年 8 月 26 日)
6×10181-7 = 5
(9
)1803
<182> = 15193 × 11600213 × 89899333984936105365387819186986113099
<38> × 1289747829959069521869855916958833257526365034799135453
<55> × 2936165076289167327584889888926912970057218559655263629096011171234579616000291
<79> (Robert Backstrom / Msieve 1.44 snfs /
February 9, 2012 2012 年 2 月 9 日)
6×10182-7 = 5
(9
)1813
<183> = 15857351 × 240859602451503853093
<21> × 1896512920414855022583134389866614561
<37> × 119444117471123006175538348935209835922752509
<45> × 693483406943763074018225167605758299531812440746406449298386871209348597999
<75> (Ignacio Santos / GMP-ECM 7.0 B1=11000000, sigma=1:3339309730 for P37 /
October 1, 2013 2013 年 10 月 1 日) (Erik Branger / GGNFS, Msieve gnfs for P45 x P75 /
October 22, 2013 2013 年 10 月 22 日)
6×10183-7 = 5
(9
)1823
<184> = 13 × 53 × 109 × 397 × 56713 × 116089 × 86358396697
<11> × 167062327021
<12> × 364234075092111249972929
<24> ×
5816713354557213625453542174512517276122938904574512368047812505002891284399601944804366375585300564197585531063177512429<121>
6×10184-7 = 5
(9
)1833
<185> = 3917 × 510007 × 13732841 × 129569543 × 221000107 × 436097591 ×
175138671672033494856167263877176421238275666199833551112474737373388758190280314444550065746329079020754848246932160145666307158157535718770937<144>
6×10185-7 = 5
(9
)1843
<186> = 1259 × 105094819 × 18234595094684519
<17> × 496645177774564607081
<21> × 91097916289552225379407273
<26> × 1567828725851495950483147060696472797473131
<43> × 3505861909643653215337674382799814173297028903124851463841838321295469
<70> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona gnfs for P43 x P70 / 17.45 hours on Core 2 Quad Q6600 /
October 5, 2007 2007 年 10 月 5 日)
6×10186-7 = 5
(9
)1853
<187> = 228587 × 16688590792387
<14> × 818096521418063
<15> × 412259044618623205200217317135691
<33> × 621191601891255108800185779424397210713201773373
<48> × 7507230359669973183883611707232379215093016535627310059290977680619000233
<73> (Serge Batalov / GMP-ECM B1=3000000, sigma=3176142533 for P33 /
January 9, 2014 2014 年 1 月 9 日) (Cyp / yafu v1.34.3 /
January 14, 2014 2014 年 1 月 14 日)
6×10187-7 = 5
(9
)1863
<188> = 3413 × 2142945331
<10> × 1070743067526137353
<19> × 107377163645117440961264816108776747
<36> × 1018854502130800326093309116539494197433692748956528407153
<58> × 70031673128309529021204141202795641424718070146335772581779425197
<65> (Serge Batalov / GMP-ECM B1=3000000, sigma=1869756375 for P36 /
January 9, 2014 2014 年 1 月 9 日) (Cyp / yafu v1.34.3 /
January 15, 2014 2014 年 1 月 15 日)
6×10188-7 = 5
(9
)1873
<189> = 19 × 89 × 2897 × 6343 × 3478641632839
<13> × 17774070976058545812562727183
<29> × 1037060249318566926853395903833359908179576427623996733169
<58> × 301136811546965926765661306873457648000605131623211291420171151020499225193725221
<81> (LegionMammal978 / GGNFS/Msieve v1.53 for P58 x P81 /
January 25, 2017 2017 年 1 月 25 日)
6×10189-7 = 5
(9
)1883
<190> = 13 × 3428293517807
<13> × 58104992324235497
<17> ×
2316948882965912445982408095286355295372861475017817680878788370237541967640759683677477341155594712026149003207352234868421960590023192852019457668882786947259<160>
6×10190-7 = 5
(9
)1893
<191> = 631 × 1997 × 338369 × 580529 × 67169196321839
<14> × 55383570834314372861
<20> × 203384538156280093871
<21> × 395663753293191304390177
<24> × 809718447072690922173550260073122489971426984525475152823927288616958390733368072118035468152343
<96>
6×10191-7 = 5
(9
)1903
<192> = 23 × 79 × 55691 × 16868993 × 69029399079521
<14> × 15113395120605769321211905289426490021569
<41> ×
336919400681420253618112131228090053850596762515131939852238806800442702391926508897453516033380232251466104732033697303267<123> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2478669635 for P41 /
May 6, 2014 2014 年 5 月 6 日)
6×10192-7 = 5
(9
)1913
<193> = 389467697 × 34217793173
<11> × 30671745863061668663336097476492388567179413
<44> × 608765517104044942714078957191991636251607038515911844503627
<60> × 24112335041961995467396440677190800432169351528616583827146263861824403
<71> (Lionel Debroux / GMP-ECM 7.0.4 B1=11000000, sigma=1:223758800 for P44 /
June 6, 2020 2020 年 6 月 6 日) (Dmitry Domanov / YAFU v1.34.5 for P60 x P71 /
June 12, 2020 2020 年 6 月 12 日)
6×10193-7 = 5
(9
)1923
<194> = 839777971 × 1799006831
<10> ×
39714944493875702499084737589598462134236723698227268245732384619493309363206167886956323135974260364137045461721471694308353077002618021345646983193101321456435684197407169293<176>
6×10194-7 = 5
(9
)1933
<195> = 39178985617
<11> × 4802722265791
<13> × 33229090813218236420754331
<26> ×
95960418093149798803738851779500576003383774326454468744975283854576978015524483968631589720492689785093964655507341059710475881897504365459484149<146>
6×10195-7 = 5
(9
)1943
<196> = 13 × 1377071 × 64013653213
<11> × 19036488880378127
<17> × 954703029198365683
<18> × 398532447094954651352220190753475613562819050521
<48> × 722869859392254312525995523744823006798692506836530940804590673515729655350716853217241820943987
<96> (Eric Jeancolas / cado-nfs-3.0.0 for P48 x P96 /
May 15, 2020 2020 年 5 月 15 日)
6×10196-7 = 5
(9
)1953
<197> = 17 × 53 × 127 × 7699 ×
68106477480735677043478924364842935514813168500477652861177580542200956827221062080719427064973612434752618255056131525540270155217261575820456060428961406423641543631359715186339101041241<188>
6×10197-7 = 5
(9
)1963
<198> = 617 × 853 × 227103908519
<12> × 690809699389309765793069
<24> ×
7266646270112464720379091068090141639978546837804692873269703375702331675850492604266385119234685079291977236562040031042775533872144523120984370132737091063<157>
6×10198-7 = 5
(9
)1973
<199> = 167 × 265447401151
<12> × 1599529266754550409912307759727
<31> × 69647709971114263612182443608905343
<35> × 45610601668477793926926081388624380347
<38> × 26637377659692163602198554600522012531276958722024202122767771088922418156704594787
<83> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=1986207576 for P31 /
October 21, 2008 2008 年 10 月 21 日) (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3216924143 for P35, Msieve 1.48 gnfs for P38 x P83 /
May 31, 2011 2011 年 5 月 31 日)
6×10199-7 = 5
(9
)1983
<200> = 223 × 6846603257419
<13> × 704494201038456318318171509
<27> × 6568656595375631798967539511461676337751901004941745455934803284595356131
<73> × 8492141940198216441557390024319366734169358903258047004748665152153638593326039752491
<85> (Eric Jeancolas / cado-nfs-3.0.0 for P73 x P85 /
January 19, 2021 2021 年 1 月 19 日)
6×10200-7 = 5
(9
)1993
<201> = 1206683 × 1041234439966907
<16> × 167324979574126408639391483449
<30> × 119767253465264908945335997836315181102526958786596546745759805691
<66> × 23829265748290073580832841134032587831644531175979526975178257287814960876567123033867
<86> (Makoto Kamada / GMP-ECM 6.1.3 B1=250000, sigma=2585676987 for P30 /
October 3, 2007 2007 年 10 月 3 日) (Eric Jeancolas / cado-nfs-3.0.0 for P66 x P86 /
February 18, 2021 2021 年 2 月 18 日)
6×10201-7 = 5
(9
)2003
<202> = 13
2 × 2383 × 147058957 × 8735222287173061
<16> × 3547211439276896118449457056186959
<34> × 41017411253768868150792082436333055868981909173917
<50> × 79711271633670150707407854142000413708937270806044717273827983205626316567082134798383589
<89> (Serge Batalov / GMP-ECM B1=1000000, sigma=1424310787 for P34 /
January 6, 2014 2014 年 1 月 6 日) (Erik Branger / GGNFS, Msieve gnfs for P50 x P89 /
March 1, 2014 2014 年 3 月 1 日)
6×10202-7 = 5
(9
)2013
<203> = 46691 × 29304115601019678532608859128163658159
<38> × 59276867876185391385707246327277191523238281310618224702395727147373
<68> × 739782763097059871738869536865950516118527937092620845674643802278481742722463938764431329489
<93> (Serge Batalov / GMP-ECM B1=43000000, sigma=1727713119 for P38 /
November 1, 2013 2013 年 11 月 1 日) (Bob Backstrom / Msieve 1.44 snfs for P68 x P93 /
December 25, 2023 2023 年 12 月 25 日)
6×10203-7 = 5
(9
)2023
<204> = 2600093137
<10> × 9603173731507
<13> × 167791428673670049774888278616583016267
<39> ×
143211465104442004734481009448674696921951321929459102946061535463538092109500235693148022731218565893444196925501975577958224570303403358743481<144> (Serge Batalov / GMP-ECM B1=3000000, sigma=1457802403 for P39 /
January 9, 2014 2014 年 1 月 9 日)
6×10204-7 = 5
(9
)2033
<205> = 79 × 733 × 7090805166007035877
<19> ×
14612503628760280110971509736382323188211519675310994031845357162477760593071126358352419536004316148549871138233795097514780880015561235130682122719862939670348215147254805634909287<182>
6×10205-7 = 5
(9
)2043
<206> = 601949 × 6388352751007096117
<19> × 390085971323808813266453279210716512053
<39> ×
39998373558100342327028989787796471745273789074830656541819642477023721331560391949595021507575595149074059178377577889481861688780612719968757<143> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2078481920 for P39 /
October 16, 2013 2013 年 10 月 16 日)
6×10206-7 = 5
(9
)2053
<207> = 19 × 29 × 157 × 353 × 1468677267597767
<16> × 75106505321649353
<17> × 1449903040801717991637054416254215406303664486114313917158009120216147499219933
<79> × 122852049287965444249532433636590967703352515289247660728838386188979385774979130309244601
<90> (Bob Backstrom / Msieve 1.44 snfs for P79 x P90 /
April 9, 2024 2024 年 4 月 9 日)
6×10207-7 = 5
(9
)2063
<208> = 13 × 107 × 743 × 52196483629372861
<17> ×
111222860456833380572013890510100366035224533667032722203269568834938183800272259842739199900510351577932212835664742415220272352728952305867989988224978718167406836338054683797782680101<186>
6×10208-7 = 5
(9
)2073
<209> = 719 × 5701 × 6781 ×
2158626849530862851157100221456877962699408622397623819771404115637785820817981316642026851999878655382005841981857624999571067353580407983582264454120134243324360635425702161862548430947049221242087<199>
6×10209-7 = 5
(9
)2083
<210> = 53 × 93607 × 2593563313129727
<16> × 57774473857977965388169
<23> × 29818570845730039581013555121715014175341
<41> × 572878463648348306656074070951385245275469072538326476371
<57> × 47248157781490066772756840926150893802416713080370380842024732687731
<68> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=700051721 for P41 /
February 11, 2014 2014 年 2 月 11 日) (Cyp / yafu v1.34.3 /
February 16, 2014 2014 年 2 月 16 日)
6×10210-7 = 5
(9
)2093
<211> =
definitely prime number 素数
6×10211-7 = 5
(9
)2103
<212> = 11839901 × 311958711826380670228583913287291701
<36> × 540295561894246901892033834785571035329
<39> ×
30065931305828818608073114054487705118744870955170156239926997271894378170487281692260457713367886980427662145483223502717158751417<131> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2097797404 for P39 /
October 16, 2013 2013 年 10 月 16 日) (Serge Batalov / GMP-ECM B1=3000000, sigma=3418943530 for P36 /
November 1, 2013 2013 年 11 月 1 日)
6×10212-7 = 5
(9
)2113
<213> = 17 × 57839 × 12924133 × 2567787514036924791971049057952647914417
<40> ×
[18387430828133090868280056066109722518592936333816776513918926624256868385201688498654044065320973694986233174625657861815034078415761034580043831311471916410251<161>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=471481761 for P40 /
February 12, 2014 2014 年 2 月 12 日)
Free to factor
6×10213-7 = 5
(9
)2123
<214> = 13 × 23 × 151 × 557 × 218339827 × 708415319 ×
[1542506539062523362845414743045369564363500714752145151633197224103144130400509376378453467840314567926737851205599392882547784895024772119112244288458203605525624748217619919285029152966877<190>]
Free to factor
6×10214-7 = 5
(9
)2133
<215> = 29221 × 1073725612028483
<16> ×
1912330111505253842838083196241794291204474366442364387724560773184917205213518938889331649782203735812043174650854008481139219232658680845146376713215705024240360558665678654704990447665214337751<196>
6×10215-7 = 5
(9
)2143
<216> = 104053 × 19922718389775742247992321
<26> ×
289433001320939120285436519276811071967857861705238433543624451155121791783670507290754995230410485082059179335033606379545803318767206564675461509468265270463074030782821496974480969461<186>
6×10216-7 = 5
(9
)2153
<217> = 53353980108984857633773997
<26> × 1636852446870939868159467990675221188181
<40> ×
[68702872562604922118392274357662248085852479607754285781352251160416812924309302732545610041144363075011136560007506457381706401625884135072465280163849<152>] (Cyp / GMP-ECM 6.4.4 B1=43000000, sigma=2040720261 for P40 /
January 11, 2014 2014 年 1 月 11 日)
Free to factor
6×10217-7 = 5
(9
)2163
<218> = 79 × 443 × 751 × 761 × 331613 × 36879348118343310258789707
<26> × 66137465709238095020620052739931682981289137
<44> × 270763510062916212845166504900234502345652383277735171
<54> × 13697565027108932915992113586640126341512930270793847307919847440870910357137247
<80> (Cyp / GMP-ECM 6.4.4 B1=3000000, sigma=224963540 for P44 /
January 4, 2014 2014 年 1 月 4 日) (Serge Batalov / Msieve 1.51 gnfs for P54 x P80 /
August 21, 2015 2015 年 8 月 21 日)
6×10218-7 = 5
(9
)2173
<219> = 863917 × 2866961 × 4608861457159
<13> × 155710312583703372263
<21> × 17320503841926041544281148769
<29> × 76360588735912612431535891627398748029297349
<44> ×
255221129250219321357137589287407489493572776856499734241329483025399088846767307115109714780001644057<102> (Serge Batalov / GMP-ECM B1=11000000, sigma=3392657045 for P44 /
May 24, 2014 2014 年 5 月 24 日)
6×10219-7 = 5
(9
)2183
<220> = 13 × 59 × 131 × 9371 × 233782872875344382907556209066067
<33> ×
27257496291977767419291463544724027669713232457928056354148101588477554127056125940713011435036808374406145447997833319235111178347889133973204785673891249671276965840694309120237<179> (Serge Batalov / GMP-ECM B1=3000000, sigma=2898156848 for P33 /
November 1, 2013 2013 年 11 月 1 日)
6×10220-7 = 5
(9
)2193
<221> = 47 × 1393367 × 19307126483492120896971149479692957629
<38> × 48985923933948334929852088813345089055715877400004811188377757793577
<68> ×
968721472437726245022408988034421710710860860788557536720550978920910873988994236421551359991115050425436429<108> (Serge Batalov / GMP-ECM B1=3000000, sigma=2150748137 for P38 /
November 2, 2013 2013 年 11 月 2 日) (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P68 x P108 /
December 17, 2018 2018 年 12 月 17 日)
6×10221-7 = 5
(9
)2203
<222> = 12541 × 33961 × 78515986552644657732082603
<26> ×
17942399436346699248638301263456087589490030254846950943537808509885130244327437175135384951376294443540528200972698748182045205324931825173072779327973465655917063606342446499438628861231<188>
6×10222-7 = 5
(9
)2213
<223> = 53 × 1123 × 12263 × 1305983892932987
<16> × 167305860942123330847117343726028946790408797787
<48> ×
37622696610740827755974969366436129155230788686205485615619721625099548199323905918163513006447739826015134599828294413238428758739140887651733270170601<152> (Erik Branger / GGNFS, NFS_factory, Msieve snfs for P48 x P152 /
February 1, 2022 2022 年 2 月 1 日)
6×10223-7 = 5
(9
)2223
<224> = 1049 × 8089012646558754461347
<22> × 2071725456229675594259859746057768800247147
<43> ×
3413092396702055919068854952954541528828992148410843161911584687304886078005444720867110672897268283675367444060018598151246111262783360773098625212178919873<157> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2336274041 for P43 /
May 19, 2014 2014 年 5 月 19 日)
6×10224-7 = 5
(9
)2233
<225> = 19 × 307 × 7411 × 36930067 × 1310998092960072791489
<22> × 130910239426479561478221478228124361171329
<42> × 30567829833603084236704826086123006360099231193
<47> ×
71641072857280879561358142856547995575956976728762722111538799112654979777206772239778163629801230801<101> (Cyp / GMP-ECM 6.4.4 B1=3000000, sigma=2627541283 for P47 /
January 2, 2014 2014 年 1 月 2 日) (Serge Batalov / GMP-ECM B1=43000000, sigma=3612403732 for P42 /
January 5, 2014 2014 年 1 月 5 日)
6×10225-7 = 5
(9
)2243
<226> = 13 × 230607964319
<12> × 668317376035047279103
<21> ×
2994682903245513953312188422459576231596906430654699489559864503703485486373462547321771514117273223523428514911103900936381455835567283953391506990439357972386857494497569125421759836453443773<193>
6×10226-7 = 5
(9
)2253
<227> = 30593 × 96589 × 163819689037942547
<18> × 897910314739238731057
<21> × 25746420231816094764579034463
<29> × 3833388626898552652550445185856511363
<37> × 105777202952677195457902263238307515780543849
<45> × 13222411647535062273267472723169276613120149337477547880080120454825491
<71> (Serge Batalov / GMP-ECM B1=3000000, sigma=1909057767 for P29 /
November 1, 2013 2013 年 11 月 1 日) (Serge Batalov / GMP-ECM B1=11000000, sigma=2973114681 for P45, B1=11000000, sigma=2014910838 for P37 /
November 8, 2013 2013 年 11 月 8 日)
6×10227-7 = 5
(9
)2263
<228> = 827 × 189502793 × 57300766427
<11> × 871609707939043
<15> × 249413848406718040007
<21> × 17304493378854491115157
<23> × 298284815694203150657662861008473
<33> × 3789188942877255212214488172331067
<34> × 15714145718504179822763169201172156470076284685051829424071607056339193193508832587
<83> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=1020382870 for P34 /
October 17, 2013 2013 年 10 月 17 日) (Ignacio Santos / GMP-ECM 7.0 B1=3000000, sigma=1:24939721 for P33 /
October 21, 2013 2013 年 10 月 21 日)
6×10228-7 = 5
(9
)2273
<229> = 17 × 1867 × 394411 × 53078923801
<11> × 1862422854759261789565021115101
<31> × 114893172391293634859321757591092614451571239
<45> × 62354198385784078652543639394712953073286592013441715910118636939
<65> × 676781797388640941520194795527082530187599398601858376197776967247777
<69> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2729384233 for P31 /
October 17, 2013 2013 年 10 月 17 日) (Cyp / GMP-ECM 6.4.4 B1=43000000, sigma=3666709892 for P45 /
February 10, 2014 2014 年 2 月 10 日) (Erik Branger / GGNFS, Msieve gnfs for P65 x P69 /
May 16, 2014 2014 年 5 月 16 日)
6×10229-7 = 5
(9
)2283
<230> = 26357 × 3572020174117
<13> × 9272430881029
<13> ×
[68730225070670497357059716220057026366619836411460698684787677130507632166166884235704939944122507213652488645758057955092957188834881023504194714739669829658466126049239760389453568516080001487752093<200>]
Free to factor
6×10230-7 = 5
(9
)2293
<231> = 79 × 193 × 868949909 × 231639324823358891484883
<24> ×
[195505877266486447481417749933187996985323275675386920032342318511821762072103081403771151087045133360303742195689858698366066826882936773930223558900661920615371100794393472088696515358956588377<195>]
Free to factor
6×10231-7 = 5
(9
)2303
<232> = 13 × 317 × 456400245053322088038849472838330849
<36> ×
[3190088760248879437217194233654760707531334742989936335944033255204184170059787798211275548868164687763031097604042014067854869277249706205899430465006089855975341482211332036652051725497180417<193>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2062602482 for P36 /
October 17, 2013 2013 年 10 月 17 日)
Free to factor
6×10232-7 = 5
(9
)2313
<233> = 89 × 2503 × 94873 × 558473 × 3253799 × 2680631763990407
<16> × 22959090971763588806138577180481
<32> ×
[25384756932687219930453518491249876151812998558356222673663613374518774284411564972964658099752552521270073374713652965116597216285816352805048553746849223166183047<164>] (Serge Batalov / GMP-ECM B1=3000000, sigma=691027848 for P32 /
November 1, 2013 2013 年 11 月 1 日)
Free to factor
6×10233-7 = 5
(9
)2323
<234> = 311 × 9181296079
<10> × 409328505527
<12> × 6986715030303458445187
<22> ×
[73475381355484171885510211354239615179915676591677408806043118597449168167827921687455453432863510422818693246019800376170370142897873779365096641008262271955886373485395088512459706503853<188>]
Free to factor
6×10234-7 = 5
(9
)2333
<235> = 29 × 61 × 1627 × 812759 × 5759252780179237635923525639895493
<34> ×
[445356644953027901331247310741740642869010445393480147283961861498034854521409795693118571063181259880481998367355453802637935024930174156525318073927379485466089114967695978220510146501553<189>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3830289319 for P34 /
February 13, 2014 2014 年 2 月 13 日)
Free to factor
6×10235-7 = 5
(9
)2343
<236> = 23 × 53 × 16389915209
<11> × 1205696042827
<13> ×
[2490766422300790450197470703432246339565085409157833753806477540766249083044480399062552468822763200633862377673362008317034526664976236134451248072366853148479868880600543478686725386119318762576718014360077329<211>]
Free to factor
6×10236-7 = 5
(9
)2353
<237> = 1327 × 6089 × 30364627 × 352057016606387
<15> ×
6946297802442785155237128884587200442259215613206811956112315345125012634907875861963557996088809744016236632042498790364458491732260879133192831575975020218470410994460831520107708374764327309085805811599719<208>
6×10237-7 = 5
(9
)2363
<238> = 13 × 3547 × 7797487 ×
[16687529645358346552099176076114322971671123374471549998510559130574193252037689866599837034602311092770469784559189635204361289192520301321344860431755239050322231258360282886984414332476128448646227852000304871254228087648649<227>]
Free to factor
6×10238-7 = 5
(9
)2373
<239> = 127 × 353 × 1787 × 1861 × 7057 ×
[57027164867933544667929347729146291294810744149638049391136144462923224011955488128053643628268072148485237256951395587889834353401428283180534388230028587582994178514620079680124151687902301218223810730913217354561420443697<224>]
Free to factor
6×10239-7 = 5
(9
)2383
<240> = 367 × 669847613 × 107171318134399301
<18> × 617921244619796462417
<21> × 32171290787250322311661
<23> ×
[1145589400607813183439206502949792919389991135109531260911262874682046042097739557031246776452129457702678681528962513018633468046934458590775164481767798028553497311059<169>]
Free to factor
6×10240-7 = 5
(9
)2393
<241> = 659 ×
[9104704097116843702579666160849772382397572078907435508345978755690440060698027314112291350531107738998482549317147192716236722306525037936267071320182094081942336874051593323216995447647951441578148710166919575113808801213960546282245827<238>]
Free to factor
6×10241-7 = 5
(9
)2403
<242> = 7840006908796231670556778759
<28> × 9365535225043372970562338374352940781
<37> ×
[817150787065562740799608135512986065617721357546705538848641321766113003200265160987715166767242153549914911779324553709434089761265652106304676156159209153543466721939449738267<177>] (Serge Batalov / GMP-ECM B1=3000000, sigma=3759282747 for P37 /
November 1, 2013 2013 年 11 月 1 日)
Free to factor
6×10242-7 = 5
(9
)2413
<243> = 19 × 161087 × 4869283411
<10> × 974635549277568843306743
<24> × 11308512835624223767543421314805572991
<38> × 359268505810217724534014033961759422250623
<42> × 18805445164525970963694641657320827008628539
<44> × 540656705166826678404710296075078464976448561036780676408732753726278823803489611
<81> (Cyp / GMP-ECM 6.4.4 B1=43000000, sigma=3115601812 for P38, B1=43000000, sigma=3255574250 for P42 /
February 8, 2014 2014 年 2 月 8 日) (Cyp / yafu v1.34.3 /
February 9, 2014 2014 年 2 月 9 日)
6×10243-7 = 5
(9
)2423
<244> = 13 × 79 × 7136771 × 335659407653527
<15> × 7792988669269528060665151
<25> ×
[312950879596415799099005083174760562747134402736702187008162740637278798980656639697261626915894019421610871338664434126671474091039035435089989630818322819569919279489401727498147077876041293577<195>]
Free to factor
6×10244-7 = 5
(9
)2433
<245> = 17
2 × 8581 × 21557 ×
[1122347087572990657127375888503857579883196168736497915398825712181935757807338343134786115601450390757225281380618744114296481457295895922104932352234048235087550039706710456631023549395180788218161627778064588483876750810897215793361<235>]
Free to factor
6×10245-7 = 5
(9
)2443
<246> = 162583019404032247
<18> ×
3690422297478375566214018243028522716570996148947611133437926801413729433842584262717761662718936401354510438206608182533684195901968219333776724984946594010724985041949812695135326005696500597278908098296296708199583679814795919<229>
6×10246-7 = 5
(9
)2453
<247> = 12668941 × 79185560280536316602920477227070112291
<38> ×
5980877989249031763041421765607091778713546104697997874426092659332549200886077790772981180182234410914727167204088189403564435292415014525748979304104736690734722714371543319564592527691886707137533503<202> (Serge Batalov / GMP-ECM 6.4.4 B1=200000000, x0=2495813513 for P38 /
October 28, 2013 2013 年 10 月 28 日)
6×10247-7 = 5
(9
)2463
<248> = 683453 × 418521620954797466015933
<24> ×
[209760977173013735042998766615537461465941170778509768895677680487683174944700801995830534159648803229237492628038850152147309751027419851636672667813361186868419085566429269410363660897288200354184493351643605605379057<219>]
Free to factor
6×10248-7 = 5
(9
)2473
<249> = 53 × 317831 × 4618703 ×
[7711859169501601495312292096347070111007827151664349779971007965693955497397806893166936656559318631070994871987879771781145164363631613854356745563186050408441197824774239249731053004683909769562050479422125119639526901830536495663917<235>]
Free to factor
6×10249-7 = 5
(9
)2483
<250> = 13 × 3469 × 12017381 × 3759625901
<10> × 267192145523
<12> × 6837114297083333388507144355550317
<34> ×
1611953863856460489751940106720545763960009598534595440622470584793666191691439561200746490581611219354395861044760899077664711187949329497235732601318715162216637236775541681785632439<184> (Serge Batalov / GMP-ECM B1=3000000, sigma=3058474683 for P34 /
November 2, 2013 2013 年 11 月 2 日)
6×10250-7 = 5
(9
)2493
<251> = 149 × 8231 × 475378418423613293
<18> × 457243100175300144353938200139543487
<36> × 10641006840191269172806186347061341221712871
<44> ×
[21151590791764362440855282219326306305380033809233825201883675449232821719640515175216135479709590982580392451419418402662587185780478168318857527527<149>] (Serge Batalov / GMP-ECM B1=3000000, sigma=4277155030 for P36 /
January 9, 2014 2014 年 1 月 9 日) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2398104050 for P44 /
March 4, 2014 2014 年 3 月 4 日)
Free to factor
6×10251-7 = 5
(9
)2503
<252> = 232350683105746112770709151339707709930636889163488057552108911395236389495916717
<81> ×
2582303576559451881554996886679465754203241259986571893097310300520915264736107327736845477232306671460860551567715077817919752896447719728354148426932013239111238294405629<172> (NFS@Home + Greg Childers / GGNFS + Msieve for P81 x P172 /
July 22, 2022 2022 年 7 月 22 日)
6×10252-7 = 5
(9
)2513
<253> = 231442357929733
<15> ×
[25924381576779599351712326175171314247285549770513544999937631410195957069795492298878668775770541617395155677723890991495276108012166754201886075311693501039800014643661847020095547957392716627619711769757177668080652735153273998967013221<239>]
Free to factor
6×10253-7 = 5
(9
)2523
<254> = 97 × 5029084301
<10> ×
[122995890307094662291592870984680938556338760800458779841592691600607244147337156096801800486267215300096245280227019910198111546295113025361469155743090210941398365008955980796290177831149866147085033926323883877870670784879595039349265022269<243>]
Free to factor
6×10254-7 = 5
(9
)2533
<255> = 179 × 61469 × 10330523627
<11> × 65447585508843001
<17> ×
[80654036411457774575788531093004971418097736278069662664234118224481375414463207440096977236140660002908719950460489741766198949194520882349213852156002578102224988266821234854614016486350633493849140569752291027332889509<221>]
Free to factor
6×10255-7 = 5
(9
)2543
<256> = 13 × 3334667191
<10> × 39366485581669
<14> × 15647132771961907529
<20> ×
[224695300144447328137734440409916037196974181544079132527305637403842823261102646918735662267799087455710724493811898816040290456709047776870276944862545864670598940724495208403059080155783948717885450633115358071<213>]
Free to factor
6×10256-7 = 5
(9
)2553
<257> = 79 × 6198142583
<10> ×
[122535688831874029408253225334835235890338906337302966163366024102900979796459896878379199118199660668988452493737809961493373874854590347698138391621557967757305087295065207661275353335145550791011787485832685296482649277510971500808528511011649<246>]
Free to factor
6×10257-7 = 5
(9
)2563
<258> = 23 × 28868881186785632761461495879551
<32> ×
903635868427076649236190718744140367685220867192420057767451491203134001877373949760741007183953732554678193455702901418539395544071876260236792187173999210979401874504940320499327947487459787642883295438702868562671974765841<225> (Erik Branger / GMP-ECM B1=3e6, sigma=3:3598702053 for P32 x P225 /
April 15, 2019 2019 年 4 月 15 日)
6×10258-7 = 5
(9
)2573
<259> = 9052033 × 45214944890767
<14> × 60077604999356090740193
<23> × 6719603944933255873472710996739
<31> ×
[36313392887398138627408668626073405325803828606791131780678026624591180682709953596851350508853479171779996144303218865109652574446214206485591291837453475444913220895345786329272400669<185>] (Erik Branger / GMP-ECM B1=3e6, sigma=3:3553426022 for P31 /
April 15, 2019 2019 年 4 月 15 日)
Free to factor
6×10259-7 = 5
(9
)2583
<260> = 42407 × 515075111 ×
[2746901808891289927570927454156029356891476409607366167352730368352445876512761132112548746268437765396862074096429724522976957129962748551656584599404616235564889662687349591615321754571162428834925426669098554362730445319683675803860367786675209<247>]
Free to factor
6×10260-7 = 5
(9
)2593
<261> = 17 × 19 × 107 × 283 × 16711001 × 18815986547
<11> × 700790884608044173
<18> × 300539151514557343479600159143
<30> × 5085481229440760018708558641189
<31> ×
182149297204223537267422940261040679533622182135752568229975750742141125840641267614373104154949181092129579554679270746871247862406008685420945269139388461303<159> (Erik Branger / GMP-ECM B1=3e6, sigma=3:2593303082 for P30, B1=3e6, sigma=3:2593303079 for P31 x P159 /
April 15, 2019 2019 年 4 月 15 日)
6×10261-7 = 5
(9
)2603
<262> = 13 × 53 ×
[8708272859216255442670537010159651669085631349782293178519593613933236574746008708272859216255442670537010159651669085631349782293178519593613933236574746008708272859216255442670537010159651669085631349782293178519593613933236574746008708272859216255442670537<259>]
Free to factor
6×10262-7 = 5
(9
)2613
<263> = 29 × 21557323017820847
<17> ×
[95975066826758699519897962105212299014833690053856911534214330546916467467663938947352250653716876873107406866461173505530818156248626910275075227433275005970122156890465269563491907209703114039896826977225831267844363573647352530591563358324611<245>]
Free to factor
6×10263-7 = 5
(9
)2623
<264> = 1274055259580364739
<19> ×
[470937186976977630759665643604025402027309380780202501680695278810458741000837454499122609828803611427742285526314782160682438515387565704584205908461020868808141493492794978568495390420569331927119480964924878040926406160826431603202523257514387<246>]
Free to factor
6×10264-7 = 5
(9
)2633
<265> = 5478518303
<10> × 786441166100744761647097
<24> ×
[1392585583811589904239522247295934588359534429762654306696415314410677520637280941047140438433941462427985985092917424012838689373563783103980534973281557327898548962373221640445895402060947574669886525624538513029007912049891053023<232>]
Free to factor
6×10265-7 = 5
(9
)2643
<266> = 269 × 733 × 1928947 × 90514507 × 5209923276945075844669617292811
<31> ×
[334522383547700366667883195181827738808459297266347414307880046162824810655377776759035637517273738492282510895739694245480405155174067137709362048102955559659000437744182475095780881048924396475627836996499185494611<216>] (Erik Branger / GMP-ECM B1=3e6, sigma=3:1655640948 for P31 /
April 15, 2019 2019 年 4 月 15 日)
Free to factor
6×10266-7 = 5
(9
)2653
<267> = 47 × 58613 × 35161613 × 1309632637
<10> ×
4729782420875553213800826212044514508484007815367500111184409754982682863012219389088678149926967376890320872479863503766757101789083680504372225827579408345035362647760371080431688769778474178783958512665467135328084682624512907838308724155923<244>
6×10267-7 = 5
(9
)2663
<268> = 13 × 4357 × 22963 × 31746791 ×
[145308787678146574236721585836039244136921261139018369275488950673225572094830431584964469768133551566213967765465984210353418415587865496028619685923593546213367477924739534494466099632406436554979545865363100138291928024622684639490224682408139689381<252>]
Free to factor
6×10268-7 = 5
(9
)2673
<269> = 1118982578629
<13> × 469230753591253
<15> ×
[114272428510520504704102686757547311497195878060625323443652334336440714947519895895321525189403378183959975429659535752901752712915690358857507444009572414678793516843357008280954525744564690545468549865857769853586427129930783890795750105489<243>]
Free to factor
6×10269-7 = 5
(9
)2683
<270> = 79 ×
7594936708860759493670886075949367088607594936708860759493670886075949367088607594936708860759493670886075949367088607594936708860759493670886075949367088607594936708860759493670886075949367088607594936708860759493670886075949367088607594936708860759493670886075949367<268>
6×10270-7 = 5
(9
)2693
<271> = 353 × 12824135647
<11> × 43168818641887
<14> × 46068351860287
<14> ×
[666462323301471577130288582335166637951805313645533844775094620060312466065242039522803881855499575185990342335929378826020896301409958238693723910921815061541607399392940252852926708394680139718635691218545135770794660700730840167<231>]
Free to factor
6×10271-7 = 5
(9
)2703
<272> = 3821 × 3748897 × 7256908316831
<13> × 43770340200221
<14> × 143894176217410589
<18> × 19067183671831752925689447915479803
<35> × 68634416041868218782954466988242229
<35> ×
[70027308660793538728282942000922898763117334573624826484120924797120864256740460716270699449157098095173481520207372071550745268959657301592869524973<149>] (Erik Branger / GMP-ECM B1=3e6, sigma=3:3734927587 for P35(1906...), B1=3e6, sigma=3:2873985396 for P35(6863...) /
April 15, 2019 2019 年 4 月 15 日)
Free to factor
6×10272-7 = 5
(9
)2713
<273> = 4999 × 5693 × 5979886391222923073
<19> ×
[3525607786688638053330969782932580572198836499620810010414910095856949323566853850407048507976500185524833859300768072182640847011945223973645406806564350194898376606164665924812239536814215285501957682908740522718452774719985986370449681225333163<247>]
Free to factor
6×10273-7 = 5
(9
)2723
<274> = 13 × 881 × 108581115274937
<15> × 8112892136779436226592355261
<28> × 1073811330552959349173251542573312613
<37> ×
[553826850626553457722502836270312769637740715686265976804468339295646079995671784028415155719151131592525458613150719158112730338781050005345893452360134435945291971901243789525432038473083141<192>] (Erik Branger / GMP-ECM B1=3e6, sigma=3:3432911110 for P37 /
April 15, 2019 2019 年 4 月 15 日)
Free to factor
6×10274-7 = 5
(9
)2733
<275> = 53 × 197 × 288332713 × 4561941139748453133052841
<25> × 2961971685575471646537157159817
<31> ×
[1474974988969315084136374745171026742281985427069803978630832027473732081625409398232219163913208847364794509367529001270533698998459956547224883393745575536562270310559822253493915763744668565339887208107993<208>] (Erik Branger / GMP-ECM B1=3e6, sigma=3:113723038 for P31 /
April 15, 2019 2019 年 4 月 15 日)
Free to factor
6×10275-7 = 5
(9
)2743
<276> = 2707 × 381239 × 8107787 × 529173251 × 926085779 ×
[146323554944038181496893660242212959538158831431288354806714112181200060926789644844605396582218666512170819562635304982593778023369941214826676573047335898740725678268699364415580376390544424831055450129665171673924124247624490872869327103767<243>]
Free to factor
6×10276-7 = 5
(9
)2753
<277> = 17 × 89 × 1283 × 207923 ×
14865623636471816745743028023560662981362950623338615646219822433471071839379377979381422071062857752423993838347639097965161761216653523636769440653287648443036346858271257478855334212502153690393256593328780635124044628619154234637639760266032257403027926215059129<266>
6×10277-7 = 5
(9
)2763
<278> = 59 × 113 × 586037 ×
[15356624278840542587323304911836571925569414139145321685586007729272073314651711534845688381221504281580799099138649785175325551777414482306495370460617791276954648539992659876559323114748710577139285149636350824425070977146474199726247236031900509107901372507483301567<269>]
Free to factor
6×10278-7 = 5
(9
)2773
<279> = 19 × 45376348985784239
<17> × 8707034862791452541887887020003
<31> × 115145748676747029396245991891358675289
<39> ×
694144535067654965264511533785071554350375787211053078234789247460214388758456890609173178499642233129611246036156529689370210369473768364399704885352040978835411632992368940821867687986757319<192> (Erik Branger / GMP-ECM B1=3e6, sigma=3:1547579174 for P31, B1=3e6, sigma=3:1547578976 for P39 x P192 /
April 15, 2019 2019 年 4 月 15 日)
6×10279-7 = 5
(9
)2783
<280> = 13
2 × 23
3 × 369283 × 1807357 ×
4371976077638122485107233997361198063893386578849949206826220089932056359268514431385679053550520613954070244100800172108631664659474074880212533513091351798916519524924837847881433399550663719359787883265778498194693757033234003034304512425051297982797418342161<262>
6×10280-7 = 5
(9
)2793
<281> = 127 × 77369 × 288213911 × 63164087030142732665188159
<26> × 3166596001178686971818792160424487
<34> ×
[105926037110616399667841128233714401363786050128511583762558379747214136083368525596982599060750443101118868953008079499029779629455949177696911972967774223625728685622633351495412091166326088075586056359297<207>] (Erik Branger / GMP-ECM B1=3e6, sigma=3:4076906749 for P34 /
April 15, 2019 2019 年 4 月 15 日)
Free to factor
6×10281-7 = 5
(9
)2803
<282> = 1078706765415588653
<19> × 157780098141139469091556391669
<30> ×
[3525296306574364126344892262838735065055782873330736105160669776650098750426276181143160676246523014662433519475950224551321207708366525021462270958869548678682033988150716658681900341869808958461494835087003112757025394924292746227049<235>] (Erik Branger / GMP-ECM B1=3e6, sigma=3:4172422210 for P30 /
April 15, 2019 2019 年 4 月 15 日)
Free to factor
6×10282-7 = 5
(9
)2813
<283> = 79 × 397 × 2568125023
<10> ×
74493347375610424545748086783529565403870462064262615502032845966748743734252497932015087593912407685380990103760256377456836329467082370487276265419069702284705420149257571041843252062822530674331932697728686866736414155658110950720684872083596102528144041299060306957<269>
6×10283-7 = 5
(9
)2823
<284> = 30591593 × 589293838873
<12> × 83816063124290757257
<20> × 445466974729143978503
<21> × 380352522531287163468847
<24> ×
[234362534366691845732810479310295169334442061470259296110224069546460033180384589231605538614226343628924784763889958754225153839964547477065457001464944949340401973140495478593774470365005953954377001<201>]
Free to factor
6×10284-7 = 5
(9
)2833
<285> = 157 ×
[3821656050955414012738853503184713375796178343949044585987261146496815286624203821656050955414012738853503184713375796178343949044585987261146496815286624203821656050955414012738853503184713375796178343949044585987261146496815286624203821656050955414012738853503184713375796178343949<283>]
Free to factor
6×10285-7 = 5
(9
)2843
<286> = 13 × 479 × 617 × 85236747188407
<14> × 249883553189932331
<18> × 24382314697629149746283
<23> × 329422726408054326601737885791
<30> × 7093755403827560610404280766186747046129
<40> ×
[1286820529515952434840307849859247523540977614385340551277832846199846072651991117356805673802731949340827323098739919192495754384760495257075914700964860763<157>] (Erik Branger / GMP-ECM B1=3e6, sigma=3:1227920072 for P30 /
April 15, 2019 2019 年 4 月 15 日) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1:1294301738 for P40 /
April 17, 2019 2019 年 4 月 17 日)
Free to factor
6×10286-7 = 5
(9
)2853
<287> = 196232769379
<12> × 75319747826516472976847
<23> ×
[4059484243744915043835488125051295403139046431449063740983535519574700432894934381027486382020460485246592564028540251186948999357094377637925438373107811280459471100417110801958394296614607913738326998770382971422416406917476083690992445128594854242461<253>]
Free to factor
6×10287-7 = 5
(9
)2863
<288> = 53 × 133193993 × 12143032386730760635857020900612922017
<38> ×
[6999444732462793566401469447973831858399068687513871979144077263259609268480057274720632432278852148569322961524096793988829397261352401020523956980088622329569520966815155230064703768014330581380743024604861822613995148858726560191070685101<241>] (Erik Branger / GMP-ECM B1=3e6, sigma=3:294790160 for P38 /
April 15, 2019 2019 年 4 月 15 日)
Free to factor
6×10288-7 = 5
(9
)2873
<289> = 151 × 3943 × 12344900755544301597044243317985933
<35> ×
[816319034299488779375512252298423713164891151353104108562492718080690132845960521636504840843730426232427703809735780507128007841029311326918808390365778741394799157298009210760807801327988256550821472194329388576693642025194190512736901195826779997<249>] (Erik Branger / GMP-ECM B1=3e6, sigma=3:4203548720 for P35 /
April 15, 2019 2019 年 4 月 15 日)
Free to factor
6×10289-7 = 5
(9
)2883
<290> = 2633 × 289243 × 378953 × 1720250760971747
<16> × 17933111843897476947397
<23> ×
[6739144502115668893316382355368022871256186552767855392180833056416776322226944624223576226632867004448986836730327931722823899153035862195233204503914334808829581120549871613039512235008290213964026995878568791353020169207875616974890661<238>]
Free to factor
6×10290-7 = 5
(9
)2893
<291> = 29 × 983 × 60272521 × 230318909 ×
[1516180068079328999413090623377344131499722763904287086370991266676112956623787749535096601977479169069114436963985665461030309171235578528663689500253428081050018521573907117602500652839040210700592356273065673193559800543932228135395184645499185057830611290133915236191<271>]
Free to factor
6×10291-7 = 5
(9
)2903
<292> = 13 × 109 × 1319 × 2407781 × 12132709 × 3369253339
<10> × 3168277375091
<13> × 4496667950113
<13> ×
2289360355126326753773536102105850451063080137053279382936407095863434716627024133814288574134023075759616147534316667930101395564409504730699420467466396613832944034992155903150114261044234775537322605812659398732491217246770732199901567<238>
6×10292-7 = 5
(9
)2913
<293> = 17 × 95681879 × 1269727095671
<13> × 1067174855456144778834279769
<28> ×
[27222415740209994673671107643460526434057965778274143518792100823411087574242622895839854440314072667315060630304558045953283607316469224419017295577669863219300811448524466304465302786443261493043091726358833521378583687160091198165179066223649<245>]
Free to factor
6×10293-7 = 5
(9
)2923
<294> = 7907 × 360439 × 2719627922350036592749259
<25> ×
[77410209720969567825600060119643972802045584305364171237794503114012663024757746276195985089760817846839017907674084412704954148020465384838610933152624572158733412041665185384206867242731473398110699269750891439323463837356355872260790943739918683469573824399<260>]
Free to factor
6×10294-7 = 5
(9
)2933
<295> = 61 × 74476136333
<11> × 34378946107670733301
<20> ×
[38415962424845389982953304088541698135341042780183139385861248450028764731634442997868981220787041540534012849901358009228776094116740005096806821715790577360612207676827122579308260657756943079698181198280936926105366389866439880372085259429236880988973125216061<263>]
Free to factor
6×10295-7 = 5
(9
)2943
<296> = 79 × 19360669333
<11> × 1058247443807
<13> ×
[37069485932111723861656332022127341928942181458443259920657165735198106143704042975953156696867327004875741805212857411049938950457992067327175233930481571868889407348135383575935044772400913522517500473588211550759597353207082387070428370711914104261339714056324318226757<272>]
Free to factor
6×10296-7 = 5
(9
)2953
<297> = 19 × 1999 ×
15797372370395724177878412890655854242910929148784918775177062215318185408493720544482767699639293330875964297938442905663357994786867117769411021300123746083568099839393380900976804191569468944998815197072220320686659119033200810931781680313841131091861720333851136094362970959163792422527053<293>
6×10297-7 = 5
(9
)2963
<298> = 13 × 28669 × 11121527 × 61243657 × 6603919038315359
<16> × 12456577485062497
<17> × 8510363206209295463
<19> × 14010387515034463429
<20> ×
2409745068656613375895128043361027182756920507874752757806309678033055438072937962918619720321889715495226336649679856307656992126035674210252459575836351943453655085867711486879628666324220590832159524921051<208>
6×10298-7 = 5
(9
)2973
<299> = 13997 × 195229 × 1937059 × 147552225784641207993273106261386985643
<39> ×
76821599266986125562882470925750216918467394087799050532436171730753120715804492480006481799137971567747511258793467183760484553832131332777372423130145125964212122749667382416183110033576071620346860481741492058625291830855792593136841164401153<245> (Erik Branger / GMP-ECM B1=3e6, sigma=3:3574103583 for P39 x P245 /
April 15, 2019 2019 年 4 月 15 日)
6×10299-7 = 5
(9
)2983
<300> = 15552186404320160339
<20> ×
[38579784501125137306165021333204736708093981737947466975519857574935369048678293757305524253457853528209306800705458048580828668417501011365741490675892065481884450360006736710272751379282872125221865240928944640898600202301026310062855830757721219370518634605406147197238546979587<281>]
Free to factor
6×10300-7 = 5
(9
)2993
<301> = 53 × 1697 × 12743 × 2274541 × 56513183 × 10384513759
<11> ×
3921860581067138499808005411796364642287761182329714086728883297572439198146550908237163816979438682187806849593455636999871557180679319367705926688800378772895769270127907037692596516286125125659121246087166390098213284255321999529056417527656156615878528026123122543<268>