Table of contents 目次

  1. About 411...112 411...112 について
    1. Classification 分類
    2. Sequence 数列
    3. General term 一般項
  2. Prime numbers of the form 411...112 411...112 の形の素数
    1. Last updated 最終更新日
    2. Known (probable) prime numbers 既知の (おそらく) 素数
  3. Factor table of 411...112 411...112 の素因数分解表
    1. Last updated 最終更新日
    2. Range of factorization 分解範囲
    3. Terms that have not been factored yet まだ分解されていない項
    4. Factor table 素因数分解表

1. About 411...112 411...112 について

1.1. Classification 分類

Quasi-repdigit of the form ABB...BBC ABB...BBC の形のクワージレプディジット (Quasi-repdigit)

1.2. Sequence 数列

41w2 = { 42, 412, 4112, 41112, 411112, 4111112, 41111112, 411111112, 4111111112, 41111111112, … }

1.3. General term 一般項

37×10n+89 (1≤n)

2. Prime numbers of the form 411...112 411...112 の形の素数

2.1. Last updated 最終更新日

June 29, 2022 2022 年 6 月 29 日

2.2. Known (probable) prime numbers 既知の (おそらく) 素数

No prime number of the form 411...112 exists. 411...112 の形の素数は存在しません。

3. Factor table of 411...112 411...112 の素因数分解表

3.1. Last updated 最終更新日

August 2, 2022 2022 年 8 月 2 日

3.2. Range of factorization 分解範囲

3.3. Terms that have not been factored yet まだ分解されていない項

n=191, 200, 201, 202, 205, 206, 207, 209, 212, 216, 217, 218, 219, 221, 222, 223, 224, 225, 226, 231, 233, 236, 237, 239, 240, 242, 243, 244, 245, 246, 247, 248, 251, 253, 254, 255, 256, 259, 260, 261, 262, 263, 264, 265, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 279, 280, 281, 282, 283, 284, 285, 287, 288, 289, 290, 291, 293, 294, 295, 296, 298, 299, 300 (73/300)

3.4. Factor table 素因数分解表

37×101+89 = 42 = 2 × 3 × 7
37×102+89 = 412 = 22 × 103
37×103+89 = 4112 = 24 × 257
37×104+89 = 41112 = 23 × 32 × 571
37×105+89 = 411112 = 23 × 13 × 59 × 67
37×106+89 = 4111112 = 23 × 23 × 22343
37×107+89 = 41111112 = 23 × 3 × 7 × 107 × 2287
37×108+89 = 411111112 = 23 × 51388889
37×109+89 = 4111111112<10> = 23 × 349 × 1472461
37×1010+89 = 41111111112<11> = 23 × 3 × 1712962963<10>
37×1011+89 = 411111111112<12> = 23 × 13 × 17 × 193 × 1204813
37×1012+89 = 4111111111112<13> = 23 × 83117 × 6182717
37×1013+89 = 41111111111112<14> = 23 × 33 × 7 × 31 × 26927 × 32573
37×1014+89 = 411111111111112<15> = 23 × 29 × 757 × 2340859513<10>
37×1015+89 = 4111111111111112<16> = 23 × 19 × 15241 × 1774606891<10>
37×1016+89 = 41111111111111112<17> = 23 × 3 × 419 × 108041 × 37839497
37×1017+89 = 411111111111111112<18> = 23 × 13 × 3952991452991453<16>
37×1018+89 = 4111111111111111112<19> = 23 × 61 × 4441 × 37853 × 50113913
37×1019+89 = 41111111111111111112<20> = 23 × 3 × 7 × 244708994708994709<18>
37×1020+89 = 411111111111111111112<21> = 23 × 619 × 83019206605636331<17>
37×1021+89 = 4111111111111111111112<22> = 23 × 513888888888888888889<21>
37×1022+89 = 41111111111111111111112<23> = 23 × 32 × 1213 × 3866201 × 121753509517<12>
37×1023+89 = 411111111111111111111112<24> = 23 × 13 × 895263157 × 4415451950729<13>
37×1024+89 = 4111111111111111111111112<25> = 23 × 9319 × 21587 × 2554510101446213<16>
37×1025+89 = 41111111111111111111111112<26> = 23 × 3 × 7 × 353 × 59753 × 11601536557269101<17>
37×1026+89 = 411111111111111111111111112<27> = 23 × 51388888888888888888888889<26>
37×1027+89 = 4111111111111111111111111112<28> = 23 × 17 × 479 × 557 × 18593 × 33317 × 52069 × 3512651
37×1028+89 = 41111111111111111111111111112<29> = 23 × 3 × 23 × 31 × 607 × 11689 × 14419 × 23483198628623<14>
37×1029+89 = 411111111111111111111111111112<30> = 23 × 13 × 3952991452991452991452991453<28>
37×1030+89 = 4111111111111111111111111111112<31> = 23 × 119723 × 697877 × 5276333 × 1165683245723<13>
37×1031+89 = 41111111111111111111111111111112<32> = 23 × 32 × 72 × 131 × 20021 × 156157 × 152190007 × 186950221
37×1032+89 = 411111111111111111111111111111112<33> = 23 × 51388888888888888888888888888889<32>
37×1033+89 = 4111111111111111111111111111111112<34> = 23 × 19 × 30262932137<11> × 893726473802685980363<21>
37×1034+89 = 41111111111111111111111111111111112<35> = 23 × 3 × 10394046028319<14> × 164802326090910689677<21>
37×1035+89 = 411111111111111111111111111111111112<36> = 23 × 13 × 1051 × 3761171696471411028975253523303<31>
37×1036+89 = 4111111111111111111111111111111111112<37> = 23 × 83 × 103 × 408211 × 147254714200170403976714951<27>
37×1037+89 = 41111111111111111111111111111111111112<38> = 23 × 3 × 7 × 60607 × 31829027 × 16124264593<11> × 7867266588617<13>
37×1038+89 = 411111111111111111111111111111111111112<39> = 23 × 67 × 568163 × 1349961791994915714062844454609<31>
37×1039+89 = 4111111111111111111111111111111111111112<40> = 23 × 29723 × 17289267196746253369070715906499643<35>
37×1040+89 = 41111111111111111111111111111111111111112<41> = 23 × 34 × 63443072702331961591220850480109739369<38>
37×1041+89 = 411111111111111111111111111111111111111112<42> = 23 × 13 × 757 × 90632807 × 25560672126851<14> × 2254095414259397<16>
37×1042+89 = 4111111111111111111111111111111111111111112<43> = 23 × 29 × 461 × 29937816849533<14> × 1283956106601580123487957<25>
37×1043+89 = 41111111111111111111111111111111111111111112<44> = 23 × 3 × 7 × 17 × 31 × 47 × 6121 × 810539 × 22409712621217<14> × 88860525403207<14>
37×1044+89 = 411111111111111111111111111111111111111111112<45> = 23 × 51388888888888888888888888888888888888888889<44>
37×1045+89 = 4111111111111111111111111111111111111111111112<46> = 23 × 9547 × 16921 × 88485791 × 8082937721<10> × 4447679756883663877<19>
37×1046+89 = 41111111111111111111111111111111111111111111112<47> = 23 × 3 × 1013 × 39607 × 1115573 × 578849449 × 66115450331174534571109<23>
37×1047+89 = 411111111111111111111111111111111111111111111112<48> = 23 × 13 × 887 × 4456585629077173609304387207431175864095819<43>
37×1048+89 = 4111111111111111111111111111111111111111111111112<49> = 23 × 167 × 85824578761531<14> × 35854285797693267762252236558957<32>
37×1049+89 = 41111111111111111111111111111111111111111111111112<50> = 23 × 32 × 7 × 1499 × 1709 × 36683 × 2606280465772331<16> × 333041986112728369121<21>
37×1050+89 = 411111111111111111111111111111111111111111111111112<51> = 23 × 23 × 1009 × 743329972550108811299<21> × 2978986812067193595925973<25>
37×1051+89 = 4(1)502<52> = 23 × 19 × 4289 × 6306081516840987211948422388839121975296522179<46>
37×1052+89 = 4(1)512<53> = 23 × 3 × 109 × 635737 × 7230522613823391451<19> × 3418804745119370050108661<25>
37×1053+89 = 4(1)522<54> = 23 × 13 × 38640857 × 696869974150901<15> × 146800445261147455476531647729<30>
37×1054+89 = 4(1)532<55> = 23 × 7013 × 73276613273761427190772691984726777254939239824453<50>
37×1055+89 = 4(1)542<56> = 23 × 3 × 7 × 8363 × 157612504783<12> × 73392741304202699<17> × 2529554587074826460179<22>
37×1056+89 = 4(1)552<57> = 23 × 439 × 13763 × 92377 × 125639 × 2170229 × 3977977 × 84885877407325006098812023<26>
37×1057+89 = 4(1)562<58> = 23 × 353 × 16987 × 85699410678969284942091008919983785115611469742299<50>
37×1058+89 = 4(1)572<59> = 23 × 32 × 31 × 44207 × 416652489221155060336370356118603063389455657891713<51>
37×1059+89 = 4(1)582<60> = 23 × 13 × 17 × 182862803 × 617991506000814838229<21> × 2057638491241446736391987107<28>
37×1060+89 = 4(1)592<61> = 23 × 107 × 4572551 × 1282794530417<13> × 818784838784126494713844163286215128781<39>
37×1061+89 = 4(1)602<62> = 23 × 3 × 7 × 6301 × 38836533043801731311650372116964721313237421791619538009<56>
37×1062+89 = 4(1)612<63> = 23 × 1163 × 3041 × 140069 × 24081692249749<14> × 932737316637349913<18> × 4618327325103494411<19>
37×1063+89 = 4(1)622<64> = 23 × 59 × 277 × 280989489998942352553<21> × 111904453559612847473077552221376987991<39>
37×1064+89 = 4(1)632<65> = 23 × 3 × 13037 × 133733 × 982498102401518673535242200039723356348513255289779603<54>
37×1065+89 = 4(1)642<66> = 23 × 13 × 1514137899345041997253<22> × 2610720895832120400075221462216060128281401<43>
37×1066+89 = 4(1)652<67> = 23 × 37963 × 1901891337721980693517189<25> × 7117426685194029574733101604740578127<37>
37×1067+89 = 4(1)662<68> = 23 × 33 × 7 × 911 × 809612695487003<15> × 36864787666049717035729294337957909443664397497<47>
37×1068+89 = 4(1)672<69> = 23 × 443 × 757 × 153239110331828111110117127692742496336342783796347375999740239<63>
37×1069+89 = 4(1)682<70> = 23 × 19 × 9769 × 31663 × 3583492189<10> × 546712337016977<15> × 44632182041724865995392174060670041<35>
37×1070+89 = 4(1)692<71> = 23 × 3 × 292 × 103 × 1333716743<10> × 14826926996699072702164560643285346859784603574897046667<56>
37×1071+89 = 4(1)702<72> = 23 × 133 × 67 × 113 × 307 × 227299 × 896263 × 6703884734381<13> × 15423035597899<14> × 477769208291518137497207<24>
37×1072+89 = 4(1)712<73> = 23 × 23 × 3593 × 145083372130664621850281<24> × 42861417836203162469370760881915181386979871<44>
37×1073+89 = 4(1)722<74> = 23 × 3 × 72 × 31 × 97 × 191 × 3739 × 6047 × 1834607362171<13> × 508701765685753261<18> × 2884584640820646287340854137<28>
37×1074+89 = 4(1)732<75> = 23 × 2591814649<10> × 5031172838534562863021<22> × 3940905766759954082447111148295559334467941<43>
37×1075+89 = 4(1)742<76> = 23 × 17 × 27820103 × 1086579663990986680490572482548466922914760572468233807695461610639<67>
37×1076+89 = 4(1)752<77> = 23 × 32 × 404376914969319472993441<24> × 1412018424356170588331448229477314894603799474481681<52>
37×1077+89 = 4(1)762<78> = 23 × 13 × 83 × 147401 × 158699 × 36578738591<11> × 55660158414200381896594435445201443579081701419895899<53>
37×1078+89 = 4(1)772<79> = 23 × 61 × 1597331 × 44787307 × 865251074175202249<18> × 136096631295468840314183339319887550251944853<45>
37×1079+89 = 4(1)782<80> = 23 × 3 × 7 × 105691 × 145567272605977<15> × 15905531309252944610746724463904709759577444023910864837287<59>
37×1080+89 = 4(1)792<81> = 23 × 7468807 × 6880468177700787942289697523163858550487231613949709624159372291838427327<73>
37×1081+89 = 4(1)802<82> = 23 × 243973 × 25311613 × 5095805045486278031390747<25> × 16330325259967393125133952454527701859763563<44>
37×1082+89 = 4(1)812<83> = 23 × 3 × 199 × 497417 × 17305106349885548572700065654376165188590014436316331403840915162331246061<74>
37×1083+89 = 4(1)822<84> = 23 × 13 × 797 × 1627 × 365089 × 8349899589793454590517266465400435677371787134114839595642416480175283<70>
37×1084+89 = 4(1)832<85> = 23 × 503 × 9127417049104594934011<22> × 16134283382652874363747746013<29> × 6937510720234330052358624550241<31>
37×1085+89 = 4(1)842<86> = 23 × 32 × 7 × 3732696076213535773<19> × 11430444973183039815941<23> × 1911801995991744562100466532653423498930071<43>
37×1086+89 = 4(1)852<87> = 23 × 51388888888888888888888888888888888888888888888888888888888888888888888888888888888889<86>
37×1087+89 = 4(1)862<88> = 23 × 19 × 47699809994317568267877286906333<32> × 567020783289347505656379933252119418962708512494355807<54> (Eric Jeancolas / ECM for P32 x P54 / June 27, 2022 2022 年 6 月 27 日)
37×1088+89 = 4(1)872<89> = 23 × 3 × 31 × 601 × 17351 × 48523 × 1259465426524594754776930967<28> × 86706848864926653782850947218252636399706248703<47>
37×1089+89 = 4(1)882<90> = 23 × 13 × 47 × 353 × 431 × 429943 × 9278617619<10> × 44282830116127<14> × 1945041851182645573627999<25> × 1608857438108148139019696873<28>
37×1090+89 = 4(1)892<91> = 23 × 240516295636510121656879711632579736717<39> × 2136607365953798159299982197395412422559262629729117<52> (Eric Jeancolas / ECM for P39 x P52 / June 27, 2022 2022 年 6 月 27 日)
37×1091+89 = 4(1)902<92> = 23 × 3 × 7 × 17 × 181 × 243565274201<12> × 326517954295555420377084585440051428827113263462292874042451953326307429817<75>
37×1092+89 = 4(1)912<93> = 23 × 128717 × 235074509479<12> × 1698352285271968959582501601960025362481181298791164261212433847059259872923<76>
37×1093+89 = 4(1)922<94> = 23 × 2108231 × 243753596683138085384803130628896401242979962294876078043102908973869034697283594107519<87>
37×1094+89 = 4(1)932<95> = 23 × 33 × 23 × 2007851 × 1891884698389935867604201768732939<34> × 2178469488334758856297577317457966482770118386214981<52> (Eric Jeancolas / ECM for P34 x P52 / June 27, 2022 2022 年 6 月 27 日)
37×1095+89 = 4(1)942<96> = 23 × 13 × 757 × 15077 × 25673 × 4790557 × 1535466553740697<16> × 380037652526890151807054328971<30> × 4825979142129178524697210673611<31> (Eric Jeancolas / ECM for P30 x P31 / June 27, 2022 2022 年 6 月 27 日)
37×1096+89 = 4(1)952<97> = 23 × 487 × 65831 × 111829 × 567033828402929<15> × 16486667212202819199987779<26> × 15332519725953663010327675258499141908665383<44>
37×1097+89 = 4(1)962<98> = 23 × 3 × 7 × 2929243 × 260184549373185640807<21> × 321079833430875755669117588208813618328377305055441142105785791742809<69>
37×1098+89 = 4(1)972<99> = 23 × 29 × 1277 × 75313079277240401<17> × 643836474000600286904142791<27> × 28617675280677237588025816692552582042738125156663<50>
37×1099+89 = 4(1)982<100> = 23 × 56813 × 6548093 × 25764819802333<14> × 1011896905367462603<19> × 7606595719927391858971<22> × 6965510547537487288594738543512749<34>
37×10100+89 = 4(1)992<101> = 23 × 3 × 45282581 × 745281034638867319<18> × 8774317335016945018739<22> × 295410918609785830387577<24> × 19581991160404519604698024739<29>
37×10101+89 = 4(1)1002<102> = 23 × 13 × 1109 × 204847653391<12> × 24506808692941<14> × 1270172129111443<16> × 1262842667698917189589<22> × 442654363189829487258906445889173741<36>
37×10102+89 = 4(1)1012<103> = 23 × 1373381 × 2793828008279592944062958095566070764310049<43> × 133930202631663173112674567583276490625377786864141381<54> (Ignacio Santos / GNFS, Msieve for P43 x P54 / June 29, 2022 2022 年 6 月 29 日)
37×10103+89 = 4(1)1022<104> = 23 × 32 × 7 × 31 × 95762564267758061<17> × 27477120450145033855564975855010168187751602395878661401481075595226658756799053533<83>
37×10104+89 = 4(1)1032<105> = 23 × 67 × 103 × 87641 × 275368348609<12> × 76783077539880759973967<23> × 4018558923943906024718503932380737734771369066592415205497843<61>
37×10105+89 = 4(1)1042<106> = 23 × 19 × 811295950185438026789<21> × 56153492266129936790333254174549<32> × 593689745673374830837896416184185033070122441883371<51> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2088683494 for P32 x P51 / June 27, 2022 2022 年 6 月 27 日)
37×10106+89 = 4(1)1052<107> = 23 × 3 × 4549 × 1918698177009553510888171<25> × 10071289633483285807954238477<29> × 19486789212046766209117423467925782342909587619961<50>
37×10107+89 = 4(1)1062<108> = 23 × 13 × 17 × 506119517 × 65187286203349254397<20> × 7047920029548760944641002657830522768533621543496616341060770076927215262341<76>
37×10108+89 = 4(1)1072<109> = 23 × 1190029 × 1839012013<10> × 612296124599348317<18> × 383500209791008240951260101211883029310231335656567714862543689820886070821<75>
37×10109+89 = 4(1)1082<110> = 23 × 3 × 7 × 45189425299411759417967<23> × 5415182713380958602849132715453988331985645114615634107378911019507934437769759808827<85>
37×10110+89 = 4(1)1092<111> = 23 × 83449781 × 615480285164317054101927816069030424126390055599<48> × 1000529458424327547669356055720538559503113395283589531<55> (Dmitry Domanov / Msieve 1.54 snfs for P48 x P55 / June 29, 2022 2022 年 6 月 29 日)
37×10111+89 = 4(1)1102<112> = 23 × 179 × 165594479 × 437479049084599998157918487<27> × 39628997320726623193255910269061007072602214489701811149022650136328497467<74>
37×10112+89 = 4(1)1112<113> = 23 × 32 × 2999 × 18793 × 2129371 × 8667785267870087612726553600170689877<37> × 548901806165539884411781538674364962278640874810915080308409<60> (Dmitry Domanov / Msieve 1.54 snfs for P37 x P60 / June 29, 2022 2022 年 6 月 29 日)
37×10113+89 = 4(1)1122<114> = 23 × 13 × 107 × 457 × 7159 × 11292069310029886431254187463545692095960856504113448627542250299896650608897063935915951216603954753433<104>
37×10114+89 = 4(1)1132<115> = 23 × 1493 × 2325677597077<13> × 11750128123586131663506962447<29> × 12595554990761790414240298989215556696928087442630299863154232129006767<71>
37×10115+89 = 4(1)1142<116> = 23 × 3 × 73 × 4120114055596224625736351<25> × 1650684138391757592064292445906839<34> × 734312018102739922930458993950447063520827977306153469<54> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:497987013 for P34 x P54 / June 27, 2022 2022 年 6 月 27 日)
37×10116+89 = 4(1)1152<117> = 23 × 23 × 919 × 14664476607343<14> × 369031659032723<15> × 449257863535721537766358642568815150246763784506825669081746195453559892520106353373<84>
37×10117+89 = 4(1)1162<118> = 23 × 63830783 × 341046623 × 89092580744561488384428064271909265689747<41> × 264962103472399182531851928720059774622248542142381031355043<60> (Dmitry Domanov / Msieve 1.54 snfs for P41 x P60 / June 29, 2022 2022 年 6 月 29 日)
37×10118+89 = 4(1)1172<119> = 23 × 3 × 31 × 83 × 665745418951792834420117746973557311684012033798275539433720545263491240949460926141843359099480358710828978998431<114>
37×10119+89 = 4(1)1182<120> = 23 × 13 × 3952991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991452991453<118>
37×10120+89 = 4(1)1192<121> = 23 × 761065463508427091795553900058987486839995933<45> × 675222978217824126595622340208106578018954316863962132047642494872526390733<75> (Ignacio Santos / GNFS, Msieve for P45 x P75 / June 30, 2022 2022 年 6 月 30 日)
37×10121+89 = 4(1)1202<122> = 23 × 34 × 7 × 59 × 353 × 155657 × 999269 × 137373620554065678808173230535234141486785514313<48> × 20365967043013427850704439007513792524755627252899891849<56> (Ignacio Santos / GNFS, Msieve for P48 x P56 / June 30, 2022 2022 年 6 月 30 日)
37×10122+89 = 4(1)1212<123> = 23 × 757 × 5471 × 5609803 × 1481159102437710585272571231451279<34> × 11948403085747942446590978700621001<35> × 124981993006393147685741768743503165667351<42> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1706142363 for P34 / June 27, 2022 2022 年 6 月 27 日) (Eric Jeancolas / Msieve v. 1.53 for P35 x P42 / June 29, 2022 2022 年 6 月 29 日)
37×10123+89 = 4(1)1222<124> = 23 × 17 × 19 × 499 × 7009700767<10> × 31937951069<11> × 14241627735225110215562982617316585867918804238556504500400868783239017103194331403060391856186059<98>
37×10124+89 = 4(1)1232<125> = 23 × 3 × 173897 × 6863261 × 115159997 × 749967361373<12> × 16618099698550885425117802420740402251885430687280811640065521206604253820089172906964367519<92>
37×10125+89 = 4(1)1242<126> = 23 × 13 × 349 × 2937548830870488340639309067011168581323334467973719<52> × 3855807588777219335491936404512834051862024810298454281388963047877863<70> (Ignacio Santos / GNFS, Msieve for P52 x P70 / June 30, 2022 2022 年 6 月 30 日)
37×10126+89 = 4(1)1252<127> = 23 × 29 × 4049 × 4376464932924169346955730992657947802257593521507131508749617946439639322513765756456586887259424539808798161222344290109<121>
37×10127+89 = 4(1)1262<128> = 23 × 3 × 7 × 997 × 13603870817078921<17> × 418596076713430640513<21> × 223758757885352770389201679<27> × 192626963770352225564817180727154785743751445543876503502791<60>
37×10128+89 = 4(1)1272<129> = 23 × 421 × 1789 × 3490983413<10> × 15269447337032709387527<23> × 1279987379083115438556949872777098762810195259979044708708640285574141843913417227041479731<91>
37×10129+89 = 4(1)1282<130> = 23 × 509 × 3467 × 8419 × 17597 × 362288625931167871051<21> × 79283737532527341858687185911090693861417<41> × 68432064996040216390252843578571216511136594018008123<53> (Ignacio Santos / Yafu for P41 x P53 / June 30, 2022 2022 年 6 月 30 日)
37×10130+89 = 4(1)1292<131> = 23 × 32 × 3723779 × 79003789 × 690881272063<12> × 2809257047554112582946576929580137932728529128834177467807716208854951066739728804431056845822653848857<103>
37×10131+89 = 4(1)1302<132> = 23 × 13 × 983 × 5281 × 66252791185404335589058974227<29> × 23169857181526642966966742036221<32> × 496053654695559037081593574309879045140802074173673113734677533<63> (Ignacio Santos / Yafu for P32 x P63 / June 30, 2022 2022 年 6 月 30 日)
37×10132+89 = 4(1)1312<133> = 23 × 277 × 356298727977091288957<21> × 3163475412835071605783931908480305851283<40> × 1645927582859907952017111151342640015033699255877920692294685697425347<70> (Dmitry Domanov / Msieve 1.54 snfs for P40 x P70 / June 30, 2022 2022 年 6 月 30 日)
37×10133+89 = 4(1)1322<134> = 23 × 3 × 7 × 31 × 604624647974845229<18> × 6348426165757155961837957<25> × 2056536010646745483586557868467236638668665810344551750279918184014474219432484122664363<88>
37×10134+89 = 4(1)1332<135> = 23 × 41167801 × 616329584314309<15> × 3209640392426661307290550590615559351297<40> × 631018608373481209831798342079896133412138148518047463751672112801015693<72> (Eric Jeancolas / cado-nfs-3.0.0 for P40 x P72 / July 4, 2022 2022 年 7 月 4 日)
37×10135+89 = 4(1)1342<136> = 23 × 47 × 2351 × 90053 × 19129318107652200281<20> × 949981716500005879560673469<27> × 2841880546104608982995601953240761380332604915319742754395111617890946914366161<79>
37×10136+89 = 4(1)1352<137> = 23 × 3 × 347320651853768860887745815458136570679<39> × 4931935241455683641146965163978895869711458961416774153768007609206495706926359805280945938324997<97> (Bob Backstrom / GMP-ECM 7.0.4 B1=15660000, sigma=1:4194989369 for P39 x P97 / June 29, 2022 2022 年 6 月 29 日)
37×10137+89 = 4(1)1362<138> = 23 × 13 × 67 × 91288710343623052326556307<26> × 646299769277326343714923930223292669401512799215427537790409465936703987718014527308324969828618903452085637<108>
37×10138+89 = 4(1)1372<139> = 23 × 23 × 61 × 103 × 478403 × 104097020551<12> × 251431821801636028042497468530787834377<39> × 284002325352910123775834643246906039320492614926112020203988886695701536254641<78> (Bob Backstrom / GMP-ECM 7.0.4 B1=15610000, sigma=1:714956140 for P39 x P78 / June 30, 2022 2022 年 6 月 30 日)
37×10139+89 = 4(1)1382<140> = 23 × 32 × 7 × 172 × 526063 × 1535149210262501<16> × 8442554861696981<16> × 456585580555569705325314451041917<33> × 90666406109052627559659670167385835871997021901054975340499091477<65> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1058080937 for P33 x P65 / June 27, 2022 2022 年 6 月 27 日)
37×10140+89 = 4(1)1392<141> = 23 × 315137123201983853394587<24> × 163068344239316154297558936623173979408787429062208551342155344002053180939799011771850074731201316445107935559445947<117>
37×10141+89 = 4(1)1402<142> = 23 × 19 × 149 × 1044360275303<13> × 27515005766675356659803412958283701088177982092619847127<56> × 6316978605953974685704665083049077807332636583305752260099541609468599<70> (Eric Jeancolas / cado-nfs-3.0.0 for P56 x P70 / July 4, 2022 2022 年 7 月 4 日)
37×10142+89 = 4(1)1412<143> = 23 × 3 × 761 × 20887 × 169361 × 1477643 × 10068880658101760553549160054624066139638454291<47> × 42768412080141893322269589661476025646652706566488191744610876558786037512813<77> (Eric Jeancolas / cado-nfs-3.0.0 for P47 x P77 / July 4, 2022 2022 年 7 月 4 日)
37×10143+89 = 4(1)1422<144> = 23 × 13 × 218332197925997<15> × 107136363633974664865637<24> × 168993961573228815939476412018447848956228303886059514498355150389197933459340878116245938530055220096477<105>
37×10144+89 = 4(1)1432<145> = 23 × 311 × 8597 × 6742207382184283<16> × 723188216480377801<18> × 5332403938344927677807171781764812961<37> × 7392399404945189371686386209589106701870940517811993689607749023809<67> (Eric Jeancolas / cado-nfs-3.0.0 for P37 x P67 / July 2, 2022 2022 年 7 月 2 日)
37×10145+89 = 4(1)1442<146> = 23 × 3 × 7 × 1483 × 3708607741954393<16> × 44493634333227861686883148372392491115089572441870891909118633588759642704182122788431460296006155492947795874986053844544311<125>
37×10146+89 = 4(1)1452<147> = 23 × 1831 × 28066023423751441228229868317252260452697372413374597973177984100977001031615996116269191091692457066569573396443958978093330906001577765641119<143>
37×10147+89 = 4(1)1462<148> = 23 × 1097 × 267140131 × 1212376584087996150511<22> × 1446391715627827285450179085979743183761581716057390070771701523349591475736721275997073054440665965286127197846357<115>
37×10148+89 = 4(1)1472<149> = 23 × 33 × 31 × 162221 × 4687351 × 34019107 × 27798230159129<14> × 8538255843638327939407869557206168046085746642760978244871391507277840982790665299078753096681066924509014294669<112>
37×10149+89 = 4(1)1482<150> = 23 × 132 × 757 × 381450037 × 684870356536939590938641974629339260529548304620189<51> × 1537590238751983043477412606066309814364238300451430489458513450859292648819553771181<85> (Eric Jeancolas / cado-nfs-3.0.0 for P51 x P85 / July 5, 2022 2022 年 7 月 5 日)
37×10150+89 = 4(1)1492<151> = 23 × 34430341152141782597<20> × 24660177102413650400387203917281748640216466146662359<53> × 605245696943028541850879260277550712428999672072542984430251842819415478219043<78> (Eric Jeancolas / cado-nfs-3.0.0 for P53 x P78 / July 6, 2022 2022 年 7 月 6 日)
37×10151+89 = 4(1)1502<152> = 23 × 3 × 7 × 229 × 3467985078852034511344025834699254521161804963235185123<55> × 308132303303913816769438116373403216831860144386135649112422736825001476453747094308178937627<93> (Bob Backstrom / Msieve 1.54 snfs for P55 x P93 / June 30, 2022 2022 年 6 月 30 日)
37×10152+89 = 4(1)1512<153> = 23 × 5351 × 82007 × 2071873 × 746296354882619426671831<24> × 75737139910708147753126776546194578248860429062454773512903378235947284545580837982168947647202546404369118015279<113>
37×10153+89 = 4(1)1522<154> = 23 × 353 × 1153 × 19483 × 42429963721<11> × 64361294164567<14> × 2931645827654428597087<22> × 8094694332059797436411781163893247397965482741093094175027869593916262973396320796061424865260843<97>
37×10154+89 = 4(1)1532<155> = 23 × 3 × 29 × 46279 × 213253 × 2067762773<10> × 14558064534276087840680350378013253650677369259689877<53> × 198822947123705937970973190870551603248879413785057020931535543795206549574775661<81> (Bob Backstrom / Msieve 1.54 snfs for P53 x P81 / July 1, 2022 2022 年 7 月 1 日)
37×10155+89 = 4(1)1542<156> = 23 × 13 × 17 × 3212444983811352979289<22> × 72383779386508621721012354385287061076502936765099134340965721258490409743435081735905108792395431547598677466314679723318955258581<131>
37×10156+89 = 4(1)1552<157> = 23 × 739 × 190321 × 2895913 × 50391214963<11> × 26018713962882837938226984705127296250767581<44> × 962303159053624670390455867050096088999503123476655689421129936489288796915238585868029<87> (Bob Backstrom / Msieve 1.54 snfs for P44 x P87 / July 1, 2022 2022 年 7 月 1 日)
37×10157+89 = 4(1)1562<158> = 23 × 32 × 72 × 2659 × 158617 × 9819323 × 362016583 × 344800819007<12> × 6239404966043<13> × 41665531924705755392959<23> × 12234684944510155513159445533<29> × 7087145914513572469155050834127071197451226783232411441<55>
37×10158+89 = 4(1)1572<159> = 23 × 90289570477515558120151<23> × 569156422132787234632779059333918106509698065619067520844683543745602215923507712369886870142957625634352463736392437371643329124253039<135>
37×10159+89 = 4(1)1582<160> = 23 × 19 × 83 × 325864862960614387374057634044951736771647995490734869301768477418445712675262453322060170506587754526879447615021489466638483759599802719650531952370887057<156>
37×10160+89 = 4(1)1592<161> = 23 × 3 × 23 × 109 × 1663 × 9283 × 1440182122510566041<19> × 30732339607984103921802550282748082066559435417821765942649395631519190904657810365047015047928740492766023561082466774285165725781<131>
37×10161+89 = 4(1)1602<162> = 23 × 13 × 131 × 821 × 3416557 × 3873180098711918318307892500031310551<37> × 8399414445977895551069955743348437910235980270276021<52> × 330678568845375356697870645649440132813665470937842928488549<60> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:858691948 for P37 / June 27, 2022 2022 年 6 月 27 日) (Eric Jeancolas / cado-nfs-3.0.0 for P52 x P60 / July 2, 2022 2022 年 7 月 2 日)
37×10162+89 = 4(1)1612<163> = 23 × 2083 × 5483 × 411259 × 3484345159832624605263617920585202632487711<43> × 31399673114178730033584927049517610176233652677024572858364430294914770388602307407394188759397449625034149<107> (Bob Backstrom / GMP-ECM 7.0.4 B1=17140000, sigma=1:4123892278 for P43 x P107 / July 2, 2022 2022 年 7 月 2 日)
37×10163+89 = 4(1)1622<164> = 23 × 3 × 7 × 31 × 63281 × 418292793451775751437<21> × 36809025260210693310741477820636457221527523036513<50> × 8101775525885054748023409209184435728572634018151606096731708045826548283090768067399<85> (Bob Backstrom / Msieve 1.54 snfs for P50 x P85 / July 3, 2022 2022 年 7 月 3 日)
37×10164+89 = 4(1)1632<165> = 23 × 3180469121670100549<19> × 997346741872457885060931764663<30> × 1318587743357143039856098237987970135692737865298041<52> × 12286348684338715578298211411355132918865446552278738007087427867<65> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2195044245 for P30 / June 27, 2022 2022 年 6 月 27 日) (Eric Jeancolas / cado-nfs-3.0.0 for P52 x P65 / July 2, 2022 2022 年 7 月 2 日)
37×10165+89 = 4(1)1642<166> = 23 × 6199 × 99630192011724154927<20> × 4254919279045716731959<22> × 1514903654367761525456093<25> × 129086339393893028415912769854175700102026128547660180441932283299544639047043337297440425176339<96>
37×10166+89 = 4(1)1652<167> = 23 × 32 × 107 × 673 × 2677 × 3311879665321<13> × 1788127859897663<16> × 5586230675445999400363325553683<31> × 2156500566209443485676717799627827949669799959<46> × 41518145342164757248913109060777541318042084222206253<53> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:4062311412 for P31 / June 27, 2022 2022 年 6 月 27 日) (Dmitry Domanov / Msieve 1.54 gnfs for P46 x P53 / June 29, 2022 2022 年 6 月 29 日)
37×10167+89 = 4(1)1662<168> = 23 × 13 × 3019 × 180847 × 1025659 × 3409100131<10> × 12482725219904363<17> × 400338374576155507508500156891615433<36> × 414354508578206937288677883640441848734637319438576196116540398150359405095432266049600931<90> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2882063831 for P36 x P90 / June 27, 2022 2022 年 6 月 27 日)
37×10168+89 = 4(1)1672<169> = 23 × 191 × 579081161 × 2157165361007843339165814321439<31> × 3179140488767128135864105650177243963820633204372779513243941<61> × 677490587498680709944276898613647674528793120238067034443812486461<66> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3452145588 for P31 / June 27, 2022 2022 年 6 月 27 日) (Eric Jeancolas / cado-nfs-3.0.0 for P61 x P66 / July 9, 2022 2022 年 7 月 9 日)
37×10169+89 = 4(1)1682<170> = 23 × 3 × 7 × 97 × 19870063 × 162811027 × 14288617641418957059007<23> × 54576404880396914317301942364995066950239705853688198277200228337329920130612245169360127825376191456906365225144693665571632871<128>
37×10170+89 = 4(1)1692<171> = 23 × 67 × 14149 × 4321791757<10> × 12543098752917890540697926824189895144253532018808999270890453561803502528125459441682063224182835580341214365209576911418717931540202503491102256969390419<155>
37×10171+89 = 4(1)1702<172> = 23 × 17 × 14049612727<11> × 1143009624192656539252929630748925770379934457960735350489036979883<67> × 1882374651291356200537605933112640170033587632315255158332403242500214868463795796511831011037<94> (Bob Backstrom / Msieve 1.54 snfs for P67 x P94 / July 6, 2022 2022 年 7 月 6 日)
37×10172+89 = 4(1)1712<173> = 23 × 3 × 103 × 383 × 22947080689787<14> × 5089496537807913049530196149166916133581<40> × 371800276321278314854405092277260563930494418655336870442796257362941433018741878040693165918476942299045784156021<114> (Bob Backstrom / GMP-ECM 7.0.4 B1=18410000, sigma=1:2623321584 for P40 x P114 / July 3, 2022 2022 年 7 月 3 日)
37×10173+89 = 4(1)1722<174> = 23 × 13 × 34432377571181<14> × 9584300212453139<16> × 138878769808683685642376342059<30> × 86250693096907016533717549377984979113983075998869516137795574018371678047959308334213796444510919983955382656513<113> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1856810438 for P30 x P113 / June 27, 2022 2022 年 6 月 27 日)
37×10174+89 = 4(1)1732<175> = 23 × 853 × 27773179607<11> × 21691750162661992687642340014613408761380883182403665851892492226680837304438760497622613086795165783715360775575597173987904528832741237836786917393048368769459<161>
37×10175+89 = 4(1)1742<176> = 23 × 33 × 7 × 741547 × 25735771 × 27171441736111<14> × 52434710518022153958113638315355130234768942939889105489609441186981211613096461246519131291224987122536250784354743296099878972845747973027904843<146>
37×10176+89 = 4(1)1752<177> = 23 × 757 × 431487330904283<15> × 14137120942486562122255756490383102330699<41> × 11128697203746830784438369495580694432190688273058692934953533510166409242259531137981128947137929714207268598802315181<119> (Bob Backstrom / Msieve 1.54 snfs for P41 x P119 / July 9, 2022 2022 年 7 月 9 日)
37×10177+89 = 4(1)1762<178> = 23 × 19 × 2577297109788405803442487<25> × 2334948055189124641096040025076368566968513<43> × 4494422712308058208344461366499262817878215262743122270758912959562303653219960809651963830593835947567186901<109> (Bob Backstrom / Msieve 1.54 snfs for P43 x P109 / July 9, 2022 2022 年 7 月 9 日)
37×10178+89 = 4(1)1772<179> = 23 × 3 × 31 × 1301 × 2731 × 1108739941<10> × 1856906867<10> × 7553834532957937100257084383101946870695785740206445290162400045243500885401890244523992521395924611101293452616702208857498495283864627730101428384789<151>
37×10179+89 = 4(1)1782<180> = 23 × 13 × 59 × 863 × 325667 × 21545141 × 2117778096913157594866186223157185394784309<43> × 5224677900559663442348740125471455407193229404136270494099485718404774888537206533919869632359453840106688850679061483<118> (Bob Backstrom / Msieve 1.54 snfs for P43 x P118 / July 9, 2022 2022 年 7 月 9 日)
37×10180+89 = 4(1)1792<181> = 23 × 497730581 × 843607252629257653266933305096547906409781372395326698183<57> × 1223868051436737276932235455606707952759296282952144938319988886567900812788098320517340741267354006298383651631043<115> (Bob Backstrom / Msieve 1.54 snfs for P57 x P115 / July 13, 2022 2022 年 7 月 13 日)
37×10181+89 = 4(1)1802<182> = 23 × 3 × 7 × 47 × 199 × 260909801 × 38590847077<11> × 852589997592967473438608497<27> × 3047783125474716319076803211911660968856886167407405884411434181899469390115630313937684082582845747868473535229014785597214048337<130>
37×10182+89 = 4(1)1812<183> = 23 × 23 × 29 × 937 × 3879135970816129478218824601<28> × 656563400915917795451839177974717151957<39> × 32284356186001145405674829508958943212243966164806530745668800892566788129885949652293403857280768969171581263<110> (Bob Backstrom / GMP-ECM 7.0.4 B1=11030000, sigma=1:2503751490 for P39 x P110 / August 2, 2022 2022 年 8 月 2 日)
37×10183+89 = 4(1)1822<184> = 23 × 113 × 692927 × 152605577 × 293946844139917<15> × 633050624956444883<18> × 2143887324089427359903<22> × 1860555217669856303829203<25> × 57940352232372270175949709466712521319454285001143238584155726903415492245822436868763293<89>
37×10184+89 = 4(1)1832<185> = 23 × 32 × 52612253 × 2400704003<10> × 4520653305257978899176202623372828768726860181378325518827951677691607862668599120703123842614747053572738544181887391961652692686519953027495859770627431670567528119<166>
37×10185+89 = 4(1)1842<186> = 23 × 13 × 353 × 3663217 × 18516647 × 532017505853<12> × 310313202851586533470890215717698731695043899888853778603840128120748540851913858693613341664682126139026903858818357035366393171088941954299682694488435783<156>
37×10186+89 = 4(1)1852<187> = 23 × 217489 × 2362827034419620711341212148149510498870696397927660198395729847895244765891097429703979920312700361346499771891400893327427542951086670539148595510066664929669495417648197788802601<181>
37×10187+89 = 4(1)1862<188> = 23 × 3 × 7 × 17 × 881 × 3001 × 5444513859582910145544483207228862974648631950062954666547998160302416142710814690022083822868262374383244778386038748451161913661571862349208895708485649538660801493067882560317<178>
37×10188+89 = 4(1)1872<189> = 23 × 6863 × 64795821583180481<17> × 796127131501626057450571<24> × 90047780600065441282263661069<29> × 420608202685780339792903914597780996711124913312843<51> × 3832437242817691052554206723212183552278319149700722289587660459<64> (Eric Jeancolas / cado-nfs-3.0.0 for P51 x P64 / June 30, 2022 2022 年 6 月 30 日)
37×10189+89 = 4(1)1882<190> = 23 × 334220396746759<15> × 40114360323863933896032191485661098998039889<44> × 38329787013155221554610574538907768008277328629900791982434442598479823881288276151331001978561192818545813281992764993559176218639<131> (Ignacio Santos / GMP-ECM B1=3000000, sigma=1:2129569829 for P44 x P131 / July 9, 2022 2022 年 7 月 9 日)
37×10190+89 = 4(1)1892<191> = 23 × 3 × 709 × 6449 × 6174232786274854300117<22> × 60677315892938594241035394970904084945152357104134984544466414957408300652834658770992901473072201571940462872378028048597869965525793002426929575602529625418379<161>
37×10191+89 = 4(1)1902<192> = 23 × 13 × 313 × 704772230066647555976310769<27> × [17919783336688967887497861176407130285804074089359372499589034584072757900978632691471101904344574295104555397024100853009683575900762108009391996646311126300949<161>] Free to factor
37×10192+89 = 4(1)1912<193> = 23 × 3142131169<10> × 163547879209777473452410442286309559500406995545413810472559838856583675895832370608742364978235855719264814972111334187554055254937986609841904053525172516083744971401888947968641881<183>
37×10193+89 = 4(1)1922<194> = 23 × 32 × 7 × 31 × 787 × 12124481 × 3425553121280502663617245339361423341793<40> × 7049130581701788420953992138720058848836277084564644948336803<61> × 11419913971732253847302226797545110616482472783248081583198610208498260336840801<80> (Bob Backstrom / GMP-ECM 7.0.4 B1=18310000, sigma=1:2308522333, Msieve 1.54 snfs for P40 x P61 x P80 / July 15, 2022 2022 年 7 月 15 日)
37×10194+89 = 4(1)1932<195> = 23 × 1777 × 118369261 × 87535666896317<14> × 792175387881099314377<21> × 3523193318003276201778513153768476006647811785745290493622973300176466489910483759461612211700613440190380233325707632287099865888620492359947461193<148>
37×10195+89 = 4(1)1942<196> = 23 × 19 × 9743 × 1527755951998763333506187903978994704683<40> × 1047465250316287571751032952094071597020512435537840943<55> × 1734719720466313611183541906803880026595926255687641199370570489449828913307191228683680566062793<97> (Bob Backstrom / Msieve 1.54 snfs for P40 x P55 x P97 / July 22, 2022 2022 年 7 月 22 日)
37×10196+89 = 4(1)1952<197> = 23 × 3 × 7993 × 565771 × 1374302089<10> × 2831100623463568069<19> × 1147354044564486614383159<25> × 84852084175825383982507437923029237966163300637388860998786372740575021744328315147740660365142925345972686864312332163282504567666659<134>
37×10197+89 = 4(1)1962<198> = 23 × 13 × 16339 × 170249 × 6599639 × 949662421 × 9378638684140208239401127785659553503553021393299948227427335279289159699149223311601<85> × 24176119566729048854705737591557308329217772805670079158066664958668801062626836823117<86> (Bob Backstrom / Msieve 1.54 snfs for P85 x P86 / July 28, 2022 2022 年 7 月 28 日)
37×10198+89 = 4(1)1972<199> = 23 × 61 × 1796177 × 59046345907<11> × 79432317802862630483309590112964837390337112578461147638724766987764374438687603160435994877890644247689118708707649922813396068419050306157987690749859715532521425538398211278191<179>
37×10199+89 = 4(1)1982<200> = 23 × 3 × 72 × 399308223537608446326114477181<30> × 87547477750049763489482475996439282093917663014720676582981667907961035698850315133038062524154047130315257479207403941810479499111890292303016071178061613234430422527<167> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2668682957 for P30 x P167 / June 27, 2022 2022 年 6 月 27 日)
37×10200+89 = 4(1)1992<201> = 23 × 83 × 2347 × 6637 × 595734552831956347895549<24> × [66719600615375595262206613961921728432794603738315067634202270233773740762981167430497338866170782855545793562634489007049148840302263510133495284336927880877485742353<167>] Free to factor
37×10201+89 = 4(1)2002<202> = 23 × 277 × 384913 × 2939257 × 8488774837459773989051451225069446028990389<43> × [193172056837239535025037876353050305368777915943417644750834472487716845396781641401843051943128278937718449266140313363179524614090007216807193<144>] (ebina / GMP-ECM 7.0 B1=3000000, sigma=1:1496589793 for P43 / July 26, 2022 2022 年 7 月 26 日) Free to factor
37×10202+89 = 4(1)2012<203> = 23 × 35 × 1553 × [13617315454460605621640019420500051377763174127041750836397597346139792857813733379146398948772689759867106778302154833440358072094337228327195972454452656053699037012893904771831206529480678280691<197>] Free to factor
37×10203+89 = 4(1)2022<204> = 23 × 13 × 17 × 67 × 193 × 757 × 20492774369<11> × 55480299569<11> × 666097978193866511<18> × 12723947953001871749393<23> × 2465184381528392709265756967730482829861316980245878167856038651120485657714366067208463218708670264635119582707644250673143028884509<133>
37×10204+89 = 4(1)2032<205> = 23 × 23 × 233 × 1087 × 51137 × 15123313 × 51336524454701<14> × 76364644645600903<17> × 636534039365797508107<21> × 227134593198712184549420246723950871<36> × 201256550669888461390450393569881225025347132308073874029612233725341120878019346866549762489724023<99> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2947338933 for P36 x P99 / June 27, 2022 2022 年 6 月 27 日)
37×10205+89 = 4(1)2042<206> = 23 × 3 × 7 × 75058457 × [3260245473857725439182809136470720534459014987598195750209853031071431550940475564385698855955818472380729982161890094663079857806149608284576233624266945815242498186566701058012809865102805257437<196>] Free to factor
37×10206+89 = 4(1)2052<207> = 23 × 103 × 6679 × 241639 × 5854789 × 95698266271<11> × [551744752743682579915086661991247918403126095496183104497294784183220814543073831472878625369083738278015020000281255063476954105743752749767670260118100987251268878209543362317<177>] Free to factor
37×10207+89 = 4(1)2062<208> = 23 × 266977098355207<15> × 296833856106782900638973<24> × [6484578993360226001294264657641001876156081492778288961872205694527145971075364521331528157329643616348010413219204730973088054336662511793450716228156704478877512968299<169>] Free to factor
37×10208+89 = 4(1)2072<209> = 23 × 3 × 31 × 13635139303<11> × 28060168699<11> × 11173130869317972748331981<26> × 216334110172811178054591277<27> × 151999439942479817274554938520766412866191<42> × 393092309349077455927297097362617645318900442017022842697332598802381299773498368675023108327<93> (Ignacio Santos / GMP-ECM B1=3000000, sigma=1:438424028 for P42 x P93 / July 2, 2022 2022 年 7 月 2 日)
37×10209+89 = 4(1)2082<210> = 23 × 13 × 223 × 42709 × 379465374229<12> × 16832926732572263<17> × 2822658991860104339765176979<28> × [23020322809157840556729029018228857587755538701944131973914300950958946072712456951100838431201803943778905054872860900188382022770606556276076863<146>] Free to factor
37×10210+89 = 4(1)2092<211> = 23 × 29 × 6323 × 97783848273844757<17> × 518909051160352500576169<24> × 55231861037852806455356723524840051338962592663607550164788529603383275195130761277346434770187536089483089372991036759031983751620253012197662302562577522006092299<164>
37×10211+89 = 4(1)2102<212> = 23 × 32 × 7 × 2749 × 2777 × 64740270022704673634879737<26> × 165045448482145552428280925860823148918309757438985660123434355646712235511181380107569167796264904486230082964911228519053328003261618600590795856966881594054656178698391189603<177>
37×10212+89 = 4(1)2112<213> = 23 × 8353 × [6152147598334597017704883142450483525546377216435877994599412054218710509863389068465089056493342378653045479335435039972331963233435758277132633651249717333758995437434321667531292815621799220506271865065113<208>] Free to factor
37×10213+89 = 4(1)2122<214> = 23 × 19 × 10296227101909423621<20> × 14887713686108801924917<23> × 176445060702468905723995226942454893649475384479214347738518587296221006339257145229784947475230474782253447607635731426829838306614707784472343420025688190297047945549483<171>
37×10214+89 = 4(1)2132<215> = 23 × 3 × 167 × 1489 × 2593 × 2656649664391999051828465890442034580129229093222893811596842533170074566049518925110391977472480733577849174194952822834138202054007063424190585850836347546358547126636356460673258624862692735067174673157<205>
37×10215+89 = 4(1)2142<216> = 23 × 13 × 3701 × 203488217 × 3574195231417<13> × 694605146966997683<18> × 143422102741627993607<21> × 9631982470178632658189171<25> × 1530451201489336342574224987873643959733600910927572814044576266044201946954042028587110866694241548142469625931851072669205927<127>
37×10216+89 = 4(1)2152<217> = 23 × 302598119 × 4371586032966534584459<22> × [388475803695025867498850387719141257699941725949165259651910401716760930439075911537268185144968323026682609080276745952426997407929200379620693747620989597413431955247894579293456829309<186>] Free to factor
37×10217+89 = 4(1)2162<218> = 23 × 3 × 7 × 353 × 144111771875881<15> × 11880269566046690568375192435726192449<38> × [404901582909434248502857723044984253305073344508364844905759700215118875711402167849022035314815899543346509820975051114575490990107286481167741542324098344253037<162>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:908507890 for P38 / June 27, 2022 2022 年 6 月 27 日) Free to factor
37×10218+89 = 4(1)2172<219> = 23 × 15373 × 34283 × 2435568976655373413<19> × [40034217861488438368230478246264119225112795252768323503046127642019400887331885850560529130416359424009766561289509886269410130371798491639596393082874064891973276275258724669871849798899467<191>] Free to factor
37×10219+89 = 4(1)2182<220> = 23 × 17 × 107 × 231841 × 206585976591642102640397<24> × [5898552506261620619966179803512121331591280892164056567965445501908217912116843022348391244390734433981755301350022379409316246800652286857990264019311929836601208770898104436987064093703<187>] Free to factor
37×10220+89 = 4(1)2192<221> = 23 × 32 × 570987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654321<219>
37×10221+89 = 4(1)2202<222> = 23 × 13 × 111891053 × 1388699054737<13> × 201384889308267997721<21> × [126326799624505273245865767473904152739954026073821971580186767917713604529666920498787636263033647639531626648487942639417755712333619664193501385903827129463957115064370299808713<180>] Free to factor
37×10222+89 = 4(1)2212<223> = 23 × 49568171 × 1623035770555477<16> × 465240115951516619547481757<27> × [13729701224892087122996635143773396474865802028042151995254470700255881978303658980345207620764131579967081828476088150947486742833130456281439149563424589991684914911225931<173>] Free to factor
37×10223+89 = 4(1)2222<224> = 23 × 3 × 7 × 31 × 8191 × 778793 × 59053979 × [20954635391042367995408869435567078427057696979051921548840883501210824228315321844587059727751679822918016903754126286357098310180982714960724492069357490205964157698701476376566150509412159077527246807<203>] Free to factor
37×10224+89 = 4(1)2232<225> = 23 × 307 × 1213 × 20899165954651<14> × 19429362566905710677<20> × 171049833040568002699303440370513631<36> × [1986826250842309528478919661422958514136780721981537332746775291208748223709210872696782039249897858885338112439059561257205585950731874069719039444167<151>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:4116029961 for P36 / June 27, 2022 2022 年 6 月 27 日) Free to factor
37×10225+89 = 4(1)2242<226> = 23 × 263 × 1447 × 33391 × [40440407435837404394411654207467185984565941900713800191444502322117263967842234154340800061828029971031668149548336296253908686885703270054834657372221926339653322722427261825075199876062988961849662877535171787239<215>] Free to factor
37×10226+89 = 4(1)2252<227> = 23 × 3 × 23 × 631 × [118029557153101561562941015845308548402326394471367943427476260109072070761590502512434573345480807756009299453108451937088332044578168742710877348788187346721075102526215321640113206295249980222074206777576170534208155651<222>] Free to factor
37×10227+89 = 4(1)2262<228> = 23 × 132 × 47 × 15388841707<11> × 38642567932005408657136607<26> × 229076757608568383893011119<27> × 47493232117625135121496280989541010807774039849492280282680791864421720123894422329948663993692613733067390821802365149759963798940451393632746973253161844496333<161>
37×10228+89 = 4(1)2272<229> = 23 × 9157 × 144468209 × 388457691247628035919148022434162061056148358266172982796971751993120640107153482928779871397518986622385114961565407969787860685824310595819700430211018324992688435978691880101649058182822197882991065448499460057653<216>
37×10229+89 = 4(1)2282<230> = 23 × 33 × 7 × 107799199561<12> × 252227181757630343287547053573365126666652865460288079264561843669916488077987219762012472443023977637622588665836153935293431566440549577363716134435379396908421699165535801129157982795067020717963268296433020358341<216>
37×10230+89 = 4(1)2292<231> = 23 × 607 × 757 × 4211 × 5519 × 106033 × 57585725038507146367<20> × 788103276800545567733760552940044529809285781712139472063499300854691598253094971497648548249451655701743638238541386732063351105189011177680623881660336048385793872704402283184155045354554889<192>
37×10231+89 = 4(1)2302<232> = 23 × 192 × 1353405312449<13> × 15628601340991<14> × 1455899166016093<16> × [46225619315693563008298383474799123625454941076886814387286206530243246694178895534515489571805394149936031391499283051627384021699792964278889727600832226264914957022798103463626122085627<188>] Free to factor
37×10232+89 = 4(1)2312<233> = 23 × 3 × 6665423204683808273<19> × 256992378482323513161101144749004540236515663234797982941238334120941935201137257768605953785174942372287014443035934880203970234744336001054170118010466948756704835753451002037176419843993730831246207612959490531<213>
37×10233+89 = 4(1)2322<234> = 23 × 13 × 1187 × 2814615451<10> × [1183194354915959434037350699128357662715372120235163091417667118926560650459686671434495840268035482767754643045252692902957084739980734762852553196736799353441310434216305341572874556422049609282147379218049651449138669<220>] Free to factor
37×10234+89 = 4(1)2332<235> = 23 × 5087 × 228662548410108313<18> × 34649258133027108398205487763653<32> × 12750244420042358096698575506146203428709633191105825004319459492419448559854317830047707736477170359319940553628885625222941555368187962871937138941167159489941401613810878151249523<182> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:413749398 for P32 x P182 / June 27, 2022 2022 年 6 月 27 日)
37×10235+89 = 4(1)2342<236> = 23 × 3 × 7 × 17 × 121039441 × 10015511512147982710843<23> × 38785556048101374545657065806283<32> × 109457683468393548647382865262081<33> × 14223892489567186397234531271577108729<38> × 196637449256476291196347730296954016917636741029868099975073559185547820119683223004880826354110730037<102> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:4291716369 for P32, B1=1000000, sigma=1:1394331922 for P33 / June 27, 2022 2022 年 6 月 27 日) (Ignacio Santos / GMP-ECM B1=3000000, sigma=1:2703969663 for P38 x P102 / June 29, 2022 2022 年 6 月 29 日)
37×10236+89 = 4(1)2352<237> = 23 × 67 × 88241 × 6193067 × [1403518770834926736274004902594506211827304806863062508330480482128380189845544107643633926690780268081729512558785506236447447412888881520109195870005878587958249271853775898946251088868940266103304324711185157463668901961<223>] Free to factor
37×10237+89 = 4(1)2362<238> = 23 × 59 × 15377 × 1656828701081<13> × [341875510702068050390858663074924557310390172941640499044334478043283967406833554524135727227448234473244301183840948471396387084803688772104690219468001475345909236972877160449432759146699553463953405970316424134744483<219>] Free to factor
37×10238+89 = 4(1)2372<239> = 23 × 32 × 29 × 31 × 635136434172400060423790494239140883560609181669619192793089715596204287342589159422678147186860572103434543182411183894313297353712629945481261758606956975514632170175366319229871324791606586193163872066356308106400801988492014446779<234>
37×10239+89 = 4(1)2382<240> = 23 × 13 × 42293 × 141961891 × 5462394292583<13> × 358003200230885291<18> × [336678708624082688096145273521353823589240171246067964534404870111120657914751945356758301202490729081869639366060375247359590140632003292482088129437172501839991354883944663237437274830641913327<195>] Free to factor
37×10240+89 = 4(1)2392<241> = 23 × 103 × [4989212513484358144552319309600862998921251348435814455231930960086299892125134843581445523193096008629989212513484358144552319309600862998921251348435814455231930960086299892125134843581445523193096008629989212513484358144552319309600863<238>] Free to factor
37×10241+89 = 4(1)2402<242> = 23 × 3 × 72 × 83 × 349 × 2063 × 584990947469929597850835633176831357816873650687699256997506925030597306120104512952718112628164264758286546980776296883641879761490804286286774045499522774168632363714949913968754065568110405748239651852852250879135314634791895147<231>
37×10242+89 = 4(1)2412<243> = 23 × 17077 × 6783047 × 11670656524487<14> × 26669608430219<14> × 176538767324805451<18> × 1581267700887788029031322855160001<34> × [5105936460213831857386929786849901627101874021669824286434573254323075603170620953404995570744056692008293175276698102109480801689453870167097577638231277<154>] (Eric Jeancolas / ECM for P34 / June 27, 2022 2022 年 6 月 27 日) Free to factor
37×10243+89 = 4(1)2422<244> = 23 × 8814539 × 323149916905844101560041<24> × [180412064135885170812608091130451673955685551943895474131725996469398438048892864691688956744587242317481883854749869501673935518352022299177379659167095032601085261782677272625355721991819476082934209496103728211<213>] Free to factor
37×10244+89 = 4(1)2432<245> = 23 × 3 × 3329 × 13561356407<11> × 173082836081<12> × [219218420928223248386860264015167448206617220157703581398780745759496363721738560785934736814922943405130127374818591946673265682671046852607697340978547928427570696204198998648993314616920034135778449130286121856286741<219>] Free to factor
37×10245+89 = 4(1)2442<246> = 23 × 13 × 2166283547719<13> × 69033045087408097513981179859<29> × [26433431359706373658178259067549996023297198185425598802336483181827166958780304161264434900050769698707635976172310713793465175961446361733187012544627035200291194245799006880318280956530760803329116793<203>] Free to factor
37×10246+89 = 4(1)2452<247> = 23 × 49517237312891423<17> × 134200222610672940164614322141<30> × [77332061037220692705575417572149295144964104771826920173522376640136331146008895904627590321745545773959323603096813951761499449581723269169555304246217140305595418683290865799554489894364662419312723<200>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:841718423 for P30 / June 27, 2022 2022 年 6 月 27 日) Free to factor
37×10247+89 = 4(1)2462<248> = 23 × 32 × 7 × 80826823473281842902637616279<29> × [1009190531036543177785213766253255848484434898693435309837073472063427309607720797018506020676326874238987257293904158374564230908475446555895076578970268369436430725163716085764561877562489491717747912076703267303057<217>] Free to factor
37×10248+89 = 4(1)2472<249> = 23 × 23 × 5107 × 124912824529<12> × [3502422264764914948744515130419844021735017171043368813232289560959893966698005547986524603182628488927157330404950798044942382439639907621023773073052691340176082359511357593950515340559453684816204291631331468423435396933357936581<232>] Free to factor
37×10249+89 = 4(1)2482<250> = 23 × 19 × 353 × 20200027 × 121607357797259<15> × 23002797019493024176362547518058423<35> × 1355964974884977394924171140226926556304335256352072895793412519450743645262346420121986586667056180051217781717563675637873315178408563720464526231733862717936302070146491130124420567533293<190> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:4220391213 for P35 x P190 / June 27, 2022 2022 年 6 月 27 日)
37×10250+89 = 4(1)2492<251> = 23 × 3 × 1303 × 823790021930778702910603<24> × 901850718590309692017640978933153<33> × 1769507363575686022760377600626313421655236449446900487051798662422742458474950225500911419945811635893409842101222094262552198288849062171315695137013220919777611519746437060958464552260719<190> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3034700928 for P33 x P190 / June 27, 2022 2022 年 6 月 27 日)
37×10251+89 = 4(1)2502<252> = 23 × 13 × 17 × 2315993 × 3705691608093990985414134457633<31> × [27093832247735337987400047263486096065987240266485431125570911091536192978970406308779116482166300955606392155689498708008498895722334728754556312533436411114112227294340662431355440851434096975946566154483175861<212>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2262348625 for P31 / June 27, 2022 2022 年 6 月 27 日) Free to factor
37×10252+89 = 4(1)2512<253> = 23 × 379 × 991 × 3203 × 73185642337123<14> × 992108127960623<15> × 42455893176906841119687889820077<32> × 138572338507298064853368831753987465201444899136930521744454540059697949852035605538648379549223417709062565813216947335113654877892842490172947891154211065736975821638514364191262399<183> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:625992633 for P32 x P183 / June 27, 2022 2022 年 6 月 27 日)
37×10253+89 = 4(1)2522<254> = 23 × 3 × 7 × 31 × 269 × 757691287 × 44081067169<11> × 2187470703689<13> × 6392052153323<13> × [62836069432808411035952196889648146270296110452895134570591624859758021408680533576430762031584470010409371343717783962801907790222504735415303105774125092088819883529098620346260034704773882245124922091<203>] Free to factor
37×10254+89 = 4(1)2532<255> = 23 × 9521 × [5397425573877627233367176650445214671661473468006395219923210680484076135793392384086638891806416226120038744763038429670086008705901574297751169928462229691092205533965853260045046622086848953774696868909661683529974675862712833619251012381986019209<250>] Free to factor
37×10255+89 = 4(1)2542<256> = 23 × 19946643617<11> × [25763175938578202597105582451881477804461486754244890306594025356566277537904280334387491798585177925018967309546075442316801928997380596700159556918446992318812475271231938453943496296883223593661346001923150963412978537946517164612000040472217<245>] Free to factor
37×10256+89 = 4(1)2552<257> = 23 × 33 × [190329218106995884773662551440329218106995884773662551440329218106995884773662551440329218106995884773662551440329218106995884773662551440329218106995884773662551440329218106995884773662551440329218106995884773662551440329218106995884773662551440329218107<255>] Free to factor
37×10257+89 = 4(1)2562<258> = 23 × 13 × 757 × 2221 × 163487408563267<15> × 14381266271551383445741570451017222790951908012709531661131510509191061317655973918479024717873796599393215869340050980038032073567951855482847307271623609251242411707593308151202850167945335835536439342475628177993183678544502865201647<236>
37×10258+89 = 4(1)2572<259> = 23 × 61 × 4451 × 150783851137<12> × 12552405688025331975660586564226397071281863845879189594904612555298269602510041141392964985467310111573758950763570777585866546700256991769398570608679921989606590030811832928623704437426702149511897377524960200699427578831248197133321646127<242>
37×10259+89 = 4(1)2582<260> = 23 × 3 × 7 × 257 × 3996748388570453<16> × 12182080999134361240540183<26> × [19556382286341339283904739859979443151469604986932792611348075765278511844373614623127855740544466369552158116438238122363023684791964937219248443979783482976912794932121058986448676220795747732033274717745956329063<215>] Free to factor
37×10260+89 = 4(1)2592<261> = 23 × 337 × 68711 × 1100357 × 5938997579<10> × 7818197166332213<16> × 498502135952251683740773<24> × 29581351772674763893301233<26> × [2945605897119298697549549192017237702585306853181429030136425240433096888236864953657006845098917446587308816510533493898778595381364817168423492453220186818881418992536177<172>] Free to factor
37×10261+89 = 4(1)2602<262> = 23 × 3618986530993<13> × 278807907233287<15> × [509304102286640540675372759986187729523078560309801478337820263251654040755161387321382918899868587718101783300513864115274648502939989936848002475571605404273725079976391731909578208153094005574295018451408753960310178414857884429679<234>] Free to factor
37×10262+89 = 4(1)2612<263> = 23 × 3 × 541 × 53807627 × 12155594664158227<17> × 7240546682851114429638235187<28> × [668589113228289315386258755276065469494644936020245465951786575061116057400910823384737160401541009441357162118807578974846607129165057627656235968475911835013701419669851764423290623923939853787268155171141<207>] Free to factor
37×10263+89 = 4(1)2622<264> = 23 × 13 × 191 × 1499 × 30643 × 82636943 × 1409172551453<13> × [3869199972042091879906745752571396148831220431206158225011897022924259671163936109845822415485926264946273833677016355751828460765925952369197225763870731606667366502486323455938794940879668821033309058722160132754514857256877483761<232>] Free to factor
37×10264+89 = 4(1)2632<265> = 23 × 7232850101<10> × 183428264983<12> × 13840448062248953699<20> × [27986162724521996895415081303824261616462260962092167930166994453952196405296886034397932933124477243133084318518650007882253997528387065091866599457182813707030800434694613569476348098475954568493592335084922116443998392017<224>] Free to factor
37×10265+89 = 4(1)2642<266> = 23 × 32 × 7 × 97 × 457 × 462013 × 15353617 × 68980423 × 158806537911231449<18> × [23679995421849339410252898358085765558618205484984847071751030493733796364753066468986611669427046471433012619549450954880718249861494896624366493394588685788256735019772651620117025515750542085553906905358617784849658821<221>] Free to factor
37×10266+89 = 4(1)2652<267> = 23 × 29 × 479 × 2551 × 12211 × 3998999 × 13500855391<11> × 65224124291<11> × 53993157108414721451<20> × 624617957802519993816394908235580508327382232067887656726641826854741265397589587406712335737530659955516245936701543424629613874703193881088084446948634196601303941337602796374607561011268487428033742152431<207>
37×10267+89 = 4(1)2662<268> = 23 × 17 × 19 × 1590987272101823185414516683866529067767457860337117303061575507395940832473340213278293773649810801513587891296869625042999656002751977984176126590987272101823185414516683866529067767457860337117303061575507395940832473340213278293773649810801513587891296869625043<265>
37×10268+89 = 4(1)2672<269> = 23 × 3 × 312 × 109 × 421 × 701 × 762913 × [72631156288835809276707085431495793554266282522038883921539372589325650486811948498749261360708485689096774173422053954498726125444589054093679100564129854104228591046623796154348402132508469154242042069237538573946049032347974452490061702935688387119<251>] Free to factor
37×10269+89 = 4(1)2682<270> = 23 × 13 × 67 × 8026087 × 12651433 × 82178849 × [7070456187776125960990434540708403419754868652837725515118039945929821736402705416064900762977140620789103246543607760964606235515809696285173433745645869373057166013643319808385948840079381273641442878365484086047284016579382160244775554462721<244>] Free to factor
37×10270+89 = 4(1)2692<271> = 23 × 23 × 277 × [80660632379357854165576658120999668637402117232599103576972043460820732834545422836115035141875512304016463489073754338234011754652156472906747588901096984600359266816651842550445595493468668794363347808646819791067161966549817750571164477929506967334623903451403059<266>] Free to factor
37×10271+89 = 4(1)2702<272> = 23 × 3 × 7 × 181 × 1481 × [912885480204112903386576170009791461625186038659091434392578535143100671096164659196954085057912171889960527621358551631884940348312491220262212685579008915861348703127253531825625490873326254079142414260167308913676344969968436269017106960709349717821670101188569<264>] Free to factor
37×10272+89 = 4(1)2712<273> = 23 × 107 × 39891097 × 169187507 × 1675025231816728334842960867<28> × [42483454713285111433734065669979922548257121972699909072770237121417591785775038013980613253628974427023537974570489257266983311453001352339514810736800088101966748248731413970058478779698268338824862574429739996294164843748539<227>] Free to factor
37×10273+89 = 4(1)2722<274> = 23 × 47 × 653 × 80781643643956127<17> × 67631372331968645088143<23> × [3064765873477744782114501936896321759053658872042586039556440648268033114248060163565190115699761703092665906472918224256729262518867863747069921111878491980105056875150584617170771305947675205832755716516153316141373583277107139<229>] Free to factor
37×10274+89 = 4(1)2732<275> = 23 × 32 × 103 × 175939 × [31508474297495521772080849420669556550352687569339464594938087506884014043536142536658510577170345079386663764862217764519093545108758420683186605385552280779335331248559632676509313162083610564476551586566235472480577915859425516227536330451155427913057078843816013<266>] Free to factor
37×10275+89 = 4(1)2742<276> = 23 × 13 × 439 × 18671 × 289603 × 3793584692459<13> × 348500664642185235544577<24> × [1259613552927446157760176858622517153419760734418131924071596327516037909179739461549563736776689402688922068169144636715735461723426586251421493020676586204007753563051294018111109068744188217369683059725754108602193497538853<226>] Free to factor
37×10276+89 = 4(1)2752<277> = 23 × 1360602110550911<16> × 19445073774410023<17> × 814748905145493083027<21> × [23839915219077459227598996468078562010191854458336309241003320547179686513420579514535625160825612275204240913121730279648953899595286965327622005929542771977914380128053736863150470635430211467081387737623291210802561609019<224>] Free to factor
37×10277+89 = 4(1)2762<278> = 23 × 3 × 7 × 3797 × 1033421 × 34792411553<11> × 32722762387294615168323158144177<32> × [54776914135246367507168331650321701893757312761400572946775658536119679525538687432944548260737765918271957604382556710282545098844601825471165795230069334092265004381705219693895035115483803894627506599225902264642922930997<224>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1947255340 for P32 / June 27, 2022 2022 年 6 月 27 日) Free to factor
37×10278+89 = 4(1)2772<279> = 23 × 14107 × 1934196512860021<16> × 1883362701545622838037585169486821310024795983136204695814134181389638146853355113929050561709801509350154741826191910373375853307770660058497065668328899249439357076744345027081888068748482545987324387088184810172599402032552877087606779690905024570895458287<259>
37×10279+89 = 4(1)2782<280> = 23 × 30165283 × 159005412737<12> × 201417905944330141571<21> × [531926759247991612370553113259963410704059888931510050609663647728239466074396392934655884553026407853364034781466591160230331063203384813873450152957708677170306112220602313606760896631985851012296854263562587446994792713350526635278555729<240>] Free to factor
37×10280+89 = 4(1)2792<281> = 23 × 3 × 199 × 2111 × 7069 × 115154021 × 21272968666976039281216733934593<32> × 3234572432578515804165905549999141<34> × [72798862399992469151968216569105866074989254278964284414415911228637761135028814318938948117087264123050387076583610602224130250646326071635264480107965781778644407958586019504332315570605582870591<197>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3144103220 for P32, B1=1000000, sigma=1:9869650 for P34 / June 27, 2022 2022 年 6 月 27 日) Free to factor
37×10281+89 = 4(1)2802<282> = 23 × 13 × 353 × 1067948929<10> × 15190441954469<14> × 20617504741528716245443<23> × [33480672502073387385831077974788463740827950988316581090015820567222859332267872623059476429202025241113103211457862537788412613394674178854724841076113918673988122109969812802780472499522253417623660948572841881994871589011882588307<233>] Free to factor
37×10282+89 = 4(1)2812<283> = 23 × 832 × 797 × 175081 × 33852647 × [15791488572803294611853768368772271041413725441515245869617598716246074655456736448410926176460547966381686703884024755672984428969579660314120081439055125512212161855647102081954206897787895871426627840232053275081981839616504304048160421529272838431827040868219<263>] Free to factor
37×10283+89 = 4(1)2822<284> = 23 × 34 × 72 × 17 × 31 × 7259491 × 4268615961845440623903088820369<31> × 6158947219835460263973724911977<31> × [12872940917297115529721604628947586744780946277741442652526860203758355255706048326734995811061181793700843319061039095367806870313882278862714629861361056595832974937022750460192464770439593588041141959548741<209>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3172489505 for P31(4268...), B1=1000000, sigma=1:3863258014 for P31(6158...) / June 27, 2022 2022 年 6 月 27 日) Free to factor
37×10284+89 = 4(1)2832<285> = 23 × 757 × 22109 × 175061 × 8027249 × 94829352161<11> × 124705777565265909942802837<27> × [184764593355406902793239716372148534738891481588442161431275455940210303522252086208591620948467022135339790712096454443409040896768698414673029706344462879101897556094392248658534826792442473171409539466767767101128506480824561<228>] Free to factor
37×10285+89 = 4(1)2842<286> = 23 × 19 × 20306377313<11> × 369489661475064605161<21> × 1136000961796107942302343475533737<34> × [3173234628500248895162495603835512031415292459349747940895310092918925477594164846117736445780058308037914476619927224890756663247117211113542371917410555847537097298664185578155167960844474805249143662896680972456869491<220>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:81087122 for P34 / June 27, 2022 2022 年 6 月 27 日) Free to factor
37×10286+89 = 4(1)2852<287> = 23 × 3 × 34159 × 3785322992413819752489275629439<31> × 13247681610744538556347373866744631712489696317199217465099907052872325533022478570985845004831348828371226337921527952608823135426321438757545920279109609164535593603995030286342185218741588520111638508833563339456197100474337738197475597738169934563<251> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2950211853 for P31 x P251 / June 27, 2022 2022 年 6 月 27 日)
37×10287+89 = 4(1)2862<288> = 23 × 13 × 1621 × 1847 × 788317526713<12> × 34003007919660809400606404615213<32> × [49255807815054252532333157202421076418428617115921980624968534290522503391353895535034763649716752049521421335777387198648455132967204900741512415055563552085710804243937043812732101101762331631792929298787114453522313459212741940911251<236>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2288308259 for P32 / June 27, 2022 2022 年 6 月 27 日) Free to factor
37×10288+89 = 4(1)2872<289> = 23 × 46384316991895292021<20> × 921780496088216519978584387823<30> × 2263841073682813356858244318178469509<37> × [5309145306454453868787497522340694889764032074038472306234545502874897402576552963499988083733894488493145451722356006678273446670035259082886493154528505321090815219992112978840150240900242111936947487<202>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:769665609 for P30, B1=1000000, sigma=1:1182996988 for P37 / June 27, 2022 2022 年 6 月 27 日) Free to factor
37×10289+89 = 4(1)2882<290> = 23 × 3 × 7 × 149 × 179 × 443 × 45707624359882047781<20> × [453125243959821737797583260951398770428069484544955576702778747740912917807742703452093121683671834441239105709687836626264230761444899196642581175829497800804649922823070519449295379176839058657617204317212983365627818175650268411376362728061427822635622636013<261>] Free to factor
37×10290+89 = 4(1)2892<291> = 23 × 727 × 50993 × [1386194763169583809393826201430211916749824115861976710315497058915816044360078682992330470605868925637226764190518500351624411508996363551069403702681765957219979538926085814375441527384139676233277774347507709782991464585920291211556072436861668363653788683536947660693533950512799<283>] Free to factor
37×10291+89 = 4(1)2902<292> = 23 × 131 × 4967 × 9883 × 576179 × 356320445374456215483219563021<30> × [389239412691093289603979291567319310038049010264930959031288755860796762222835904332922882350138421026655453703006261522121856330213082103862879291629245553824550634906901139876113327326913720735424434157773417817453357159946541023004537309687081<246>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3364586179 for P30 / June 27, 2022 2022 年 6 月 27 日) Free to factor
37×10292+89 = 4(1)2912<293> = 23 × 32 × 23 × 1319 × 10028736690690144132250286869597<32> × 1876756193592089051774974599300767580397356495167397612637799312831557972071213269384686384603767658044294213136264400828549881884481950051044583913593834261619162681785456617781713902977235363381469602724903492961523446513523530047530771931693310608623589<256> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3054347764 for P32 x P256 / June 27, 2022 2022 年 6 月 27 日)
37×10293+89 = 4(1)2922<294> = 23 × 13 × 997 × 80849 × 8946911176607<13> × [5481292002261528354488135588743463377692330015302115025980594859855544394104866605811387185874501593770732058369072371744458178985250063787122858005401642604128853994876097605479444153341960705322137833765772794549321305912401504130022968191828536928334909737442998718743<271>] Free to factor
37×10294+89 = 4(1)2932<295> = 23 × 29 × 23539 × 6091433 × 2806814113276571807249<22> × 38477664246788560636907131<26> × [1144303949287811032486374386862101202265088957191295127937086649330845155558527223381159171181337852522911075941897111956272655996193347404119713423996716230455493856550704977581509179833312792271808589176370000840359696890112478522997<235>] Free to factor
37×10295+89 = 4(1)2942<296> = 23 × 3 × 7 × 59 × 113 × 6263 × 155288788723<12> × 191502725430626367569818357766349241<36> × [197070675183922861071268184669259193475954707469273648313779905944564817803243460869242501459364430684949128367080688899469636704584224464336976675052550347322007903312721213334556918958042075603494796158255204700299927710559664142343848603<240>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:217163470 for P36 / June 27, 2022 2022 年 6 月 27 日) Free to factor
37×10296+89 = 4(1)2952<297> = 23 × 26640205834104949<17> × [1928997441269786644563095685063490885932963418104688744392612860389569186757502888455643143370780218298041130509034180696004011988334097487766626003601668314963999816102236654820163926448218129220783213729477556986025874140802723777621611894305128601364599349337905553052688363061<280>] Free to factor
37×10297+89 = 4(1)2962<298> = 23 × 3356509502443463491<19> × 153102170130842568978667981878455734255551102350775919511016922204976469513296973275086275087382554954093465580317983530723439919007196800385283146344568602322837281696398653282541352381523659220052833049322296344387422552832178523985539744647216017387692147336881344779100564179<279>
37×10298+89 = 4(1)2972<299> = 23 × 3 × 31 × 33181 × 3373118923<10> × 129351450221380901298969740251<30> × 4078627873389402991528961583719<31> × [935792953222828435573798932431168457609957538928839179329040397386515932565144321521607422194494478765905691882785303575215835516182398955473692946545671926686291363631436657466220210578668149058598746006728391767214484559<222>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3907269586 for P30, B1=1000000, sigma=1:2469455208 for P31 / June 27, 2022 2022 年 6 月 27 日) Free to factor
37×10299+89 = 4(1)2982<300> = 23 × 13 × 17 × 311 × 1013 × 49052027779<11> × 2706205833217283<16> × [5560186106274008477078879347900105639399816330266687072328017328073469207140300488685369111592169955578162425698251860733169840409624054833876375269904421202630090235465129755918290819611245690030167096161545229413532158505977759278639773647030051867216764798601559<265>] Free to factor
37×10300+89 = 4(1)2992<301> = 23 × 2833 × 2699339 × 34436663 × [1951390395484959376325803160513068082348054778050848169847665935312351279778841239280747651016709078926800913234493756178375293227947366893525876363398550171858268308498193652939816060890819506591360973675073284041247408185014027476499383253652948563906897130119698509155440358703869<283>] Free to factor
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