9w7 = { 7, 97, 997, 9997, 99997, 999997, 9999997, 99999997, 999999997, 9999999997, … }
101-3 = 7 =
definitely prime number 素数
102-3 = 97 =
definitely prime number 素数
103-3 = 997 =
definitely prime number 素数
105-3 = 99997 = 19
2 × 277
106-3 = 999997 = 757 × 1321
107-3 = 9999997 = 7 × 1428571
108-3 = 99999997 = 1297 × 77101
109-3 = 999999997 = 71 × 2251 × 6257
1010-3 = 9999999997
<10> = 13 × 769230769
1011-3 = 99999999997
<11> = 17 × 5882352941
<10>
1012-3 = 999999999997
<12> = 5507 × 181587071
1013-3 = 9999999999997
<13> = 7
2 × 56527 × 3610339
1014-3 = 99999999999997
<14> = 839 × 119189511323
<12>
1015-3 = 999999999999997
<15> = 599 × 2131 × 3733 × 209861
1016-3 = 9999999999999997
<16> = 13 × 433 × 39323 × 45177491
1017-3 = 99999999999999997
<17> =
definitely prime number 素数
1018-3 = 999999999999999997
<18> = 47 × 1283 × 949261 × 17469877
1019-3 = 9999999999999999997
<19> = 7 × 103 × 9431 × 155027 × 9486361
1020-3 = 99999999999999999997
<20> = 23 × 19031 × 859249 × 265883581
1021-3 = 999999999999999999997
<21> = 1164288119
<10> × 858893931563
<12>
1022-3 = 9999999999999999999997
<22> = 13 × 769230769230769230769
<21>
1023-3 = 99999999999999999999997
<23> = 19 × 983513 × 2972507 × 1800293893
<10>
1024-3 = 999999999999999999999997
<24> = 37967337697
<11> × 26338428255901
<14>
1025-3 = 9999999999999999999999997
<25> = 7 × 1428571428571428571428571
<25>
1026-3 = 99999999999999999999999997
<26> = 83 × 6947 × 173430153607087049797
<21>
1027-3 = 999999999999999999999999997
<27> = 17 × 29 × 1335869 × 1518410537203064741
<19>
1028-3 = 9999999999999999999999999997
<28> = 13
2 × 109 × 542858693881982519950057
<24>
1029-3 = 99999999999999999999999999997
<29> = 223283 × 228859 × 5834659 × 335398307039
<12>
1030-3 = 999999999999999999999999999997
<30> = 24551 × 1514197 × 26899761675796814351
<20>
1031-3 = 9999999999999999999999999999997
<31> = 7 × 1063 × 2089 × 95633 × 167826727 × 40083104483
<11>
1032-3 = 99999999999999999999999999999997
<32> = 59 × 4814471 × 36799991 × 9566469711577703
<16>
1033-3 = 999999999999999999999999999999997
<33> = 757 × 4492009 × 294078654564558761050369
<24>
1034-3 = 9999999999999999999999999999999997
<34> = 13 × 769230769230769230769230769230769
<33>
1035-3 = 99999999999999999999999999999999997
<35> = 2111 × 3759289 × 1501972065791
<13> × 8389656836773
<13>
1036-3 = 999999999999999999999999999999999997
<36> = 1811 × 5963471 × 69425387 × 1333718356890134051
<19>
1037-3 = 9999999999999999999999999999999999997
<37> = 7 × 5779 × 702780737 × 40483675109
<11> × 8688593630053
<13>
1038-3 = 99999999999999999999999999999999999997
<38> = 2399 × 34367 × 1212908750097169152242159463709
<31>
1039-3 = 999999999999999999999999999999999999997
<39> = 107 × 827 × 1093 × 187423 × 55165513569618566444754607
<26>
1040-3 = 9999999999999999999999999999999999999997
<40> = 13 × 4787 × 48239 × 5853526052603
<13> × 569085301052150111
<18>
1041-3 = 99999999999999999999999999999999999999997
<41> = 19 × 44909 × 6387259 × 18348412175865138486980597873
<29>
1042-3 = 999999999999999999999999999999999999999997
<42> = 23 × 61 × 1597 × 3369415196267
<13> × 132459430228679414184601
<24>
1043-3 = 9999999999999999999999999999999999999999997
<43> = 7 × 17 × 63473 × 71861 × 1004537 × 6948583 × 2639420403553807201
<19>
1044-3 = 99999999999999999999999999999999999999999997
<44> = 71 × 467 × 13825941769007037889
<20> × 218137357234515008089
<21>
1045-3 = 999999999999999999999999999999999999999999997
<45> = 1511 × 143091007 × 7084864849
<10> × 7665370631
<10> × 85164473749219
<14>
1046-3 = 9999999999999999999999999999999999999999999997
<46> = 13 × 44436195239
<11> × 74716684251563
<14> × 231687279868248212917
<21>
1047-3 = 99999999999999999999999999999999999999999999997
<47> = 409 × 967 × 66977 × 230999 × 26846177 × 9450382559
<10> × 64414344031291
<14>
1048-3 = 999999999999999999999999999999999999999999999997
<48> = 8737 × 106669 × 726599 × 554508243299
<12> × 2663156190955741239949
<22>
1049-3 = 9999999999999999999999999999999999999999999999997
<49> = 7 × 168557936063381
<15> × 10024665283411171
<17> × 845440161194356421
<18>
1050-3 = 99999999999999999999999999999999999999999999999997
<50> = 14627 × 3674333699
<10> × 44848033061277421
<17> × 41488023184722935209
<20>
1051-3 =
(9
)507
<51> = 144203 × 1991177 × 273871783 × 1876732427
<10> × 6775887552190427787707
<22>
1052-3 =
(9
)517
<52> = 13 × 179 × 1947862590871197811021597
<25> × 2206202131092079878657863
<25>
1053-3 =
(9
)527
<53> = 103 × 28966193 × 33517479718779992603489942082562596233732843
<44>
1054-3 =
(9
)537
<54> = 21518801375655714851137
<23> × 46470989835488840363806434126781
<32>
1055-3 =
(9
)547
<55> = 7
2 × 29 × 3989 × 1764175903156622301759112718314562795753064064813
<49>
1056-3 =
(9
)557
<56> = 313 × 3941689 × 19336103 × 4191836705988181479348939975589788043307
<40>
1057-3 =
(9
)567
<57> = 1439 × 694927032661570535093815149409312022237665045170257123
<54>
1058-3 =
(9
)577
<58> = 13 × 173219 × 171132083 × 3214902282801317877541
<22> × 8071642288696029355717
<22>
1059-3 =
(9
)587
<59> = 17 × 19 × 1249 × 4345511 × 57041926629930666036665011901733531105845315401
<47>
1060-3 =
(9
)597
<60> = 719 × 757 × 6755603 × 271963805968702864258461551790513043662751795453
<48>
1061-3 =
(9
)607
<61> = 7 × 157 × 1321 × 6888100737095659876606563395668348970470023329997196543
<55>
1062-3 =
(9
)617
<62> = 3625031 × 603220214617
<12> × 45731177968650786903285932397336219226657811
<44>
1063-3 =
(9
)627
<63> = 1346919923
<10> × 259449246196264501631
<21> × 2861579460492886363697385972683569
<34>
1064-3 =
(9
)637
<64> = 13 × 23 × 47 × 711591830925780972034441044616807799046466946559453497473849
<60>
1065-3 =
(9
)647
<65> = 640113583 × 156222274695895650131829806836015851268070966711543754259
<57>
1066-3 =
(9
)657
<66> = 3923 × 2546962972527613
<16> × 100082710942204725571854029984014199096850397403
<48>
1067-3 =
(9
)667
<67> = 7 × 83 × 4462531 × 52308679461327694413683
<23> × 73734181764135557483526518495064769
<35>
1068-3 =
(9
)677
<68> = 181 × 10927079 × 1407477156450817
<16> × 16618414584512959499
<20> × 2161655080961323535207341
<25>
1069-3 =
(9
)687
<69> = 347 × 911 × 240347 × 6719463889
<10> × 724445935328640404936057
<24> × 2703789257357684025009811
<25>
1070-3 =
(9
)697
<70> = 13 × 2838853 × 609124139649827
<15> × 12036938568862646965703
<23> × 36956589665321881667605033
<26>
1071-3 =
(9
)707
<71> = 4957 × 390869 × 911624502096187117724092068409
<30> × 56615306657739612877438471735301
<32>
1072-3 =
(9
)717
<72> = 4919 × 725437 × 280235709382592215021783942116823254062739685689808590303568199
<63>
1073-3 =
(9
)727
<73> = 7 × 31820483 × 44894712269811510134166455882251333879142294243975761506466492937
<65>
1074-3 =
(9
)737
<74> = 191 × 277 × 445792777 × 20025961396631
<14> × 211719305898683240805292394343293049479508278233
<48>
1075-3 =
(9
)747
<75> = 17 × 593 × 3019 × 29593547 × 203287386737
<12> × 5461674546661760187240499608772098204986115329557
<49>
1076-3 =
(9
)757
<76> = 13 × 47843 × 695017 × 18660707022367378937999
<23> × 1239694634341423432349916056158844097321901
<43>
1077-3 =
(9
)767
<77> = 19 × 9770545391
<10> × 50670908789
<11> × 492691725102017033
<18> × 21577127639648878849780469624000867189
<38>
1078-3 =
(9
)777
<78> = 659 × 117361 × 7062049 × 1830880745642327756127708628460154103036454601740305990569843647
<64>
1079-3 =
(9
)787
<79> = 7 × 71 × 113 × 66457829 × 227601541763
<12> × 13755478715667106004852653
<26> × 855791776632840528315673335967
<30>
1080-3 =
(9
)797
<80> = 2663 × 4110612782962333
<16> × 1634764941685338629653189
<25> × 5588135774935638678380176533658718987
<37>
1081-3 =
(9
)807
<81> = 619 × 82711432890473
<14> × 19531869160556511907230090805735936797585412429882883916315932831
<65>
1082-3 =
(9
)817
<82> = 13 × 1151 × 432661 × 6702143138293367
<16> × 230472904760975218695860182014530586110889780505824741637
<57>
1083-3 =
(9
)827
<83> = 29 × 6286051 × 2384189546677451999
<19> × 230082359474216559463433395796447020827820649934059530357
<57>
1084-3 =
(9
)837
<84> = 136039691 × 13631181661
<11> × 21392516536095359
<17> × 16775491065354149113
<20> × 1502670426032911987830107685541
<31>
1085-3 =
(9
)847
<85> = 7 × 4073 × 64849 × 33819758330585864983
<20> × 159924045213327762917315647618256183211961766315464550981
<57>
1086-3 =
(9
)857
<86> = 23 × 4347826086956521739130434782608695652173913043478260869565217391304347826086956521739
<85>
1087-3 =
(9
)867
<87> = 103 × 257 × 757 × 113123 × 4632613 × 95226283921568354649911469910374171419599375062477580588497655609249
<68>
1088-3 =
(9
)877
<88> = 13 × 302303497 × 2544564574556572962069409237534454425346031538731320831426673073619023437129577
<79>
1089-3 =
(9
)887
<89> = 269 × 1663 × 711780703 × 50085008861179389314983865307479
<32> × 6270490382978711525333242984143695967656023
<43>
1090-3 =
(9
)897
<90> = 59 × 1981462151
<10> × 5427392805973
<13> × 6775211799337
<13> × 78160868906623597
<17> × 2976176599680018387033042268965119689
<37>
1091-3 =
(9
)907
<91> = 7 × 17 × 622802562607
<12> × 541191531367411
<15> × 249316864069717043485091626653147919697908905053883660187580519
<63>
1092-3 =
(9
)917
<92> = 107 × 3557017 × 76772438105837719738754548269930764941
<38> × 3422354146951056095066841448159662200272103243
<46>
1093-3 =
(9
)927
<93> = 233 × 10744219 × 291653535584641
<15> × 52792348845059647
<17> × 25943645194741155506563259922410371213134407504184593
<53>
1094-3 =
(9
)937
<94> = 13 × 151548409 × 1465865413328343894556166417276893
<34> × 3462670511054145557735868404409558124203646135593037
<52>
1095-3 =
(9
)947
<95> = 19 × 509 × 2591 × 11279 × 37728203 × 9378307897647822189773362682835304573974710330908432747151623394481317471521
<76>
1096-3 =
(9
)957
<96> = 38604899 × 67135031 × 3339133451
<10> × 75802272361
<11> × 1274839317373
<13> × 371370564511057
<15> × 3210299262702817
<16> × 1002960752029899359
<19>
1097-3 =
(9
)967
<97> = 7
2 × 2281 × 56978387 × 572041744923931
<15> × 2744989966329896961448749127879070039002143600805487375898998297932229
<70>
1098-3 =
(9
)977
<98> = 97 × 227 × 4907420475243384479
<19> × 925441856044986409718150197395729413167764668894414882028382058169268699297
<75>
1099-3 =
(9
)987
<99> = 367 × 1517627 × 2113775865581
<13> × 10526423190323
<14> × 80691749292003731118629647616252267832462124947404914376760456191
<65>
10100-3 =
(9
)997
<100> = 13 × 596275259857
<12> × 27089835581037121
<17> × 47621545764299677617779790257997285086538394033923200643767527821353377
<71>
10101-3 =
(9
)1007
<101> = 811 × 1660609 × 104506081 × 458290213 × 3490351201
<10> × 70036821437399159898409
<23> × 6342114199338576625556578199506049340359539
<43>
10102-3 =
(9
)1017
<102> = 61 × 167341 × 48523022783
<11> × 471886464223296562633
<21> × 239334429244078719805120829701
<30> × 17876284551980902328592233871781223
<35>
10103-3 =
(9
)1027
<103> = 7 × 692401 × 184181549987808479
<18> × 22726445496584026420510640998186677007
<38> × 492908871046517977034206424358751376938907
<42>
10104-3 =
(9
)1037
<104> = 15887 × 458401 × 13731328215929209456688791947124485531775729994561500117025176063615607948582945925408692322131
<95>
10105-3 =
(9
)1047
<105> = 1564699 × 140589838991740832020941105146256038160377
<42> × 4545851677658139202437532906827438688087706303142425442239
<58> (Makoto Kamada / SNFS for P42 x P58 / 30:42:45:32)
10106-3 =
(9
)1057
<106> = 13
2 × 157752018614917
<15> × 4676160827424241349622633359482724543174987
<43> × 80213770421949436989344479680642134972992714547
<47> (Makoto Kamada / PPSIQS 1.1 for P43 x P47 / 6:31:51:51)
10107-3 =
(9
)1067
<107> = 17 × 7968678694697845825873096579
<28> × 105268359025757399432466604657457309
<36> × 7012403690728403318908561793540433456872731
<43>
10108-3 =
(9
)1077
<108> = 23 × 83 × 137401213 × 3207480541
<10> × 92762470571
<11> × 12813482135218256325700577527597759817402594010431832837282926939321359468931
<77>
10109-3 =
(9
)1087
<109> = 7 × 67083924033653745174874728162417169991
<38> × 21295287196598135831894469055861840064477475149485170209040812034482381
<71> (Makoto Kamada / GGNFS-0.41.4 for P38 x P71 / Total time: 1.1 hours (actual time: 1.9 hours))
10110-3 =
(9
)1097
<110> = 47 × 263 × 1871 × 4443097 × 6714107380277349896183
<22> × 144943428069060593210324709644363984350751705174143343752073126619771304837
<75>
10111-3 =
(9
)1107
<111> = 29 × 602657779 × 28696630206070791791
<20> × 1993886046252076663845187938068087319893076521678350863668723255877085366512385237
<82>
10112-3 =
(9
)1117
<112> = 13 × 647 × 605811026672353
<15> × 5310320545785083
<16> × 369568082011564246318490814674287271310659910824755808150690685151322618547973
<78>
10113-3 =
(9
)1127
<113> = 19 × 373 × 3347 × 299261 × 1539149 × 3429445432781
<13> × 2668868467392422552005114420965245432852788746018460429855287102487871476139285197
<82>
10114-3 =
(9
)1137
<114> = 71 × 757 × 336529 × 859221566249037791
<18> × 180738878352484081081720836613058416283
<39> × 356013547665340428768575295631333591720156299923
<48>
10115-3 =
(9
)1147
<115> = 7 × 149 × 16427 × 2086902480830030036633784894772704335879
<40> × 279676051195225896934948823207443193519179150078386523465480944649163
<69> (Makoto Kamada / GGNFS-0.41.4 for P40 x P69 / Total time: 1.7 hours (actual time: 3.3 hours))
10116-3 =
(9
)1157
<116> = 563 × 1321 × 8774317 × 1088633633614509477084403918558191926908607051
<46> × 14076468703627736973261941485232894367607527799709257855417
<59> (Makoto Kamada / GGNFS-0.42.0 for P46 x P59 / Total time: 3.2 hours (actual time: 4.5 hours))
10117-3 =
(9
)1167
<117> = 9127148480682127666098069205437229076855970260488284811
<55> × 109563244436806168818039119184210587861133156574721974138239127
<63> (Makoto Kamada / GGNFS-0.41.3 for P55 x P63 / Total time: 2.7 hours (actual time: 6.0 hours))
10118-3 =
(9
)1177
<118> = 13 × 8461 × 89293 × 10073705259065735294499942560980394788643671299013
<50> × 101071403953684443983895115462630189568665615571767163352181
<60> (Makoto Kamada / GGNFS-0.42.0 for P50 x P60 / Total time: 2.9 hours (actual time: 3.5 hours))
10119-3 =
(9
)1187
<119> = 7043 × 15599333329
<11> × 300887275512254328094763
<24> × 3025049262693665664747541346878285724445834135320710094168083527978858463925645677
<82>
10120-3 =
(9
)1197
<120> = 1314371 × 256328913578799661
<18> × 2968140363021126452220649514855793697359082715974543882369932510137667044124281356330082986856987
<97>
10121-3 =
(9
)1207
<121> = 7 × 103 ×
13869625520110957004160887656033287101248266296809986130374479889042995839112343966712898751733703190013869625520110957<119>
10122-3 =
(9
)1217
<122> = 71866339938008210623739
<23> × 397118863301683969907658455831
<30> × 3503918176246150929723840345375125855783997495258623504869751070595633
<70> (Makoto Kamada / GGNFS-0.42.0 for P30 x P70 / Total time: 4.4 hours (actual time: 6 hours))
10123-3 =
(9
)1227
<123> = 17 × 15739 × 89069 × 376667884978938293477936774780616434222279
<42> × 111400918951427393267751760550029690509932963494486357752363513131610869
<72> (Makoto Kamada / GGNFS-0.42.0 for P42 x P72 / Total time: 4.7 hours (actual time: 7.8 hours))
10124-3 =
(9
)1237
<124> = 13 × 2569393 × 520650671 × 8152274412311
<13> × 901399309795043
<15> × 30441559635772969237
<20> × 2570495028748214654581797079357671705550480475040454114008023
<61>
10125-3 =
(9
)1247
<125> = 224027 × 40227639590406309217166835252731879997433918357
<47> × 11096220704771508418838283142629113970847065959139563096883643429606751723
<74> (Makoto Kamada / GGNFS-0.41.4 for P47 x P74 / Total time: 3.8 hours (actual time: 7.4 hours))
10126-3 =
(9
)1257
<126> = 131 × 4967 × 166429 × 543769 × 1800047 × 11106023867
<11> × 68240418225121295929
<20> × 12448211784421770185094071021831790872657994261310382419295508082318163641
<74>
10127-3 =
(9
)1267
<127> = 7 × 4477018734318629180293
<22> × 7609989926532955216740365501
<28> × 1280396167057838504245589115975841
<34> × 32747986372581105183234224891710798334981867
<44>
10128-3 =
(9
)1277
<128> = 3116303 × 3447709 × 10781786123
<11> × 11821817016493727965504014725693386869935295703801
<50> × 73022176650061765449324304407021730245121580937594754357
<56> (Makoto Kamada / GGNFS-0.50.2 for P50 x P56 / Total time: 7.2 hours (actual time: 12.4 hours))
10129-3 =
(9
)1287
<129> = 40619265259
<11> × 17539599447243911
<17> ×
1403615855538288055865290988653397945429469842242039799304685291117752873519330257322000400837536246353<103>
10130-3 =
(9
)1297
<130> = 13 × 23 × 691573 × 85078832171
<11> ×
568419884796013649225640400511660780275935536920717606117971907828538350105829659595877633791349852502897560241<111>
10131-3 =
(9
)1307
<131> = 19 × 389 × 479 × 10185123149
<11> × 324532173076818744317976869
<27> × 8545495346710077139785136036953045644689885975695644116598380872477353722383518717890333
<88>
10132-3 =
(9
)1317
<132> = 19919 × 975064193101
<12> ×
51487198294454081995358167267058581242465394181123605884321434040119645137816603670221076374305249088065774874697663<116>
10133-3 =
(9
)1327
<133> = 7 × 311 × 27107 × 2253341 × 4594450834406689
<16> × 1010842705641010535483
<22> × 1796829324576277978498688716576986881951
<40> × 9011750921273770846529134556364445817479919
<43>
10134-3 =
(9
)1337
<134> = 2845259519627857412680439112018370619
<37> × 124029943290906783114900331460245831990228837
<45> × 283368499045509140564835336179818819934025259684556699
<54> (Makoto Kamada / GGNFS-0.42.0 for P45 / Total time: 10.1 hours (actual time: 13.4 hours)) (Makoto Kamada / PPSIQS 1.1 for P37 x P54 / 3:15:12:98)
10135-3 =
(9
)1347
<135> = 8891594935054218128128581330211366119702257623025863
<52> × 112465762026293015888985715318626268035804442001514204439778594639800875198450472219
<84> (Makoto Kamada / GGNFS-0.42.0 for P52 x P84 / Total time: 10.1 hours (actual time: 13.5 hours))
10136-3 =
(9
)1357
<136> = 13 × 109 × 5194417 × 106197961 ×
12793140224464242205884955416150288157100396559521578805992926399760242313447934267623249662207687031233567410146933693<119>
10137-3 =
(9
)1367
<137> = 223 × 87880708839876574310987
<23> × 1317974776987854639539412965694345386873
<40> × 3871635708616963361655567348402090715393583483956963602661082587930518289
<73> (Makoto Kamada / GGNFS-0.50.2 for P40 x P73 / Total time: 17.1 hours (actual time: 19.9 hours))
10138-3 =
(9
)1377
<138> = 30047 × 20730732812459
<14> × 19620811251546579405222533234378138253672631574917
<50> × 81821468309254160472196820095045483222349432219761130729098894643898517
<71> (Makoto Kamada / GGNFS-0.50.2-k1 for P50 x P71 / Total time: 21.82 hours (actual time: 23.28 hours))
10139-3 =
(9
)1387
<139> = 7
2 × 17 × 29 × 157 × 2788661 × 15523411 × 44398433 × 24958916987067161555053422268090297995769
<41> × 54964349212695694748863076665601324197711084936921370461642002386315059
<71> (Makoto Kamada / GGNFS-0.53.0 for P41 x P71 / Total time: 14.72 hours (actual time: 14.80 hours))
10140-3 =
(9
)1397
<140> =
definitely prime number 素数
10141-3 =
(9
)1407
<141> = 757 × 21395260840097
<14> × 1998567824579494876129
<22> × 12839483153589083628646788780690801027737944337
<47> × 2406135617024184285708011017528134490384412631178837377241
<58> (Sander Hoogendoorn / GGNFS-0.60.6-unstable for P47 x P58)
10142-3 =
(9
)1417
<142> = 13 × 3947 × 55620027781
<11> × 1448567705614466629
<19> × 1745464342922221643
<19> × 1385825472583120653686423290102430449498514937649419936194871100461577404398746984922103361
<91>
10143-3 =
(9
)1427
<143> = 277 × 1216793 × 5840089 × 8349701 × 90145919 × 20175914330451670548424029176641
<32> × 214227176339184428053640364764759
<33> × 15615621711258130384380831959853307643186586759613
<50> (Makoto Kamada / GMP-ECM 5.0.3 B1=10000000, sigma=2092495096 for P33) (Makoto Kamada / PPSIQS 1.1 for P32 x P50 / 0:46:07:96)
10144-3 =
(9
)1437
<144> = 167 × 337349307593677
<15> × 24897458326243224332747
<23> ×
712932957281784950984395092073743731497066022895505935641190031194208447263463722058545529531369594509589<105>
10145-3 =
(9
)1447
<145> = 7 × 107 × 676445318963
<12> × 4763952371867371418729757278628913647895634646669909353
<55> × 4143029976332174725198527972504156008079260574971910161750602000454997704627
<76> (Makoto Kamada / GGNFS 0.53.0 for P55 x P76 / Total time: 25.75 hours (actual time: 26.03 hours))
10146-3 =
(9
)1457
<146> = 786435493 × 33687902299127
<14> × 739507611188227323791
<21> × 147774458556369431910404840981974982225732968722011
<51> × 34539886053501171347512504592110662553160109081260627
<53> (Greg Childers / GGNFS for P51 x P53)
10147-3 =
(9
)1467
<147> = 87257 × 2581475893243546379399562049
<28> × 2978486598601309977385667600190257
<34> × 76939696440259536071166115723477303
<35> × 19372493773537840831076728862163526175658084499
<47> (Greg Childers / GGNFS for P34 x P35 x P47)
10148-3 =
(9
)1477
<148> = 13 × 59 × 8902981 × 2092098327453367265488153
<25> × 1313437274082906131865018524905745892254428247173
<49> × 532939316067522452437009431855311310168767228534802154162283932019
<66> (Greg Childers / GGNFS for P49 x P66)
10149-3 =
(9
)1487
<149> = 19 × 71 × 83 × 37573 × 721606590563161
<15> × 420200185405225537573496373857
<30> × 1609561207914191556407872402061
<31> × 48704586230979775559414535682143440300694313427376479940972273211
<65> (Makoto Kamada / GGNFS 0.53.0 for P31 / Total time: 36.29 hours (actual time: 36.80 hours)) (Tyler Cadigan / PPSIQS for P30 x P65 / 36:10:45:00)
10150-3 =
(9
)1497
<150> = 661 × 219409451 ×
6895141923876014443100467567268146905392631159761548211356179806046580541762123711605009064193916116161237785444672604185827887558556248027<139>
10151-3 =
(9
)1507
<151> = 7 × 7573 × 50971 × 15184543441
<11> ×
243730068585584478919182949523798132584320178650870239133429187809547647306294989019226082403597339278196991144092927702654687675757<132>
10152-3 =
(9
)1517
<152> = 23 × 4561 × 40897 × 45437738891493992896561871
<26> ×
512984128812055898727627163802656238643682023750525699947488641903977639699485179154894795956496215898216541692634677<117>
10153-3 =
(9
)1527
<153> = 35603 × 108127 × 68063329 × 248622154980379092461
<21> × 300828367847782232594681513978143
<33> × 51027871295477704495929106254743812373411107183903051725312804583423782028610309611
<83> (Kenichiro Yamaguchi / GMP-ECM 6.0 B1=3000000, sigma=970664626 for P33 x P83 /
May 14, 2005 2005 年 5 月 14 日)
10154-3 =
(9
)1537
<154> = 13 × 11243 × 6067869097
<10> × 1640121535660974334937516641312705897
<37> × 632474589733957453044658343116704489644784209341
<48> × 10869739116142629212501414649177235931983515829671794207
<56> (suberi / GGNFS-0.77.1-20060513-pentium4 for P37 x P48 x P56 / 37.22 hours on Pentium 4 2.26GHz, Windows XP and Cygwin /
June 24, 2006 2006 年 6 月 24 日)
10155-3 =
(9
)1547
<155> = 17 × 103 × 12007 × 154880702153
<12> × 391686191030529649
<18> ×
78405002635391457030676706184615649785350711027657238478281095755337430351474499513887628112682439095176668630029454693<119>
10156-3 =
(9
)1557
<156> = 47 × 193 × 123229 × 216167489536594248535065060052412135027
<39> × 272299045624505473727969700938204637516311713
<45> × 15198313925884879986745118948436722105397649149262271143998265333
<65> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon for P39 x P45 x P65 / 25.97 hours on Cygwin on AMD 64 3400+ /
April 11, 2007 2007 年 4 月 11 日)
10157-3 =
(9
)1567
<157> = 7 × 20931943 × 59535608413
<11> ×
1146345737263487202260106834601213235154300950255680685786659448040558774755069512496959672228916815351320280319430705170599927403331513169<139>
10158-3 =
(9
)1577
<158> = 18148299747349
<14> × 722833212759131
<15> × 8287054737166991
<16> ×
919868505139973359950095591853139091124511216455186709452186566975892509034778546678321136339914604508216901712293<114>
10159-3 =
(9
)1587
<159> = 1829717473047571
<16> × 1841110211004241
<16> × 224446788508453775541671
<24> × 1338658590656655944935771
<25> × 987990919041950689473460539182933582912002522808957325027816830283534661995265547
<81>
10160-3 =
(9
)1597
<160> = 13 × 383 × 52771123082243438120761219452533939
<35> × 3104829324566476660204837376960208819056316254480075411
<55> × 12258118210972106300910696745912453876036288591144435630300652094167
<68> (Patrick Keller / GMP-ECM B1=1000000, sigma=2766282211 for P35 /
June 14, 2005 2005 年 6 月 14 日) (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona snfs for P55 x P68 / 24.28 hours on Core 2 Quad Q6600 /
October 26, 2007 2007 年 10 月 26 日)
10161-3 =
(9
)1607
<161> = 1832934247661461281400687301882801770474799900077065371833785212553683
<70> × 54557330753999730405854658459191838430800911789742566920056359690858206347228970175385246959
<92> (Samuel Chong / GGNFS-0.77.1 for P70 x P92 / 60.24 hours on dual Athlon MP 2600+ (2.0GHz Bartons), 3GB RAM /
June 29, 2005 2005 年 6 月 29 日)
10162-3 =
(9
)1617
<162> = 61 × 28573 × 2863453 × 354182214425353
<15> × 63956593517591989
<17> × 1666703277450239029
<19> ×
5307058833843425144878832431602327295573609756552142363190498888641659020136398337312984088684612281<100>
10163-3 =
(9
)1627
<163> = 7 × 857 × 101212127218177995051360397159896256673
<39> × 53769799816620504426761135790381137170338896156057801450767
<59> × 306302235001175754564541527345578429311753804119402165243024733
<63> (Kenichiro Yamaguchi / GGNFS-0.77.1 for P39 x P59 x P63 / 70.90 hours on PentiumM 760, Windows XP and Cygwin /
October 26, 2005 2005 年 10 月 26 日)
10164-3 =
(9
)1637
<164> = 78059 × 36841398161094229698993656374635785098993
<41> ×
34772900113347798545372640730250755934955225972025356975366115874254163597722740653619367252030365507420285880379259431<119> (Kenichiro Yamaguchi / GGNFS-0.77.1 for P41 x P119 / 77.00 hours on Pentium M 760, Windows XP and Cygwin /
November 1, 2005 2005 年 11 月 1 日)
10165-3 =
(9
)1647
<165> = 431 × 56725169383
<11> × 6697081516361988272236718453873
<31> ×
6107470012775150366829754092015054516474407019707159078145089779525145974239872649362120407931411527628863447502994173893<121> (Patrick Keller / GMP-ECM B1=1000000, sigma=1182050795 for P31 x P121 /
June 9, 2005 2005 年 6 月 9 日)
10166-3 =
(9
)1657
<166> = 13 × 119301064770536868551
<21> ×
6447811431610474163489067561741208740789494828388135936707382305996480761498633521317934527284276325497821886483378695170021429839503092367013319<145>
10167-3 =
(9
)1667
<167> = 19 × 29 × 359 × 16301 × 45083 × 18584261089
<11> × 31526805695475073355593889809
<29> ×
1174090648077126681817106763823790572520076120924866337337210638180510291756960164289667261485502749802903120385251<115>
10168-3 =
(9
)1677
<168> = 757 × 24733 × 13293083 × 869228495029187
<15> × 3574884941983036986718429117
<28> × 975590727494159829512394250459329181
<36> × 1325372390074496447669080069340310031238497245742542719972705527019954706661
<76> (Kenichiro Yamaguchi / GMP-ECM 6.0 B1=3000000, sigma=3602923848 for P36 x P76 /
May 14, 2005 2005 年 5 月 14 日)
10169-3 =
(9
)1687
<169> = 7 × 191 × 997 × 937984031 ×
7997937200838313892127931718655153495116865289194887268859458211494173410942165025423695566604040066364480326329558069663167876425851246077505828792450783<154>
10170-3 =
(9
)1697
<170> = 38817280012777264790994290797
<29> × 785177523560258358188968099569100871126763206274307022292736906310723
<69> × 3281006120624321591156094138451344572368459459917701683211206237910480987
<73> (Kenichiro Yamaguchi / GGNFS-0.77.1 for P69 x P73 / 117.10 hours by PentiumM 760, Windows XP and Cygwin /
November 8, 2005 2005 年 11 月 8 日)
10171-3 =
(9
)1707
<171> = 17 × 1321 × 12853 ×
3464525430120745536354805319810671584361881931738032778228475966245835497521320871384548149369868130565394162990421200406717269963938898091265099558109828511846257<163>
10172-3 =
(9
)1717
<172> = 13 × 601 × 2412439469605103
<16> × 19951191129181681573453
<23> × 47695920600537482943787602169976077
<35> × 557539556864326003687860376816030662505048470832785370594510043757742996211567557732388956389983
<96> (Makoto Kamada / GMP-ECM 5.0.3 B1=400000, sigma=3844216337 for P35 x P96)
10173-3 =
(9
)1727
<173> = 379 × 443 × 587 × 15166668857
<11> × 47348365966898498973654947
<26> × 35007558660244164081437512887499
<32> × 40361001768340277480175803085457851847516030385154257084426979718995820425855241290021507034719463
<98> (Patrick Keller / GMP-ECM B1=1000000, sigma=3747880546 for P32 x P98 /
June 11, 2005 2005 年 6 月 11 日)
10174-3 =
(9
)1737
<174> = 23 × 1163 × 9186220463951276381973369277117
<31> ×
4069636176380580243700448677397479416475319991645050276797201393172279819383880927886129587096100310693561839604958692725968199665999961109<139> (Makoto Kamada / GMP-ECM 5.0.3 B1=100840, sigma=3620393782 for P31 x P139)
10175-3 =
(9
)1747
<175> = 7 × 1597 × 29881 × 172999063 × 9268821528859618014021841051698997978389808253059
<49> ×
18669541205894303564860318174560332272211175169567548259092720680541673892290464197693810037820913078505439459<110> (Kenichiro Yamaguchi / GGNFS-0.77.1 for P49 x P110 / 291.77 hours on PentiumM 1.3GHz, Windows XP and Cygwin /
November 20, 2005 2005 年 11 月 20 日)
10176-3 =
(9
)1757
<176> = 1630871011403
<13> × 274954356330508669
<18> × 6165326947505579813146109111140967
<34> × 15902473362316519828155848907387241210869028241932019
<53> × 2274568355541311973196278737571018169468417735311027313697927
<61> (Patrick Keller / GMP-ECM B1=1000000, sigma=632850258 for P34 /
June 11, 2005 2005 年 6 月 11 日) (Sinkiti Sibata / GGNFS-0.77.1 gnfs for P53 x P61 / 49.15 hours on Pentium 4 2.4GHz, Windows XP and Cygwin /
May 6, 2006 2006 年 5 月 6 日)
10177-3 =
(9
)1767
<177> = 55371362340947
<14> ×
18059877122808340430742244613013563327679471278269573829298683525648181599376757758591753124682350190319081363056956527632819340314820942596332452226987651316311151<164>
10178-3 =
(9
)1777
<178> = 13 × 887 × 10847 × 52170205801655912072668661692945628873867
<41> × 791376560196615965346312862807404223815327503783
<48> × 1936500685368344801593175804002836251063019833454008113128462336831727700966974861
<82> (matsui / Msieve 1.41 snfs for P41 x P48 x P82 / 99.44 hours /
May 21, 2009 2009 年 5 月 21 日)
10179-3 =
(9
)1787
<179> = 47527552610960667080491218952801922312569073
<44> × 38918563279240249010933742596447312973214118388632853991466677
<62> × 54062702222061890579230284912359478718122077297383163210696543917211696057
<74> (Kenichiro Yamaguchi / GGNFS-0.77.1 for P44 x P62 x P74 / 623.03 hours on Pentium M 1.3GHz, Windows XP and Cygwin /
January 1, 2006 2006 年 1 月 1 日)
10180-3 =
(9
)1797
<180> = 1367 × 157273 × 3065749 × 11776081 × 203111927 × 1997982784607846287288591439
<28> × 884403266401745403066662061337
<30> × 358973532348162743960395756571356050806941762717102886738109229779498599592784184526510037463
<93> (Makoto Kamada / GMP-ECM 5.0.3 B1=400000, sigma=4115912066 for P30 x P93)
10181-3 =
(9
)1807
<181> = 7
2 × 1109 × 22283 × 276839 × 567778372236420859008223
<24> × 1532981193615527484514405799609482821607051
<43> ×
34273287916338305827882815931576821675327660476177005655675261693110284969286171894067224321037674217<101> (anonymous / for P43 x P101 /
November 2, 2012 2012 年 11 月 2 日)
10182-3 =
(9
)1817
<182> = 65534081280247754710444002932518609571718586565539736236949437
<62> ×
1525923581233455345160090558666254929382951100902891094757531494547444044927553100912619162340394581853825038559214658881<121> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona snfs for P62 x P121 / 266.82 hours on Core 2 Quad Q6600 /
August 25, 2007 2007 年 8 月 25 日)
10183-3 =
(9
)1827
<183> = 12923 × 17483 × 25178196771757422913199
<23> × 933117569841898167847121507997565334597441979145809194835421103277629
<69> × 188390807605255530626257304680534003937129925316441881292013806724137417102624644823
<84> (Dmitry Domanov / Msieve 1.40 snfs for P69 x P84 /
November 27, 2012 2012 年 11 月 27 日)
10184-3 =
(9
)1837
<184> = 13
2 × 71 × 682781111 × 21237789308365515286691
<23> × 59850981433891272224551448459
<29> × 35526514573141366935363086929873
<32> × 27029640058852148978865133701306270767865770018364227207516059812926505552026723332704229
<89> (Patrick Keller / GMP-ECM B1=250000, sigma=709592471 for P32, B1=B1=1000000, sigma=2309701949 for P29 x P89 /
June 9, 2005 2005 年 6 月 9 日)
10185-3 =
(9
)1847
<185> = 19 × 834149 × 209205551 × 14115364562059472946776292563
<29> × 26150471097842868319059494133157249
<35> ×
81706751742101878914198180697174396445076811730083317624603767885137213081489306839670834484075902356418751<107> (Makoto Kamada / GMP-ECM 5.0.3 B1=4000000, sigma=85275757 for P35 x P107 /
February 28, 2005 2005 年 2 月 28 日)
10186-3 =
(9
)1857
<186> = 2794375354729699423195302414791
<31> × 1403798305304970569263149298320701925000798579112515574792490581
<64> × 254923894058162016547383948462936505002153943365682215815145922514736240238287839605743865007
<93> (Patrick Keller / GMP-ECM B1=250000, sigma=3937309623 for P31 /
June 9, 2005 2005 年 6 月 9 日) (Dmitry Domanov / Msieve 1.40 snfs for P64 x P93 /
November 28, 2012 2012 年 11 月 28 日)
10187-3 =
(9
)1867
<187> = 7 × 17 × 26384109373
<11> × 120481823420297
<15> ×
26435593693254727464251812484252639464200435992901604382899490599643545266965330830563291255340298310876315241349765520028520079300391507697131934074806361172623<161>
10188-3 =
(9
)1877
<188> = 330546084791304846847511
<24> × 3562247528919238271756225579280817
<34> × 4509864049590597579503737782555387503
<37> × 18831305910794443918566298283063276453852879246305489811969783216115588049782475570558077809077
<95> (Patrick Keller / GMP-ECM B1=1000000, sigma=1742325444 for P34 /
June 11, 2005 2005 年 6 月 11 日) (suberi / GMP-ECM 6.1.2 B1=3000000, sigma=2583964877 for P37 x P95 /
March 28, 2007 2007 年 3 月 28 日)
10189-3 =
(9
)1887
<189> = 103 × 1127252375215559
<16> × 14562393969983724076149829192659260150257866876834441940485289038529
<68> ×
591437476219810516482416279726351680918559050304296108071406764500238722425132110736588185644157436019309<105> (Ignacio Santos / GGNFS, Msieve snfs for P68 x P105 /
June 11, 2010 2010 年 6 月 11 日)
10190-3 =
(9
)1897
<190> = 13 × 83 × 4643 × 60176382186443
<14> × 24247727135706472746493
<23> × 15856958895942670619463887
<26> × 33133578244863317770306493209
<29> × 2603721449712924915210778259443446461003757003516119146794621306240164054740371466779177155953
<94>
10191-3 =
(9
)1907
<191> = 113 × 2454455881
<10> × 13778267355178489115141197
<26> × 4177672914958740985247164938293269252349
<40> ×
6263791373890807735811613899906525630519387461611911965595048014000039506928204827175275652877326155130619692271533<115> (Serge Batalov / GMP-ECM 6.2.1 B1=11000000, sigma=1596751792 for P40 x P115 /
July 17, 2008 2008 年 7 月 17 日)
10192-3 =
(9
)1917
<192> = 3373 × 1103279 × 30864312787215673925304239
<26> × 728214226699773901950646153594957
<33> × 4461889850767293887261615958368082112572949
<43> × 2679561266563623732221821991758971715091712588908370052804206440102760114201548833
<82> (Patrick Keller / GMP-ECM B1=50000, sigma=4283842155 for P33 /
June 8, 2005 2005 年 6 月 8 日) (Sinkiti Sibata / Msieve 1.40 gnfs for P43 x P82 / 74.34 hours on Core i7 2.93GHz,Windows 7 64bit,and Cygwin /
December 9, 2009 2009 年 12 月 9 日)
10193-3 =
(9
)1927
<193> = 7 × 877 × 8231 × 1678751 × 2788197000323965150474047104253804184927
<40> × 29882429209784000771022195617041437410042851
<44> × 32086993995745969087474415925261704207577931
<44> × 44095583371083728484819491359867319193267620311315009
<53> (suberi / GMP-ECM 6.1.2 B1=1500000, sigma=1764724577 for P40 /
March 30, 2007 2007 年 3 月 30 日) (Dmitry Domanov / Msieve 1.40 snfs for P44(2988...) x P44(3208...) x P53 /
December 1, 2012 2012 年 12 月 1 日)
10194-3 =
(9
)1937
<194> = 97 × 2797 × 13068964567247
<14> × 670549628153749
<15> × 33277844999548027200089593129
<29> ×
1263887731759476343000875801231412637930730552439455420562992121150851058349170733639270998372943091867382096788885439846712019565259<133>
10195-3 =
(9
)1947
<195> = 29 × 757 × 10957 × 20143 × 353847791062159699
<18> × 3716980845847683543091400230216607187416864185135016360613137
<61> ×
156921877738483238725473671891814394755506195376285264576632292127169763372797874371104470647913040421173<105> (Kai Inouye / for P61 x P105 /
February 22, 2015 2015 年 2 月 22 日)
10196-3 =
(9
)1957
<196> = 13 × 23 × 769 × 13230939634531520926993
<23> × 925002610176773043912732992351
<30> × 62987104284505836633516873338213171787376575065999
<50> × 56417934556108457082508192988461477344095603874555189373146348761406089659711754834237591
<89> (Patrick Keller / GMP-ECM B1=250000, sigma=2342286727 for P30 /
June 9, 2005 2005 年 6 月 9 日) (anonymous / for P50 x P89 /
November 4, 2012 2012 年 11 月 4 日)
10197-3 =
(9
)1967
<197> = 310081 × 7705783 × 19800200290640756281384783
<26> ×
2113676338782529383631911341697070869314713846244158628386025817812523873083823305465977453836754943580723873981756958063209332596570098946045694781651672856933<160>
10198-3 =
(9
)1977
<198> = 107 × 41953 × 2073251 × 170947076955579065366679559020455279601325092541107320602777
<60> ×
628549720461649540602505044227176831559394137125927190012807677679511205356326919345974981953850728143083406586903933619438341<126> (Robert Backstrom / Msieve 1.44 snfs for P60 x P126 /
March 16, 2012 2012 年 3 月 16 日)
10199-3 =
(9
)1987
<199> = 7 × 216878171849094139
<18> × 152597703392299382887389016129264788431503444214442637
<54> × 6511242962635549974788094857532291172489982863709487810260410919
<64> × 6629399904164892073769715273555031277280878298877752355875612563
<64> (Kai Inouye / for P54 x P64(6511...) x P64(6629...) /
March 2, 2015 2015 年 3 月 2 日)
10200-3 =
(9
)1997
<200> = 709 × 9851 × 534746072974693544711
<21> ×
26774775732017631627514624545783732791434385215877533890041040259902843412544963322536165460075231707657753257242364780631714040810943945024002334970573964625100669885838253<173>
10201-3 =
(9
)2007
<201> = 7883 × 225433843953396359144405035764727
<33> ×
562716120728859843070127037446551003773236256599349759010747255073447704624743256990254941539487473534324785888749569847622334572845574661770387209388740096945370017<165> (Warut Roonguthai / GMP-ECM 6.3 B1=1000000, sigma=1165535388 for P33 x P165 /
November 19, 2012 2012 年 11 月 19 日)
10202-3 =
(9
)2017
<202> = 13 × 47 × 8101 × 57839 × 48274188879361
<14> × 203753845079761
<15> × 7140875843750659390425960371851931
<34> ×
497309895843813237261017332023875845834715685907036554561774106955816728133453953115055934895317232302092477190239072785781539543<129> (Makoto Kamada / GMP-ECM 6.4.3 B1=1e6, sigma=3426857402 for P34 x P129 /
November 17, 2012 2012 年 11 月 17 日)
10203-3 =
(9
)2027
<203> = 17 × 19 × 1129663 ×
274061842531634869413327790195047867490682561953892553654505182453259595496395457798780391365189435971656622907641633193826628736032619761345906088450735502370389652549575807217160456814939485953<195>
10204-3 =
(9
)2037
<204> = 2221 × 2277551 × 1871536111824121
<16> × 1110319612837217891186957997781390753
<37> × 2012327108006077145242034146566993824855432800444486178949361
<61> × 47275761222956520005785623682631634882386437406768816426485547353053721150374673799
<83> (Warut Roonguthai / GMP-ECM 6.3 B1=1000000, sigma=4061966475 for P37 /
November 19, 2012 2012 年 11 月 19 日) (Eric Jeancolas / cado-nfs-3.0.0 for P61 x P83 /
April 16, 2020 2020 年 4 月 16 日)
10205-3 =
(9
)2047
<205> = 7 × 340058910613073
<15> × 74717831386028312755331879
<26> × 7905251771039027345926844430857688581256918219803
<49> ×
7112263465647481527499330764265855155325993309515935821864792358164551774130451599596355783299111600654055537682471<115> (Kai Inouye / GMP-ECM 7.0 B1=43000000, sigma=1:1104885351 for P49 x P115 /
June 24, 2015 2015 年 6 月 24 日)
10206-3 =
(9
)2057
<206> = 59 × 80989 × 156759721 × 2348753238485580433798251911
<28> × 72274053033132537627237322163
<29> ×
786443754607019709469981752776671147244889065208817389105101903363706416571236681931862329444669756829006139682228178765408905666815999<135>
10207-3 =
(9
)2067
<207> = 18070093 × 503686609 × 4559702501
<10> × 419043737340749
<15> × 243159088233333774864633055640623
<33> ×
236479140788234407734414842458654252888733494481517951601010254498241273782661930849862690549469937374622009115785991665650716597330703<135> (Makoto Kamada / GMP-ECM 6.4.3 B1=1e6, sigma=3513261930 for P33 x P135 /
November 17, 2012 2012 年 11 月 17 日)
10208-3 =
(9
)2077
<208> = 13 × 5731802772883013884776095396922971505848893
<43> × 1561163725743806697713863596154985275130517768157
<49> × 958809277692708899594878368451027943250613118103176939
<54> × 89657108816892943713061510802150186818900766860319114678303771
<62> (Robert Backstrom / GGNFS-0.77.1-20060513-nocona, Msieve 1.44 snfs for P43 x P49 x P54 x P62 /
November 27, 2013 2013 年 11 月 27 日)
10209-3 =
(9
)2087
<209> = 2777 × 5435603 × 2091192865679
<13> ×
3167979057815497013056834964537549990387590158346023877895331254352085490769285020655213408034005912529105967499458431668015605415575787968626038998956889315686510133852261724283105862153<187>
10210-3 =
(9
)2097
<210> = 1091 × 4547 × 859106337781
<12> ×
234640714421537597169411770152445922884018872714257163443855221575912257535252383788973244762642187395590846349781601180168349876020233272965411112267067810686382511068942821518779464956595681<192>
10211-3 =
(9
)2107
<211> = 7 × 227 × 701 × 3463 × 253427 × 279449413 × 1700111669
<10> × 1273445871152325515057924908175554883797720950531462083
<55> ×
16907973993250511881912454075954455680692606118097547353568964592738562519360701134481850130677563234871104733081559930048923<125> (Bob Backstrom / Msieve 1.54 snfs for P55 x P125 /
December 1, 2022 2022 年 12 月 1 日)
10212-3 =
(9
)2117
<212> = 277 × 70537 × 9120227057824399233595409241261745312992513905880253
<52> ×
561174069919330982757123456775632030258300609893064210226032432844567905208593092149171984079739292797639227470907925645626705018518120269430437237724501<153> (Bob Backstrom / GMP-ECM 6.2.3 B1=21670000, sigma=3984550060 for P52 x P153 /
July 3, 2020 2020 年 7 月 3 日)
10213-3 =
(9
)2127
<213> = 16793993196960737479740347332312647575628746699909
<50> ×
59545099743220879112580198374997117571471366911820881928578198712623263107543149012624194969991175726303753912148052082341102867479693021191894843849196167885067033<164> (Kenji Ibusuki / Msieve v. 1.49 (SVN unknown) + GGNFS-0.77.1-VC8 with factMsieve.pl (decomposed + modified) snfs for P50 x P164 /
July 2, 2013 2013 年 7 月 2 日)
10214-3 =
(9
)2137
<214> = 13 × 8677 × 7328423 × 3422044840725310277034002830200203
<34> × 419724473797926018818480192540179957
<36> ×
8422219035129377901373105303026490800700440179994303405797696070915364171510290662334718665194806347892598657296542209501816090176909<133> (Warut Roonguthai / GMP-ECM 6.3 B1=1000000, sigma=2348524856 for P36 /
November 19, 2012 2012 年 11 月 19 日) (Warut Roonguthai / GMP-ECM 6.3 B1=1000000, sigma=3136355831 for P34 x P133 /
November 20, 2012 2012 年 11 月 20 日)
10215-3 =
(9
)2147
<215> = 231904383941
<12> × 1182894261433631753361943856644401596070681514211311849286084130757
<67> ×
364539938887134267123616921472313148857738593603357702299853318535367790732513010255262676411310055812056693651402826200986792725784498181<138> (Bob Backstrom / Msieve 1.54 snfs for P67 x P138 /
October 12, 2019 2019 年 10 月 12 日)
10216-3 =
(9
)2157
<216> = 30539 × 130577451896853018969047183196899
<33> × 13546129000257392767444703775632400104555827499003335221825422989266402024157
<77> ×
18512360182087370815619030398613148892401676717921573341636853795011130743154483937844696346275164604961<104> (Warut Roonguthai / GMP-ECM 6.3 B1=1000000, sigma=1543581884 for P33 /
November 19, 2012 2012 年 11 月 19 日) (ebina / Msieve 1.53 snfs for P77 x P104 /
September 6, 2021 2021 年 9 月 6 日)
10217-3 =
(9
)2167
<217> = 7 × 157 × 1789693 × 7541057 × 30279943 × 936036979 × 1666411206031791807261099039433435003573857713655923
<52> ×
14274513236657326480342177997660526944268829244837628134778554975302528622620234503332884917729425473365901350762199666410816366150013<134> (ebina / Msieve 1.53 snfs for P52 x P134 /
September 6, 2021 2021 年 9 月 6 日)
10218-3 =
(9
)2177
<218> = 23 × 141880342322007778063943360462797860282968525570108562611
<57> ×
30644316300624744313610269497504293787116887280803013697861614805626412658869284495473394506341851179907941258477781483250087217127017129457143035904837320715849<161> (Bob Backstrom / Msieve 1.53 snfs for P57 x P161 /
April 21, 2018 2018 年 4 月 21 日)
10219-3 =
(9
)2187
<219> = 17 × 71 × 26674535350522921
<17> × 14441694896309936797629389
<26> × 293182257118929402244067679876613
<33> ×
7335673903875886994768326883663200012370207145719507424039934542463362908071396422761138662781610356066754443892782582088179637677200514144243<142> (Makoto Kamada / GMP-ECM 6.4.3 B1=1e6, sigma=1195197098 for P33 x P142 /
November 18, 2012 2012 年 11 月 18 日)
10220-3 =
(9
)2197
<220> = 13 × 14593 × 10075831812407
<14> × 8291257103230174234688925672284314404232193913792833621450497930943
<67> ×
630972996458609528403907159141928323084701089187864034575660073588006410078609578843189673248972480466731231151593048770433166568861033<135> (Erik Branger / GGNFs, NFS_factory, Msieve snfs for P67 x P135 /
October 25, 2017 2017 年 10 月 25 日)
10221-3 =
(9
)2207
<221> = 19 × 1087 × 783602263 × 2018888662579
<13> × 266453198373583579
<18> × 3686077698131849229378710491
<28> × 114055069325651439284747364358693
<33> × 29469692986264775563893849482077661381
<38> × 4544299622154902890384201363589234416009
<40> × 204016934962379994847131594788567681711189
<42> (Warut Roonguthai / GMP-ECM 6.3 B1=1000000, sigma=1392959393 for P33, B1=1000000, sigma=1935294642 for P38, YAFU 1.24 for P40 x P42 /
November 21, 2012 2012 年 11 月 21 日)
10222-3 =
(9
)2217
<222> = 61 × 757 × 1117 × 16883 × 216002386007477768152393
<24> × 787207485552203758254672001
<27> ×
6753419512161669523486594545323487451452671975087753329597258912450624452624776341486502277369771349858023979359825455085749655313553211765059395695650611932707<160>
10223-3 =
(9
)2227
<223> = 7
2 × 29 × 103 × 19667817448695651761298518243
<29> ×
[3473861733891730414577954317369168118671265502407731113624024333367523511951131054100618998423011558498661447747485526012645103146109836712906183862223655679239665277111478981674844158445933<190>]
Free to factor
10224-3 =
(9
)2237
<224> = 229 × 261138118273
<12> ×
[1672223211208509376352720521364367583756480971523786108164918624789474582092907028540682685274549896266991880924908786492354187311737158332797980924028625957159624859108755959451618352961263528896542046877984441<211>]
Free to factor
10225-3 =
(9
)2247
<225> = 2851 × 118635935384943983443081
<24> × 3680587185421797454594751616767609261987
<40> ×
803284550260334574853653324546764953514890761302540933957389781416742326904493267784970731772522048279827807626577828812734510152549451521743973538351961760301<159> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1180161185 for P40 x P159 /
December 4, 2012 2012 年 12 月 4 日)
10226-3 =
(9
)2257
<226> = 13 × 1321 × 8087 × 126115669 × 269911981 × 6316567801
<10> × 22809843277141
<14> × 7131122814787273
<16> × 3723515583668756095295935044457
<31> ×
552917863125981801898671232079968359685956537252761960528111927023572829648590720925771436476161422068242681062782910593231699061723<132> (Warut Roonguthai / GMP-ECM 6.3 B1=1000000, sigma=1900273758 for P31 x P132 /
November 20, 2012 2012 年 11 月 20 日)
10227-3 =
(9
)2267
<227> = 316272001 ×
[316183537220545804811852440899439593452978469630639229427077865169607599883620428354010382348072600963497872200201496812232834989398887699831513065236527213169274506850829327759557192038633859340587028442015010996815997<219>]
Free to factor
10228-3 =
(9
)2277
<228> = 577 × 517501 × 128788333107794797904121169
<27> ×
[26003779291596522156584579099465196762932366481944131957863780503025853292788972201759471615197265797634010204877045160303528898270406629553138938479027887983161977608377787897952390003703734769<194>]
Free to factor
10229-3 =
(9
)2287
<229> = 7 × 1426220456043357480517739274142573524704430625270922227941278971874565148375527691
<82> ×
1001648393499132101020578803342977245017171084600769020848566857694446316725571985555238144261308071463413157490886076465968847085355255712575181681<148> (matsui / Msieve 1.52 snfs for P82 x P148 /
March 5, 2014 2014 年 3 月 5 日)
10230-3 =
(9
)2297
<230> = 179 × 1013542534467386620176433
<25> × 283844551462896083224188641477680607
<36> ×
[1941889116957965332471205367661566180832769244639831252009782967963593014218772539794749250792741006438838417135414275692756290605381678905594213973766505515771000766753<169>] (Warut Roonguthai / GMP-ECM 6.3 B1=1000000, sigma=785623380 for P36 /
November 19, 2012 2012 年 11 月 19 日)
Free to factor
10231-3 =
(9
)2307
<231> = 83 × 20261 × 993367 × 19708960643293106711
<20> ×
[30372992319931445067257476932093493674577152443740910195053045869270044127026776895168620515070632400227202504114845533994552638312839312396215107073809048486467583032003264740011954267833299334691987<200>]
Free to factor
10232-3 =
(9
)2317
<232> = 13 × 2209179107624061673
<19> ×
348197557443889261141868853142218615020926193020105861766862428732644323135676605518778465589671560785092045968351190623842470413592284374256409189705665807235492105343585671766096625088891041298718769877981967753<213>
10233-3 =
(9
)2327
<233> = 240379 × 13556251 ×
[30687667112906966432271391245736687238912521197611251727391719059022525287883189925593104508572392365344972908778789444184643693103131759497348951519393637958488663408615446487758770573875237058344961292761203828201469093<221>]
Free to factor
10234-3 =
(9
)2337
<234> = 4091 × 1778927 × 227836319 ×
[603100152577424218638071944091796376119335813551168310137957685441706340478755798316832619301379159952063413968729271677946989793024148219497350105612517039216490242295082746835160947762575988526326817183323285526359<216>]
Free to factor
10235-3 =
(9
)2347
<235> = 7 × 17
2 × 13366819 × 79025039 × 26214039451879206139
<20> ×
[178516096723978329232381284814050083362194094811027384783434608297001753440141453513857796755028188006033443866358910009638510672046805100510703892891892663037406819200928580031953087405226562469061<198>]
Free to factor
10236-3 =
(9
)2357
<236> = 1669 × 8039 × 21928882007
<11> × 74734865133486148511631068297927824671781381
<44> ×
4547805565146807560275801668434951008122941381209411302202391652471415855543449276414630415375076853401755266343798957408295342999312041178112322660843206244908762361468176901<175> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=3037144666 for P44 x P175 /
December 5, 2012 2012 年 12 月 5 日)
10237-3 =
(9
)2367
<237> = 35591821479603912279488898728217107
<35> ×
28096342317660124883928856761932552006532909302325581100162822063059962294974274930430699866149027628193001822046280774336552062236823545650303603772417059857970782946200961461651680474073007115754852271<203> (Warut Roonguthai / GMP-ECM 6.3 B1=1000000, sigma=2830885288 for P35 x P203 /
November 20, 2012 2012 年 11 月 20 日)
10238-3 =
(9
)2377
<238> = 13 × 2928529 ×
[262667970585495049142156614884390501432367843798292327229551344456814062885916707408657804231827914024675607026336693005522305146792389363659786455667937463063958311230918058441364510725613176707224264888880810389526881663377494561<231>]
Free to factor
10239-3 =
(9
)2387
<239> = 19 × 2141 × 42996725243
<11> × 41634241301414599551991166209
<29> ×
1373231310737402670492344141967038195835576955183351775161623765743217024745381936596868234344258271216500068176410060656390583936274073441490676058529629868052809042622523586367037252575870178689<196>
10240-3 =
(9
)2397
<240> = 23 × 491 × 8089 × 35768149 × 19205956153
<11> ×
15935417174696795283133442260238912769631231383545978693686369740831176043527010182822791279574497590172559692096926703666541286868470418314347843648629321548480267806793853122501429696446966947451920659082545292813<215>
10241-3 =
(9
)2407
<241> = 7 × 606993414821
<12> × 879089640503893018510087
<24> × 83822750747666588236998695233723749523197727
<44> ×
31939117317371233917513203101448121241186351120616674727855683117224240487746432471845211523917258578458813852663728320618175531011909092132178411678809023038999<161> (Dmitry Domanov / GMP-ECM B1=43000000, sigma=617916940 for P44 x P161 /
January 8, 2013 2013 年 1 月 8 日)
10242-3 =
(9
)2417
<242> = 347 × 274777 × 14938534267083503
<17> × 611086113833239099640531
<24> ×
114889342735487381756200552266348266242358716918294957163714019988458504673101999670024635635807748102995976027531605950607147465693761500753421923930876412194618748329812054996098272522547841291<195>
10243-3 =
(9
)2427
<243> = 22531 × 95913373 × 188091983970011951
<18> ×
[2460198112216653348753656535252811919267938639780532716091703640127869082896274110530735089735055699996342679611752585283231487748254399491459423229848542090334052385469725805095375338466900852780615059922559932069<214>]
Free to factor
10244-3 =
(9
)2437
<244> = 13 × 109 × 9241 ×
763679582346691132924006168392722530693618853782623341698424918498205773005255566517751693707669718050261877183980415589846635575234390446612802309244868283218515380926812232650097212592434822047765561365205551614544644211992259038281501<237>
10245-3 =
(9
)2447
<245> = 7229 × 1981760853018867979
<19> × 48664518406045534807
<20> ×
[143435978390129183307010732394278039699367682824364874308708391871105024217270425816947645484978868463604448661457910762402983954483222264081831130504293860552245687645663236753332383776691239384402845781<204>]
Free to factor
10246-3 =
(9
)2457
<246> = 21864287 × 233699825580469834152940949959727
<33> × 1001658908580908679627168423411356389619
<40> ×
195382847348592596632265951240639939565994502732394523875692502582286230498154242544846680966573573905450858468803102366061856459048445046123491776189880876837138903487<168> (Warut Roonguthai / GMP-ECM 6.3 B1=1000000, sigma=919899347 for P33 /
November 19, 2012 2012 年 11 月 19 日) (Warut Roonguthai / GMP-ECM 6.3 B1=1000000, sigma=1923514944 for P40 x P168 /
November 20, 2012 2012 年 11 月 20 日)
10247-3 =
(9
)2467
<247> = 7 × 18443 × 37191839 × 6025841528404983964001066789
<28> × 28668524307964849087035745295781056773
<38> ×
[12055901636376798970795833834592483128474794612809878931030896590005076514132155451307219380814234677940465679532983395277678774569258793552985594943069369432204765872359<170>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3225368248 for P38 /
November 26, 2012 2012 年 11 月 26 日)
Free to factor
10248-3 =
(9
)2477
<248> = 47 × 181 × 485602081 ×
24207114699956027586145886595934905473339420352714605882688183569957155341325619986728769737229315913938209280129430634341640249516817361539218382805264539086309150326228352139991885287771368793578455684868991074451136807176548566622791<236>
10249-3 =
(9
)2487
<249> = 757 × 1543 ×
[856127001303881422985811407207390773176856147548351912716139963066681163750555412392095893073162045150425794764098485425721993303374595801039509404983172823789372210631213876791338734353208892419937143155564269025924381726482833369433355221647<243>]
Free to factor
10250-3 =
(9
)2497
<250> = 13 × 147900499659599
<15> × 390834104023474062998399
<24> ×
13307441125015006506309905810362589654724975242956400997546874398954541443679168248540118255847865951835686568141698732259760519051011855212797945650499632601019405271355497941526054920553204373827651484721072769<212>
10251-3 =
(9
)2507
<251> = 17 × 29
2 × 107 × 409 × 2153 × 2557 ×
[29031751597423233255832233846315778981110211752477910581640601417412377282452596392546901395381093522548807206842408411210421242126043376174905908855232751172650628982754288836471846872302738834976649231687512907488419472894635227875387<236>]
Free to factor
10252-3 =
(9
)2517
<252> = 252587339 × 783504462839876352684044772102382959989617
<42> ×
[5052972652771328867739560150391834209866620925667343125860855969833209925628956700516594164258137829840475740643744829310391541125620018639371788370526652940115318194101224657140711204937787547273029319<202>] (Cyp / GMP-ECM 6.4.4 B1=11000000, sigma=437310518 for P42 /
June 9, 2017 2017 年 6 月 9 日)
Free to factor
10253-3 =
(9
)2527
<253> = 7 × 10883 × 2983226471539
<13> × 415559919969095623
<18> × 2089635968419573811381189
<25> × 8501025814665330280395277
<25> × 5009573258417262187872507191
<28> × 15469720165203580991721163486729
<32> ×
76914512729278692705050955917211876131422960721529471041689914614169453088210087494980118966645440114456287163<110> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2884172842 for P32 x P110 /
September 7, 2015 2015 年 9 月 7 日)
10254-3 =
(9
)2537
<254> = 71 × 664691 × 1036541549250602327
<19> × 34045189143323363695343
<23> × 27765469130828742402193093907
<29> ×
[2162590896624570035092727183934497617157156333497268946997722856861783148375871816358532410751767335668617366595433205718123592340989122263841638446246144063944295288129249185051<178>]
Free to factor
10255-3 =
(9
)2547
<255> = 76386302273
<11> × 116729725907
<12> ×
[112150973348733561509160071252350439126267643930932202570348518415608136746645968224377190220969683850026690035748367489198173480385685177812799479613989558365791969407070869067985415656221022926354955677738322042741719988501355796527<234>]
Free to factor
10256-3 =
(9
)2557
<256> = 13 × 131 × 17317 × 91754881 × 521856062931253930311388254203
<30> ×
[7081622715369345660907420368007298218024090790907542383979159307604067878614566282777625580608976666225924729244604729095936753871687640490686413583167887250632627975653466011240172572814901264982101594556917229<211>] (KTakahashi / GMP-ECM 6.4.4 B1=1000000, sigma=1687706299 for P30 /
September 9, 2015 2015 年 9 月 9 日)
Free to factor
10257-3 =
(9
)2567
<257> = 19 × 103 × 2711 ×
[18848624248340425756494246363205072843335701348826399835489207560484763997318217741946124223365998627443182235850196412088979831406595548294227778461563979675905445499485715287384031483234054487979949587469585388697271680488676971712173214333172428911<251>]
Free to factor
10258-3 =
(9
)2577
<258> = 43441 × 156733 × 75970466053
<11> × 97938068273652359
<17> × 1439480685474185147
<19> ×
[13713160943132553298395424603442601828171636248336866821786568305961439003647928500470973877958466491570364817279594656061868610005032608909322256088826407934877718391844851956745140543544202575624613121<203>]
Free to factor
10259-3 =
(9
)2587
<259> = 7 × 3467 × 100469 × 31595603711021949139
<20> ×
[129804390024445105519666073300078867784401278249148118896012209328395730920308666524501551034608830300270481593742519111223746277138813269138486309329382604215685099428051560578313305550132106389507726685221896706427095147996477343<231>]
Free to factor
10260-3 =
(9
)2597
<260> = 18209161 × 36372481 ×
150986159495453155493007140523386498213033067989447529832263320766579377441524198107401832205494185466617143863357157442887039283452090016276725935846283430552731613654926618685436406297686456603651412570220735615812960348939662748910257483266517<246>
10261-3 =
(9
)2607
<261> = 1220623 × 1518239 × 14119007945690759
<17> ×
38218542876848195853688138482729335066310500574903577179345116285758329222272259316332226576597772417494906233104331186432430250510098279301988416369569431772507999237970342787507913596220938129016509627858629730385609282823254543339<233>
10262-3 =
(9
)2617
<262> = 13
2 × 23 × 419687 × 258303229 × 308021471 × 294090851121271536539465677
<27> ×
[261979677013570400270140365775718332139118258627221433364135651065682161095789425489398647951174774586682582296064956528915165085159160331919624157780459140574639274478063736910473553144287263361982742862609891<210>]
Free to factor
10263-3 =
(9
)2627
<263> = 149 × 22079658409
<11> ×
[30396346137481380645104469209047787359135491857953411716520580147615287728579668653153158735427060049018064699242250009135178880865940505466697435901763641906881075952797865308021367211573603044194686483733783526930886899815029609428532557319890250017<251>]
Free to factor
10264-3 =
(9
)2637
<264> = 59 × 191 × 2035043 × 20054369341
<11> × 8721819734401
<13> ×
[249301513761633374561053614751364085234578877270196997721741603054686261428168480012081658956792098865885784844277380621106006564382917466047375785710712260881516647058714815334245164900398104974204533286585342448288178099621881551<231>]
Free to factor
10265-3 =
(9
)2647
<265> = 7
3 × 1229 × 61611379835606449
<17> × 3047090121059583135976357
<25> ×
[126359460400903263538633971477595301081846563813387658656733025797958054977147514310992292331865913761408649433803118329299305112569192905961933194518566601719631592447515270104833868051238583969592720887903538570406107<219>]
Free to factor
10266-3 =
(9
)2657
<266> = 166200075290834461209952823
<27> ×
[601684444637040198240444389707245363962431511439986410375333806077903652416020540822649379058114072920525014523587193918674616896632919754170410768755762503715948429132111440604670657104726688317580853115974832769347838017006440411841791339<240>]
Free to factor
10267-3 =
(9
)2667
<267> = 17 × 1249 × 28949287 × 82021349 × 35775047743
<11> × 4295306034046777069324720799843
<31> ×
[129077197193053355520928629624160537652243994207735673794612452761781293883575192310489628257268565975615770531684611975710887184302526900935145463735379031639542733112914140694790943306922874567760262873307<207>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3101690795 for P31 /
September 11, 2015 2015 年 9 月 11 日)
Free to factor
10268-3 =
(9
)2677
<268> = 13 × 2080921 × 1524888383
<10> × 216412856282304494090783
<24> × 1971893264891803548422591
<25> × 983050423304240602097497031627
<30> × 413745523168035235283669327777795651003603782475411732136047
<60> ×
1396649518584057574864875936517983573924962873715310991345541334283678893196014840824416408169611695551145138731419<115> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=4209157905 for P30 /
September 8, 2015 2015 年 9 月 8 日) (Eric Jeancolas / cado-nfs-3.0.0 for P60 x P115 /
August 28, 2023 2023 年 8 月 28 日)
10269-3 =
(9
)2687
<269> = 37913809 × 2911133856519425881
<19> × 35197314793256435323249
<23> ×
[25741323620666777811209612773532143007518430664075860905559462125377002786137544008374885044035351990440798555741302672863725171457067255443683097798096252281610800238270007741113188775477168833669384227426411620887748357<221>]
Free to factor
10270-3 =
(9
)2697
<270> = 1021 × 4933 × 120143346433999019
<18> × 86491222191222804098350921171333
<32> ×
19106950737537605558981429982275833650803636298573364658925118636344369853184770469444254932859248394679034146458816917662367005746031848796194563927660543302399867515874189553250008907534030267889672859332891674427<215> (KTakahashi / GMP-ECM 6.4.4 B1=1000000, sigma=1687856417 for P32 x P215 /
September 9, 2015 2015 年 9 月 9 日)
10271-3 =
(9
)2707
<271> = 7 × 15671 × 494488305753139609
<18> ×
184352581752681437132761313663992888058428326158487295578336347980375341716158773507772044905757478917091495394864997023405938135281172578128913188808557557311747897282095713650094434206469794433004448825400456619285912844493868614852588716087808389<249>
10272-3 =
(9
)2717
<272> = 83 × 2890782966814592260068299
<25> ×
[416779568352046365422500377349809477639210145380596790843121387020573203923436564842734285066420691542168895374834624900225915891308726859020560507814819492762081772216942896367258863318691006528849219797951156087705822915595755378477383145010541<246>]
Free to factor
10273-3 =
(9
)2727
<273> = 28099807905486897799622221453624741019409719
<44> ×
[35587431891473371896626705596482260837365334712372276210605784130417450999939215912761763271523254959902610761403155494148919213406944051479392600028931459278887826739137913515629108388093304151803978021411115736411125766221088363<230>] (Serge Batalov / GMP-ECM B1=11000000, sigma=2606631542 for P44 /
September 8, 2015 2015 年 9 月 8 日)
Free to factor
10274-3 =
(9
)2737
<274> = 13 × 113618017 × 704797414994990507
<18> ×
9606056572683520648130909595443825499435524607507370422512139483883137158325302389569792524284376038154198241574489039819977185126351959787955068848218982091263676138252048142987911052066155264346691507832561352992135425784942284534510257477060851<247>
10275-3 =
(9
)2747
<275> = 19 × 94687 × 89021437 × 62726176361383
<14> × 33680337921596184733
<20> × 151087208992090786939
<21> × 2816954107305013052546284729
<28> × 204574250877487978774451662045292783033724203
<45> × 4355649696747067721438014662917822237365165406066816338373149031
<64> × 779336115547311847659871888338019944259529568015515648822677189527427321
<72> (Erik Branger / GMP-ECM GPU B1=110000000, sigma=3:3043790419 for P45 /
September 6, 2019 2019 年 9 月 6 日) (Serge Batalov / Msieve 1.53 gnfs for P64 x P72 /
September 27, 2019 2019 年 9 月 27 日)
10276-3 =
(9
)2757
<276> = 757 × 1340929 × 11710967 ×
[84121223379934033506731342896391122159483184053625428784146000308069906056340941501811319880430667857013469644105783447629650444553148698833124414084813873168739739408691022250835283255635032553866967953902973396364568635059568961287207105917493601345236764447<260>]
Free to factor
10277-3 =
(9
)2767
<277> = 7 × 467 × 3049 × 16693 × 107253473 ×
560379058975048734003663195023756202632308993658025248499335325950564125691154542166869120290619109771408770241389421691460562454326729191699637354220067564131532933339707117307174466667167957923111103001357904973120777124519413903416757979701332240080410733<258>
10278-3 =
(9
)2777
<278> = 33469 ×
[2987839493262421942693238519226747139143685201230989871224117840389614269921419821327198302907167826944336550240521079207624966386805700797753144701066658699094684633541486151363948728674295616839463384027010069019092294361946876213809794137858914219128148435866025277122113<274>]
Free to factor
10279-3 =
(9
)2787
<279> = 29 × 1319 × 2480383994143837
<16> × 1326053839316799776759
<22> × 4695731070718433647898803663
<28> ×
[1692676296635315931757679991569910437505477401455638033295696503607106203226752965624685979497612856392785621750300573592488999050172099767129631212249048524954760584381202122595097633194472966355920507562742843<211>]
Free to factor
10280-3 =
(9
)2797
<280> = 13 × 3851 × 1067854012369
<13> ×
[187055828612089963879861324638270327627329464914577922513420972921280568918365481442617655192201107360852437245284356774467554371502853231044250864982880827463208524825081809034702744752768140257422026736371154618469444243876726628535125230367213717584361613597251<264>]
Free to factor
10281-3 =
(9
)2807
<281> = 277 × 1321 × 247249 ×
[1105306870458573829362801140550548271963977622708576730801625895835289653037192576451919748282615338019522332786181338306023643310907468632250972763563254587293624532816881981609841220500220260839011182086898036778942048811548601534288804318834391139587610784546881533009<271>]
Free to factor
10282-3 =
(9
)2817
<282> = 61 × 658115279 × 39520986737859875596543309
<26> ×
630289993180668665671915190754155305148639438329915047810935499221862902467956438499287439459021711522882563913650453766808417426550979642791526297812184108561630587724433541906935321448393930362997029015716848426183697006844718980101877865940907<246>
10283-3 =
(9
)2827
<283> = 7 × 17 × 1523 × 38694451 × 9853076789518358387
<19> × 28230439251547101637
<20> ×
5126428954121191952920421836315382756405896159419354371081281534273945239874253853456506655697522329101863109778201186384942355558930764801942593282973854739638510462105198688456258548131713043965867518536413151964366355782894311949<232>
10284-3 =
(9
)2837
<284> = 23 × 269041 × 81756410916617474506621
<23> ×
[197665956184384723271985286255839755630364048280090841368123606067837603746197409972064419313278782778994907117536430861892844031477977054479727139800594076058981105636030498970854003453812572266696470379210786594804992286522898288966697703090816233250199<255>]
Free to factor
10285-3 =
(9
)2847
<285> = 12032029337
<11> × 5002776412663
<13> × 750039308993086112951
<21> ×
[22149605689620261291955211658486916909785057834942839025348200038584705609217626317366294629480511647192681545752677261879705874595781701683260590732417404744445087416971463147507679942623524578559018063776947938174090667816888561086316240437<242>]
Free to factor
10286-3 =
(9
)2857
<286> = 13 × 3361604749
<10> × 328332404197001101
<18> × 105340208354001049110131
<24> ×
6616100281669283177008650607471067802360980015227463365574933914380132839059213797030285121742522594534193577336205686477108559865046647718673544636110837959189466223642363013720333529681641035011991329439579614958396204917279519607251<235>
10287-3 =
(9
)2867
<287> = 4217 × 17358823 × 32869819 × 41616493274871049
<17> × 327549547088275079
<18> × 35232819618127932031333
<23> × 154541765382550783969087
<24> ×
[559942015661178989346348724359202769116017608024777850689306867666200852553390554048502088203719211693178856709383652238048506162684955784860082225325575234687505529806450042693348438210773<189>]
Free to factor
10288-3 =
(9
)2877
<288> = 311 × 291107 × 17716837 × 20354591 × 1264894199
<10> × 41835427114891957
<17> × 61375325404626192454603542011
<29> × 3566846280529670545210337865791822258353
<40> ×
2644002026609893238649831420053032782036830828674643143106447185347308452520417041564894579870797612286019438687765918925035148974624689377814577235086940259848426642882107<172> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1185078244 for P40 x P172 /
May 4, 2017 2017 年 5 月 4 日)
10289-3 =
(9
)2887
<289> = 7 × 71 × 9721 × 701653307 × 85262946467987
<14> ×
[34597901269818409121257207219410908524445904775032612418473385891824555349760437092494470762338556226671018943602518017616515902718454059962429230189156846658175604403456559744740355033994486349275528657987037030572038182809727985969116248785508472379656421909<260>]
Free to factor
10290-3 =
(9
)2897
<290> = 97 × 48643908059
<11> × 50422208345374884184440694783331989
<35> ×
[420317956693754381659941691135908608996189489132501888276174836656424103890256260291537790076451358065145104895599058478467665827958406563041439266195318049993854886083740632730544393028963688002320065286539786740683823537411037296155077859851<243>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3825073158 for P35 /
September 11, 2015 2015 年 9 月 11 日)
Free to factor
10291-3 =
(9
)2907
<291> = 103 × 174467 × 2476456280426253445187449
<25> ×
[22470814606447744693794653115351894303561336840495699026192758619243422421836934419653634416607533026241557381241693314948228239820631601713676965388142055042725633456790063383118323318669502397495737767597886691564839880767244855184667005382284921156559829553<260>]
Free to factor
10292-3 =
(9
)2917
<292> = 13 × 89968116313483154586670513
<26> ×
8550037510516242222280569893210616840642983416016665310632647687834961931155251689519530363273334022227820305196835769815095622386183897186234651461651305801407799480915919231434786920304747031734440898702853241635004387929163622850966948487931096929531077600435713<265>
10293-3 =
(9
)2927
<293> = 19 × 18013 × 684370058789
<12> × 562621369891883
<15> × 2818684025637325455650879
<25> × 3913133226255171300522105049262936503
<37> × 42709939526012970052528261558420911736124987
<44> ×
[1610842726653952680376079811644683874688410454579880562050972649351103659962810124809914249994278429030721354481719596470601763347341995864524392052912300367<157>] (Dmitry Domanov / GMP-ECM B1=3000000, sigma=3472073539 for P37 /
September 11, 2015 2015 年 9 月 11 日) (Erik Branger / GMP-ECM B1=43000000, sigma=1550647664 for P44 /
October 23, 2015 2015 年 10 月 23 日)
Free to factor
10294-3 =
(9
)2937
<294> = 47 × 40763 × 10526699 × 106260551 × 353159185907031683598570728838913
<33> ×
[1321299369206623130232501227276288941929969262548881425492719512560428153593526733092928681136313551147557748132088078151701865292559582162386163647504804131104764389268032178966541033917866506307288388530259576881286966632395117648570355021<241>] (KTakahashi / GMP-ECM 6.4.4 B1=1000000, sigma=2156838329 for P33 /
September 9, 2015 2015 年 9 月 9 日)
Free to factor
10295-3 =
(9
)2947
<295> = 7 × 157 × 94176323 × 194279040497
<12> ×
[497318514485821739556134575629419967391389715939207392293185957408069864250328364153943439471956870105016714930710484019610598148419052569510999786923206467417138297313035126465876299359737895522169571429790326106558572481767319221333358865902380410316087814712730443498413<273>]
Free to factor
10296-3 =
(9
)2957
<296> = 2207 × 43943 × 126438898053109837073403146459483
<33> ×
[8155061896222659944639806637429789914579759589344999191740427683497592030426177125159518095971964517915438819462838318675288423483662933914295837357208088840704741544718425011752758811338364994052247849538049278367658830274761112641741608354837948814813759<256>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3558297455 for P33 /
September 8, 2015 2015 年 9 月 8 日)
Free to factor
10297-3 =
(9
)2967
<297> = 79241606373046561
<17> × 4337580735265395222911
<22> × 1994831981861556732554591902771
<31> × 588157528485607965368023115394469623347690747
<45> ×
[2479700187891267842018007672620043628521643852710611939765229241164596149144570756712649102369325211887181782551068436921884997938730655588527771793455621325866123682917947061090680611<184>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=1695564400 for P31 /
September 8, 2015 2015 年 9 月 8 日) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=1276851902 for P45 /
May 4, 2017 2017 年 5 月 4 日)
Free to factor
10298-3 =
(9
)2977
<298> = 13 × 236053 ×
3258720580677937712163076805762982172517319285206158069455718712453428809501386422671049428599639781027011860765297493489890959950649935526213311287002364853525397979397716744837942196162595818605274108911004015069627453287055156126932380570334758589091302507357376391025613869636186658211373<292>
10299-3 =
(9
)2987
<299> = 17 × 373 × 21610324345804905709749246872653
<32> ×
[729761523610527020558365413573056982058958426459284755453535243845855954123613266610283626512233232942943313642328593822441891900163660250980408977524453471319776068491039476341295258632211685831329001884114735269253496053662589316332041769304419480813074247097789<264>] (Serge Batalov / GMP-ECM B1=3000000, sigma=972542110 for P32 /
September 8, 2015 2015 年 9 月 8 日)
Free to factor
10300-3 =
(9
)2997
<300> = 2879 × 12880703826373
<14> × 522240231254706550549
<21> ×
[51635503442373449542647282526899567340346498343518807994974261354987836068514701055702272405872631722439604524267857022892616021090700558202743502992166742541260793899185256479615902921652966224411763710162996472291394263223910382681410781844133266254667431170059<263>]
Free to factor