Table of contents 目次

  1. About 388...882 388...882 について
    1. Classification 分類
    2. Sequence 数列
    3. General term 一般項
  2. Prime numbers of the form 388...882 388...882 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 388...882 388...882 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 388...882 388...882 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

38w2 = { 32, 382, 3882, 38882, 388882, 3888882, 38888882, 388888882, 3888888882, 38888888882, … }

1.3. General term 一般項

35×10n-629 (1≤n)

2. Prime numbers of the form 388...882 388...882 の形の素数

2.1. Last updated 最終更新日

July 27, 2022 2022 年 7 月 27 日

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

No prime number of the form 388...882 exists. 388...882 の形の素数は存在しません。

3. Factor table of 388...882 388...882 の素因数分解表

3.1. Last updated 最終更新日

August 6, 2022 2022 年 8 月 6 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=181, 182, 184, 186, 187, 189, 192, 194, 195, 198, 201, 203, 205, 206, 212, 213, 214, 216, 217, 219, 220, 223, 225, 227, 228, 229, 230, 231, 232, 233, 234, 236, 238, 241, 242, 245, 247, 248, 251, 253, 254, 255, 257, 258, 259, 260, 261, 262, 265, 266, 267, 268, 271, 273, 274, 276, 278, 280, 281, 282, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300 (76/300)

3.4. Factor table 素因数分解表

35×101-629 = 32 = 25
35×102-629 = 382 = 2 × 191
35×103-629 = 3882 = 2 × 3 × 647
35×104-629 = 38882 = 2 × 19441
35×105-629 = 388882 = 2 × 13 × 14957
35×106-629 = 3888882 = 2 × 32 × 19 × 83 × 137
35×107-629 = 38888882 = 2 × 19444441
35×108-629 = 388888882 = 2 × 89 × 2184769
35×109-629 = 3888888882<10> = 2 × 3 × 163 × 523 × 7603
35×1010-629 = 38888888882<11> = 2 × 1429 × 13607029
35×1011-629 = 388888888882<12> = 2 × 13 × 313 × 47786789
35×1012-629 = 3888888888882<13> = 2 × 3 × 29 × 59 × 71 × 5335387
35×1013-629 = 38888888888882<14> = 2 × 17 × 67 × 17071505219<11>
35×1014-629 = 388888888888882<15> = 2 × 137 × 1419302514193<13>
35×1015-629 = 3888888888888882<16> = 2 × 32 × 379 × 11969 × 47627299
35×1016-629 = 38888888888888882<17> = 2 × 19444444444444441<17>
35×1017-629 = 388888888888888882<18> = 2 × 13 × 199 × 367 × 18979 × 10790951
35×1018-629 = 3888888888888888882<19> = 2 × 3 × 23 × 103 × 273595672498163<15>
35×1019-629 = 38888888888888888882<20> = 2 × 10639 × 1827657152405719<16>
35×1020-629 = 388888888888888888882<21> = 2 × 179 × 12858947 × 84476731457<11>
35×1021-629 = 3888888888888888888882<22> = 2 × 3 × 98897 × 6553769559725251<16>
35×1022-629 = 38888888888888888888882<23> = 2 × 137 × 4723 × 30050868392822891<17>
35×1023-629 = 388888888888888888888882<24> = 2 × 13 × 61 × 107 × 8081 × 96167 × 2948814133<10>
35×1024-629 = 3888888888888888888888882<25> = 2 × 33 × 19 × 2957 × 1395533 × 918516027697<12>
35×1025-629 = 38888888888888888888888882<26> = 2 × 23227 × 1643727311<10> × 509298794453<12>
35×1026-629 = 388888888888888888888888882<27> = 2 × 47 × 267233 × 15481305973601683991<20>
35×1027-629 = 3888888888888888888888888882<28> = 2 × 3 × 648148148148148148148148147<27>
35×1028-629 = 38888888888888888888888888882<29> = 2 × 127 × 443 × 1589803 × 217392611607374927<18>
35×1029-629 = 388888888888888888888888888882<30> = 2 × 13 × 17 × 624331726199<12> × 1409249407345979<16>
35×1030-629 = 3888888888888888888888888888882<31> = 2 × 3 × 137 × 9907 × 140191 × 3406366874222007463<19>
35×1031-629 = 38888888888888888888888888888882<32> = 2 × 4337 × 4483385852996182717188020393<28>
35×1032-629 = 388888888888888888888888888888882<33> = 2 × 5009 × 38819014662496395377209911049<29>
35×1033-629 = 3888888888888888888888888888888882<34> = 2 × 32 × 16411 × 13164912724151446146855729859<29>
35×1034-629 = 38888888888888888888888888888888882<35> = 2 × 19444444444444444444444444444444441<35>
35×1035-629 = 388888888888888888888888888888888882<36> = 2 × 13 × 8863 × 683118857 × 2470444853248235326027<22>
35×1036-629 = 3888888888888888888888888888888888882<37> = 2 × 3 × 648148148148148148148148148148148147<36>
35×1037-629 = 38888888888888888888888888888888888882<38> = 2 × 223 × 156841 × 219140773939<12> × 2536926485057984533<19>
35×1038-629 = 388888888888888888888888888888888888882<39> = 2 × 137 × 683 × 581441580787229<15> × 3573947610762438799<19>
35×1039-629 = 3888888888888888888888888888888888888882<40> = 2 × 3 × 42953 × 15089706147373830655557193866508699<35>
35×1040-629 = 38888888888888888888888888888888888888882<41> = 2 × 23 × 29 × 2903 × 2176091 × 15382938905293<14> × 299989670869507<15>
35×1041-629 = 388888888888888888888888888888888888888882<42> = 2 × 13 × 50583027010979<14> × 295697308783408642425140383<27>
35×1042-629 = 3888888888888888888888888888888888888888882<43> = 2 × 32 × 19 × 319159 × 35628072976008721393947907290566669<35>
35×1043-629 = 38888888888888888888888888888888888888888882<44> = 2 × 9833 × 301363 × 3112675335043<13> × 2108073482237028584153<22>
35×1044-629 = 388888888888888888888888888888888888888888882<45> = 2 × 194444444444444444444444444444444444444444441<45>
35×1045-629 = 3888888888888888888888888888888888888888888882<46> = 2 × 3 × 172 × 140479513 × 332806919 × 47970152835284327293668509<26>
35×1046-629 = 38888888888888888888888888888888888888888888882<47> = 2 × 67 × 137 × 21058447 × 100594405726221267765274330973099957<36>
35×1047-629 = 388888888888888888888888888888888888888888888882<48> = 2 × 13 × 71 × 83 × 983 × 9739 × 18427 × 14112517 × 29021491 × 35129262097774633<17>
35×1048-629 = 3888888888888888888888888888888888888888888888882<49> = 2 × 3 × 97 × 743 × 8993189329246828102123574643728381015223157<43>
35×1049-629 = 38888888888888888888888888888888888888888888888882<50> = 2 × 686267 × 4191581 × 6759655458011004650156701304782513783<37>
35×1050-629 = 388888888888888888888888888888888888888888888888882<51> = 2 × 99139 × 7811203 × 14329309 × 17522974654756065099590742024197<32>
35×1051-629 = 3(8)502<52> = 2 × 33 × 531523345773283121887<21> × 135490682541097298852796319109<30>
35×1052-629 = 3(8)512<53> = 2 × 89 × 103 × 2121134989030701913869798673987612571664060700823<49>
35×1053-629 = 3(8)522<54> = 2 × 132 × 751 × 178039916289365794571<21> × 8605012711540531274584741309<28>
35×1054-629 = 3(8)532<55> = 2 × 3 × 137 × 337 × 598846064410507004473<21> × 23442753272250720396532555331<29>
35×1055-629 = 3(8)542<56> = 2 × 16339 × 735871 × 121708751 × 173598626940269471<18> × 76542084768233580109<20>
35×1056-629 = 3(8)552<57> = 2 × 463 × 155140831 × 185902727213832713993<21> × 14561384638015505504689729<26>
35×1057-629 = 3(8)562<58> = 2 × 3 × 936797 × 691876840071166056411525814181885881517712106409551<51>
35×1058-629 = 3(8)572<59> = 2 × 389 × 191947064157551<15> × 260414081275828174156056692652583508115019<42>
35×1059-629 = 3(8)582<60> = 2 × 13 × 6229 × 2401230527735584727076138217573439920526130190602818633<55>
35×1060-629 = 3(8)592<61> = 2 × 32 × 19 × 1171 × 9710521044363763886738702086208341171111033426942756201<55>
35×1061-629 = 3(8)602<62> = 2 × 17 × 113 × 167 × 659 × 3735247 × 24623340064952422622168635880750685112163904331<47>
35×1062-629 = 3(8)612<63> = 2 × 23 × 137 × 331 × 658401535913447<15> × 98112750379367853029<20> × 2886043392701603653847<22>
35×1063-629 = 3(8)622<64> = 2 × 3 × 109 × 25247 × 582933368739477421225684207<27> × 404035095148969259031064896527<30>
35×1064-629 = 3(8)632<65> = 2 × 131 × 77786227 × 10995897631<11> × 28487524133<11> × 83188163239711<14> × 73227567436928763181<20>
35×1065-629 = 3(8)642<66> = 2 × 13 × 617 × 42557 × 44733947 × 253608119 × 50210627134148155490267939500437857669021<41>
35×1066-629 = 3(8)652<67> = 2 × 3 × 317 × 571 × 949153 × 277064311501<12> × 342110430803993<15> × 39801165094556590935064369049<29>
35×1067-629 = 3(8)662<68> = 2 × 1229 × 510031 × 9786693107<10> × 10505053250567<14> × 301726082948053113260526051632697911<36>
35×1068-629 = 3(8)672<69> = 2 × 29 × 284838353 × 6839639228029<13> × 130769608946304437731<21> × 26318374102590136181448107<26>
35×1069-629 = 3(8)682<70> = 2 × 32 × 222023 × 128063137 × 7598553528580953822647161098571061593888368225456552199<55>
35×1070-629 = 3(8)692<71> = 2 × 59 × 127 × 137 × 607 × 272191 × 114645440484568071868283197554330677645340349057144264573<57>
35×1071-629 = 3(8)702<72> = 2 × 13 × 430091568419<12> × 14388278382513163<17> × 2417032145499821658291611648428401576462781<43>
35×1072-629 = 3(8)712<73> = 2 × 3 × 47 × 13790386130811662726556343577620173364854215918045705279747832939322301<71>
35×1073-629 = 3(8)722<74> = 2 × 5987 × 38937793181958942206650083707877739<35> × 83409390383615279663130334096177337<35> (Eric Jeancolas / ECM for P35(3893...) x P35(8340...) / June 24, 2022 2022 年 6 月 24 日)
35×1074-629 = 3(8)732<75> = 2 × 51607183935817<14> × 3767778623345768678768558957873904998142609155737533128859473<61>
35×1075-629 = 3(8)742<76> = 2 × 3 × 43721927074344469<17> × 14824327094412865700812106951575102992649166687903187511463<59>
35×1076-629 = 3(8)752<77> = 2 × 107 × 51839 × 259429 × 337639 × 4983095638250629<16> × 195742499934647647<18> × 41029825161439754565051589<26>
35×1077-629 = 3(8)762<78> = 2 × 13 × 17 × 51479 × 1509178917448009005830641<25> × 11324849361540321501022814417744704860147457739<47>
35×1078-629 = 3(8)772<79> = 2 × 34 × 19 × 137 × 9222238558759097738338215849918870649935944965896161809708856563625277787<73>
35×1079-629 = 3(8)782<80> = 2 × 67 × 1634011 × 339194867311953488147396005319777<33> × 523620316443658554508074775505434450409<39> (Eric Jeancolas / ECM for P33 x P39 / June 24, 2022 2022 年 6 月 24 日)
35×1080-629 = 3(8)792<81> = 2 × 457 × 29501 × 14422568210567979444263503024408433022330841467929651789012859516199647013<74>
35×1081-629 = 3(8)802<82> = 2 × 3 × 1947065600581<13> × 119387415826349305553<21> × 2788272071088735933551793909710556482631027247079<49>
35×1082-629 = 3(8)812<83> = 2 × 71 × 5399 × 11923 × 133417 × 78840118793<11> × 21008768387617<14> × 582962597555240908141<21> × 33024678117394700879039<23>
35×1083-629 = 3(8)822<84> = 2 × 13 × 61 × 229 × 1070747008179895287061154338697469916597985894284841954682315481227357524873453<79>
35×1084-629 = 3(8)832<85> = 2 × 3 × 23 × 491 × 46959109 × 1222207961365565494873556533813037000194798573462512315364441626613603331<73>
35×1085-629 = 3(8)842<86> = 2 × 1402140853507<13> × 247509877955189748889<21> × 166692536075363892667406503<27> × 336120658626740477276212189<27>
35×1086-629 = 3(8)852<87> = 2 × 103 × 137 × 99371 × 138668586007250180521915022120449686100830723332423008931440217721109492437461<78>
35×1087-629 = 3(8)862<88> = 2 × 32 × 75353490997449700631<20> × 95025475796068175970813188067851<32> × 30172382157406575831613059099662629<35> (Eric Jeancolas / ECM for P32 x P35 / June 24, 2022 2022 年 6 月 24 日)
35×1088-629 = 3(8)872<89> = 2 × 83 × 25149207828384941249593<23> × 9315220447178243700044417764989246694720711895469584698380310139<64>
35×1089-629 = 3(8)882<90> = 2 × 13 × 9281 × 3671527 × 4637640115253<13> × 94648480027812678593315696390096998834378674890509388025103823087<65>
35×1090-629 = 3(8)892<91> = 2 × 3 × 163 × 1254900533<10> × 11521332479<11> × 2383407420497<13> × 115392180403544187373237046812232266156590830066910699011<57>
35×1091-629 = 3(8)902<92> = 2 × 178973 × 206162559605352342209889657163919029<36> × 526984963662340946024803119742795350390307847102873<51> (Eric Jeancolas / ECM for P36 x P51 / June 24, 2022 2022 年 6 月 24 日)
35×1092-629 = 3(8)912<93> = 2 × 3449210963657<13> × 171480534511734038473545076417<30> × 328746359967646368822727515480537730453731656751889<51> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3438701398 for P30 x P51 / June 24, 2022 2022 年 6 月 24 日)
35×1093-629 = 3(8)922<94> = 2 × 3 × 17 × 1277 × 1531 × 2011081 × 118218816109<12> × 82024408336948112257819749875902308617337014588458101963971077926617<68>
35×1094-629 = 3(8)932<95> = 2 × 137 × 601 × 19273 × 20393 × 54421 × 11040876236634757474389688557637479243354773587796973172017259824270913258597<77>
35×1095-629 = 3(8)942<96> = 2 × 13 × 1447 × 907811 × 1822637 × 11085769 × 4207912351<10> × 720315423701<12> × 185922867416364514698825355449033239552956939350607<51>
35×1096-629 = 3(8)952<97> = 2 × 32 × 19 × 29 × 89 × 359 × 373 × 14419 × 2281775969723565461739755260540095164738180834173769718142804841927508058439977927<82>
35×1097-629 = 3(8)962<98> = 2 × 181 × 191 × 1117 × 10249504539345246289943451600919<32> × 49127826643987324999401822167310191155814550682793174028977<59> (Eric Jeancolas / ECM for P32 x P59 / June 24, 2022 2022 年 6 月 24 日)
35×1098-629 = 3(8)972<99> = 2 × 852559 × 28628729 × 2907750647<10> × 1703595620318047<16> × 5588935091141877226041781529<28> × 287750632281613940971703882381071<33>
35×1099-629 = 3(8)982<100> = 2 × 3 × 149 × 122389 × 170021 × 3955387 × 139984539483699287599<21> × 112179753551423210119530373<27> × 3365576970427226001647049985994263<34>
35×10100-629 = 3(8)992<101> = 2 × 1627 × 2333 × 53657 × 15481177 × 11996211679<11> × 129740709731514223949425696367489<33> × 3962255658493263196658027633547792859289<40> (Eric Jeancolas / ECM for P33 x P40 / June 24, 2022 2022 年 6 月 24 日)
35×10101-629 = 3(8)1002<102> = 2 × 13 × 24440113 × 514738909 × 35565162103260601273919<23> × 33430062393102105333316209157821387815297677924287828343884559<62>
35×10102-629 = 3(8)1012<103> = 2 × 3 × 137 × 40169 × 167011082910328039<18> × 10363405136711278111<20> × 3993309399145645079238651041<28> × 17040485670624157348204945934491<32>
35×10103-629 = 3(8)1022<104> = 2 × 120423949 × 834999667642324596703<21> × 193373239093926720493291160158837598982484489313450261530815497988824092003<75>
35×10104-629 = 3(8)1032<105> = 2 × 47708374098733<14> × 4075687929377755530154737775923294296598954067441910984090596909721290014137398970642274077<91>
35×10105-629 = 3(8)1042<106> = 2 × 33 × 928313 × 5337727972747598053<19> × 23566090571297948338807451<26> × 616727569810180921282162411748277640072100265805989397<54>
35×10106-629 = 3(8)1052<107> = 2 × 23 × 90197243 × 590070761759222297<18> × 107895757269624081094750853736087848933<39> × 147219716505684617669834301023565423910369<42> (Dmitry Domanov / for P39 x P42 / July 27, 2022 2022 年 7 月 27 日)
35×10107-629 = 3(8)1062<108> = 2 × 13 × 34469161 × 545147201 × 108210412575037<15> × 23505344753758825238106224175977<32> × 312947876883609857779650611717466887436835313<45> (Eric Jeancolas / ECM for P32 x P45 / June 24, 2022 2022 年 6 月 24 日)
35×10108-629 = 3(8)1072<109> = 2 × 3 × 5743 × 132429141502051<15> × 1100152165222736203<19> × 774638622832844677931376379815153747674403946111981498284638605944560893<72>
35×10109-629 = 3(8)1082<110> = 2 × 17 × 30726067 × 4122748213<10> × 9869742507800891<16> × 405132352104305141725801884347<30> × 2258135948661834087308571469290270929800561919<46> (Eric Jeancolas / ECM for P30 x P46 / June 24, 2022 2022 年 6 月 24 日)
35×10110-629 = 3(8)1092<111> = 2 × 137 × 2170823 × 378466601 × 1727519657664342299947335434434654381186918538849446435781365870242723971757626232720549208591<94>
35×10111-629 = 3(8)1102<112> = 2 × 3 × 797 × 397181 × 2047516914817743126706000526629072554916559105718340936697890769603258727955998090230195130003505691771<103>
35×10112-629 = 3(8)1112<113> = 2 × 67 × 127 × 503 × 20634751 × 275847953 × 798141756437880434288542132897085959279353093686213991723118146665023898175876264226800661<90>
35×10113-629 = 3(8)1122<114> = 2 × 13 × 269 × 1487 × 23027 × 1166829925032504568487<22> × 32142785162975085404842063<26> × 43297269933104685276508406607065530936653314589401035037<56>
35×10114-629 = 3(8)1132<115> = 2 × 32 × 19 × 2943303533<10> × 3863352867096214473701384349525723044538954162615061662881175953438427619816613777342945727157872488087<103>
35×10115-629 = 3(8)1142<116> = 2 × 36982806397<11> × 525769846552849866582947962656324759940700950273653307588506976236664542936212598329289640913576352258253<105>
35×10116-629 = 3(8)1152<117> = 2 × 199 × 44917 × 101173 × 1003423546617344682216272029253808526455496453926281<52> × 214280575793518336611983160515501809569899059651294879<54> (Dmitry Domanov / Msieve 1.54 snfs for P52 x P54 / July 27, 2022 2022 年 7 月 27 日)
35×10117-629 = 3(8)1162<118> = 2 × 3 × 71 × 929 × 5527 × 7723 × 204301 × 192662941 × 1256670977<10> × 29082707347943148020523046543<29> × 160029344482300889082676018876007518940312890365516623<54>
35×10118-629 = 3(8)1172<119> = 2 × 47 × 137 × 499 × 2853048585769321438168727302014047<34> × 2121130559798978083445722260262303300844693161666356185908530841416285236650523<79> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3551873116 for P34 x P79 / June 24, 2022 2022 年 6 月 24 日)
35×10119-629 = 3(8)1182<120> = 2 × 13 × 103997701 × 372706003498691483<18> × 385888698671408657068234724202730997152616145596706939098376161155289269934012564409246228379<93>
35×10120-629 = 3(8)1192<121> = 2 × 3 × 1032 × 1733 × 52351297 × 16049373867858899<17> × 6619936062488278989409<22> × 806154121060290828910903001011<30> × 7862195872727011623521868767993233583<37> (Eric Jeancolas / ECM for P30 x P37 / June 24, 2022 2022 年 6 月 24 日)
35×10121-629 = 3(8)1202<122> = 2 × 193 × 677 × 133413830085822742187<21> × 5354141864975473896110197630318278668755357<43> × 208333368120752932610996352304149260953257880668900859<54> (Dmitry Domanov / Msieve 1.54 snfs for P43 x P54 / July 27, 2022 2022 年 7 月 27 日)
35×10122-629 = 3(8)1212<123> = 2 × 263 × 3889 × 173779 × 715667929 × 1528596983019751720955437980731707031202355820861866654412177389955339532426128382298466541014272009693<103>
35×10123-629 = 3(8)1222<124> = 2 × 32 × 3388754595579772209367397569107529<34> × 1412537375654498906858534068273015087735261<43> × 45134949638494187775490691052415002350851003421<47> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2812412791 for P34 / June 24, 2022 2022 年 6 月 24 日) (Dmitry Domanov / for P43 x P47 / July 27, 2022 2022 年 7 月 27 日)
35×10124-629 = 3(8)1232<125> = 2 × 29 × 6679 × 37207199 × 20668968739949<14> × 130539009301330750483492584023071601961890651966811015083306432630801913114662008591836847449225401<99>
35×10125-629 = 3(8)1242<126> = 2 × 13 × 17 × 409 × 2699 × 111294473993<12> × 69365878492993980578413<23> × 31597411415655575601791458325305267077211<41> × 3267428373176692146074215631689631529915769<43> (Dmitry Domanov / for P41 x P43 / July 27, 2022 2022 年 7 月 27 日)
35×10126-629 = 3(8)1252<127> = 2 × 3 × 137 × 42493617161399<14> × 196933892326271<15> × 565339788161057647469263477379742109251178464495958668781867413724859405880930497229403600526339<96>
35×10127-629 = 3(8)1262<128> = 2 × 2549 × 8677 × 32493748141<11> × 14583585224297<14> × 41440231528434963956491<23> × 44768219202704383341755789987722186321377242312650346513857648600499106631<74>
35×10128-629 = 3(8)1272<129> = 2 × 23 × 59 × 26959 × 206910568846523<15> × 6898021227915372031964731577619499552162657<43> × 3723957463459180891898770404744562798716516389261470451686817737<64> (Bob Backstrom / for P43 x P64 / July 28, 2022 2022 年 7 月 28 日)
35×10129-629 = 3(8)1282<130> = 2 × 3 × 83 × 107 × 3203 × 155731 × 25262869 × 48862553 × 252806311631690494618213923905861<33> × 468849725873261847389488537310955499231905849893045021107452004404667<69> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:514675344 for P33 x P69 / June 24, 2022 2022 年 6 月 24 日)
35×10130-629 = 3(8)1292<131> = 2 × 1095733 × 1296644944965147752838703654575288021889690737316031699<55> × 13685785425475470093651305769788922633630695730170701676919382137348023<71> (Dmitry Domanov / Msieve 1.54 snfs for P55 x P71 / July 28, 2022 2022 年 7 月 28 日)
35×10131-629 = 3(8)1302<132> = 2 × 133 × 1807160878319<13> × 17375403913177<14> × 14054482856748674175294362468946912463142191<44> × 200548254676125333415745934019552984375689305237281902730141<60> (Bob Backstrom / for P44 x P60 / July 28, 2022 2022 年 7 月 28 日)
35×10132-629 = 3(8)1312<133> = 2 × 33 × 19 × 102829 × 22999337 × 242547429727<12> × 40505372026850333<17> × 163131542541763357584687457374846419080321639735815005367184355847631277913285471233377799<90>
35×10133-629 = 3(8)1322<134> = 2 × 82124812547<11> × 2085559291703<13> × 38824258603756831<17> × 2924121645918976838583819562087134554408245240949578748940101014742970132238841222926685438971<94>
35×10134-629 = 3(8)1332<135> = 2 × 137 × 26886913 × 94565699 × 4663627117313958611309<22> × 119695155757129926981299521805305960081406706666778060348460943358762163226105451879560202575271<96>
35×10135-629 = 3(8)1342<136> = 2 × 3 × 2394157 × 36171234732108211<17> × 3629827780322845176969642300936833784428149313<46> × 2061922339740746641416616595605276859614402134367836715689006583397<67> (Bob Backstrom / for P46 x P67 / July 28, 2022 2022 年 7 月 28 日)
35×10136-629 = 3(8)1352<137> = 2 × 67567 × 69659323 × 4131251679425837682625538670285706769317853494615304568813797942550069962009563171345408103843475859788060229684547399325301<124>
35×10137-629 = 3(8)1362<138> = 2 × 13 × 1284107483<10> × 249890054667042051550417654392010614113<39> × 46612440081202204228221511390819567522519734826393800846579101549008006892543326863782183<89> (Bob Backstrom / GMP-ECM 7.0.4 B1=12360000, sigma=1:401364632 for P39 x P89 / July 27, 2022 2022 年 7 月 27 日)
35×10138-629 = 3(8)1372<139> = 2 × 3 × 2797824230221<13> × 231661496511148220851309301635438618131745972312575292932919166408810825250377131721321464871914453472102160588842127033124607<126>
35×10139-629 = 3(8)1382<140> = 2 × 2229137993<10> × 56171409926366301879693445753398233331127<41> × 155289917880200456072580762127770032567364431753702067841386091788319191704995175512063031<90> (Bob Backstrom / Msieve 1.54 snfs for P41 x P90 / July 28, 2022 2022 年 7 月 28 日)
35×10140-629 = 3(8)1392<141> = 2 × 89 × 1037303 × 101158639 × 5221217860525473410731<22> × 3987724128008180693499159685969943837697010066726398261182437881293498115884414511488556864151142719547<103>
35×10141-629 = 3(8)1402<142> = 2 × 32 × 17 × 21617 × 1187107 × 328172073287949373843793791063183302293114935221013589<54> × 1509097150910118366683254678971261765730048296613009035076185433899997823567<76> (Bob Backstrom / Msieve 1.54 snfs for P54 x P76 / July 28, 2022 2022 年 7 月 28 日)
35×10142-629 = 3(8)1412<143> = 2 × 137 × 1049 × 135300525661870842891349039018352163300776161129782583652449287430117278495643709646618221347021107655149112776467295543509943042344425657<138>
35×10143-629 = 3(8)1422<144> = 2 × 13 × 61 × 10103 × 24270124207977434498367251664032526071556841511553875841062085044151724556668389290739736882174690778854774940988579852543323870619934279<137>
35×10144-629 = 3(8)1432<145> = 2 × 3 × 97 × 8582285642522236056533137643636630021931120821<46> × 778573441849069855962867468640025627910437330324578075066151758621705330707191664411774449576231<96> (Bob Backstrom / Msieve 1.54 snfs for P46 x P96 / July 28, 2022 2022 年 7 月 28 日)
35×10145-629 = 3(8)1442<146> = 2 × 67 × 317 × 64327799 × 6219404557<10> × 1171400481350225475666888468661<31> × 54491481348743885968762000297405267979<38> × 35849240751309675735209573199748619109548577081705148907<56> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:877188499 for P31 / June 24, 2022 2022 年 6 月 24 日) (Dmitry Domanov / for P38 x P56 / July 27, 2022 2022 年 7 月 27 日)
35×10146-629 = 3(8)1452<147> = 2 × 593 × 1194293 × 4965131 × 82880509 × 876518868092919659<18> × 17395191885895173678217994964511617254523337<44> × 43757887264472646216882842446571271715547529866910340281499337<62> (Dmitry Domanov / Msieve 1.54 gnfs for P44 x P62 / July 30, 2022 2022 年 7 月 30 日)
35×10147-629 = 3(8)1462<148> = 2 × 3 × 376547 × 867181673769077<15> × 22865667420821989<17> × 105678814609845335210676703<27> × 821434966423976677816308608267270019845779668586663689665081352962058569998351862039<84>
35×10148-629 = 3(8)1472<149> = 2 × 1034249 × 5841559 × 5740894129069098816638331359<28> × 1962967950412602797523388685275751<34> × 285593892287618639887376297890335841019367272312031543954600557282750441039<75> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3368063428 for P34 x P75 / June 24, 2022 2022 年 6 月 24 日)
35×10149-629 = 3(8)1482<150> = 2 × 13 × 2868689 × 630379465813<12> × 1761617169157<13> × 3865746393055889<16> × 2863555605230136094113863<25> × 424146752808772521874228153575432376328579138514851219893657548049991270572099<78>
35×10150-629 = 3(8)1492<151> = 2 × 32 × 19 × 23 × 137 × 577 × 21329437 × 483311176031<12> × 2167498803521<13> × 2542347934792755730292693<25> × 55761004744831436151437611074084118051139<41> × 1974442722020428361298531080487640394342790377<46> (Dmitry Domanov / for P41 x P46 / July 27, 2022 2022 年 7 月 27 日)
35×10151-629 = 3(8)1502<152> = 2 × 12401 × 387576753428007961<18> × 4045582958848447639419193996941532860816122401866903130621031194842764047753469196507735170989301521829056618647486335509321659281<130>
35×10152-629 = 3(8)1512<153> = 2 × 29 × 71 × 761 × 116159 × 4088533 × 208723019743575329<18> × 1251883208982716344751596482613545990260602075692650691100791113952659070292677022397316997212329301208901663510749993<118>
35×10153-629 = 3(8)1522<154> = 2 × 3 × 617 × 81153109 × 2785760096255317<16> × 718275094473778129<18> × 6469183004879920282837278761255385231620933444029491025094229053007190059144639380774721483170144837626391843<109>
35×10154-629 = 3(8)1532<155> = 2 × 103 × 127 × 4289 × 178793 × 6793633267<10> × 2529789610931329<16> × 13864104176520806190148879108211<32> × 8135227808558068426783782700912734468022413305148820566400941447941962727395106944241<85> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:613537154 for P32 x P85 / June 24, 2022 2022 年 6 月 24 日)
35×10155-629 = 3(8)1542<156> = 2 × 13 × 619 × 108917 × 208659341088888528203<21> × 1063231991631657457935076845120533950475864395665454769976293806059327001995811266934910558214098634172671994820311783789023953<127>
35×10156-629 = 3(8)1552<157> = 2 × 3 × 773 × 171473 × 4724027906273508858899861767944213869<37> × 660245121656929305921511705836896405939489<42> × 1567766531785572890641069625375491062539446546621696231616140602120323<70> (Bob Backstrom / Msieve 1.54 snfs for P37 x P42 x P70 / August 1, 2022 2022 年 8 月 1 日)
35×10157-629 = 3(8)1562<158> = 2 × 17 × 383158973627<12> × 50822596511836349<17> × 108400865645637138946723639<27> × 6216404040808263554960483897887<31> × 669068104339978989166098232041967<33> × 130277212098198531846511229547387639521<39> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2772890401 for P31, B1=1000000, sigma=1:714016909 for P33 x P39 / June 24, 2022 2022 年 6 月 24 日)
35×10158-629 = 3(8)1572<159> = 2 × 137 × 149541682935264679<18> × 369961169292942435631738976539566205992279869304202109989<57> × 25654087094874859328007022150998552369328003150157697563465146692224816950373260603<83> (Bob Backstrom / Msieve 1.54 snfs for P57 x P83 / August 3, 2022 2022 年 8 月 3 日)
35×10159-629 = 3(8)1582<160> = 2 × 35 × 233 × 15083 × 531589 × 4283212565591533198369860945899172806635405863333348736488527230005529524272945623719887602300110122428956154940712646382075746605088817849913197<145>
35×10160-629 = 3(8)1592<161> = 2 × 653 × 584407387305653<15> × 50952636474528907154991404237086151136283193906880493120100675694756596812263190832370087053149174941521772275563204266854581976948501313180649<143>
35×10161-629 = 3(8)1602<162> = 2 × 13 × 460637 × 12844054631487841<17> × 39279046411542595381120345666237345829223787327<47> × 64362112176271348853166440444154839597994356129666550876143449182601302731133045531655154623<92> (Bob Backstrom / Msieve 1.54 snfs for P47 x P92 / August 2, 2022 2022 年 8 月 2 日)
35×10162-629 = 3(8)1612<163> = 2 × 3 × 7480339 × 342538811 × 3269638955668449761<19> × 13381548599601221907588319115541081831089189591<47> × 5781453591106746287603049507401730389689965898371693729309084385790987408804513093<82> (Bob Backstrom / GMP-ECM 7.0.4 B1=23410000, sigma=1:3241270561 for P47 x P82 / August 5, 2022 2022 年 8 月 5 日)
35×10163-629 = 3(8)1622<164> = 2 × 1709 × 545267 × 32902213329981084228511<23> × 119636913769507971211583832457<30> × 5300952916878252038162140287187085610904815694680217887788789396034739671396685780890420870827623521961<103> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:719617462 for P30 x P103 / June 24, 2022 2022 年 6 月 24 日)
35×10164-629 = 3(8)1632<165> = 2 × 47 × 60690453658231<14> × 78452715855989<14> × 2536445761160833567892600987<28> × 342565588633721388382438584991633110696906841475801144384008046697119990934323055807042578342257712045652391<108>
35×10165-629 = 3(8)1642<166> = 2 × 3 × 648148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148147<165>
35×10166-629 = 3(8)1652<167> = 2 × 137 × 937 × 662531 × 8955291956454213697<19> × 293558675483802538834963983395800489172127160369049<51> × 86967003958742995349145328550386302341813938346153292588708587727122126839550781159323<86> (Bob Backstrom / Msieve 1.54 snfs for P51 x P86 / July 30, 2022 2022 年 7 月 30 日)
35×10167-629 = 3(8)1662<168> = 2 × 13 × 1501216867395511957829<22> × 106225206636575615826451259<27> × 93795319464987032335841213159762386725523268052784923146969508667329981485609303406718628528663106640613310772371760187<119>
35×10168-629 = 3(8)1672<169> = 2 × 32 × 19 × 5652817 × 2011567001540995845322963779466055156459340562935252903352615190435134820633857445402879221345927197528235481773250424160196148463857956652403131283220409036763<160>
35×10169-629 = 3(8)1682<170> = 2 × 26129984704978757<17> × 1724785983386123889906934207237982215909<40> × 274053013893706852849304411699330938768986206584181<51> × 1574296706758419254085576992564017338386453741823526809928465597<64> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1720577072 for P40 / June 24, 2022 2022 年 6 月 24 日) (Ignacio Santos / Yafu for P51 x P64 / August 1, 2022 2022 年 8 月 1 日)
35×10170-629 = 3(8)1692<171> = 2 × 83 × 419 × 3313 × 27077 × 221664156557<12> × 281180999505927760808855473277464704406542895697877739417407264060533779713623639589822481570191539777861126608418949194208144221948994936809257169<147>
35×10171-629 = 3(8)1702<172> = 2 × 3 × 109 × 163 × 2141681 × 1423012704108185340347<22> × 11970068095419895316626995065700551571851638541351451620416776557920326222205583917548427183329186002024455672022324423782631467340878914463<140>
35×10172-629 = 3(8)1712<173> = 2 × 23 × 331 × 128837 × 198109130371451283988798604881009258171<39> × 100067860453773255831620370630444447891478475157349929626990969868020805148617860329762974013658149062669906435283522490970091<126> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2502598536 for P39 x P126 / June 24, 2022 2022 年 6 月 24 日)
35×10173-629 = 3(8)1722<174> = 2 × 13 × 17 × 113 × 11927 × 45633011 × 464291191706449996362198983<27> × 316264413396085627593182007553<30> × 207982110499700540283106999818201991601<39> × 468433261057049816979186187345942108543234675635175395291227039<63> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2833018647 for P30 / June 24, 2022 2022 年 6 月 24 日) (Dmitry Domanov / Msieve 1.54 gnfs for P39 x P63 / July 28, 2022 2022 年 7 月 28 日)
35×10174-629 = 3(8)1732<175> = 2 × 3 × 137 × 14737 × 3159697 × 6481610073712021<16> × 3004702418174778743<19> × 1243749386187720909112884577<28> × 41815601212000163844770709523<29> × 100309855305843184758234129123643530986683329161646076330856639846580083<72>
35×10175-629 = 3(8)1742<176> = 2 × 304151 × 127068068019911<15> × 1158774533756117558632709503448377059708492224862199427<55> × 434181106925953867742591219174975328191186552798595932383937170935481068266796494340217350186291520403<102> (Bob Backstrom / Msieve 1.54 snfs for P55 x P102 / July 31, 2022 2022 年 7 月 31 日)
35×10176-629 = 3(8)1752<177> = 2 × 5647 × 450971 × 176291779 × 1661835980376946817572091583205176613730502958181<49> × 260620706859406147692759639048307323475930304099936418806356797860435638765953736254431700754121350775092719707<111> (Bob Backstrom / Msieve 1.54 snfs for P49 x P111 / July 31, 2022 2022 年 7 月 31 日)
35×10177-629 = 3(8)1762<178> = 2 × 32 × 84481 × 5660867 × 676801513 × 24947342183<11> × 26756261237241961459987025147269217726033527536381328017884588910870555006141443515969922061497283317086110850939600001925800470263031254969356453<146>
35×10178-629 = 3(8)1772<179> = 2 × 67 × 751 × 919 × 796029958421<12> × 141308965731949<15> × 3738231199470645621994818935029768685938405263448605174440118657270015882777594243872042094526184874814620544513287202947153900243363385067398523<145>
35×10179-629 = 3(8)1782<180> = 2 × 13 × 31755547 × 1873191098418650022616447<25> × 3828416101503022496359131251<28> × 1638524255048091304315935844090584493<37> × 40084686826621357853442237054515402330972969681937979519521955379825374790004373711<83> (Ignacio Santos / GMP-ECM B1=3000000, sigma=1:656445081 for P37 x P83 / July 28, 2022 2022 年 7 月 28 日)
35×10180-629 = 3(8)1792<181> = 2 × 3 × 29 × 7840969 × 632669786267<12> × 37346408399505153523<20> × 120637023401288296347239742048713298888911213682620628360636026392748911805013725393415637419611944093804644875651166655554285068506484128567<141>
35×10181-629 = 3(8)1802<182> = 2 × 509 × 2063 × 8040627551423<13> × 82237270206862912077901475627<29> × [28003988934124607349760696457611813871236581730894562329666689387193308706653344088088813318392692141421681717772056900212538973187863<134>] Free to factor
35×10182-629 = 3(8)1812<183> = 2 × 107 × 137 × 87698048101<11> × 4079706456209513<16> × [37074248046020260142450834889251091623967304846543307115816406387432074340176990581605060792645734112807144921265388670252856404266818734388446352323423<152>] Free to factor
35×10183-629 = 3(8)1822<184> = 2 × 3 × 355974330587<12> × 6483058274354693723808541613739227<34> × 280850807670822329706385756973163103400915692046700676742202755145467453046798463389309815956448242085092230166853432189601364015339610603<138> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2214640245 for P34 x P138 / June 24, 2022 2022 年 6 月 24 日)
35×10184-629 = 3(8)1832<185> = 2 × 89 × 2261970563<10> × 22855428916501<14> × [4225997228906802234969949298297523007306803604355389110730565163933295488125029594192005724751289654912569770979890268342792135013850478482407495677450215201663<160>] Free to factor
35×10185-629 = 3(8)1842<186> = 2 × 13 × 405439 × 160747068737<12> × 1686565363287201377853685258390297<34> × 109476069218817098876790522182448049<36> × 118008974580776695320758400011208523337983710751<48> × 10532857133475483761520768739583776044820365139964533<53> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2244006157 for P34 / June 24, 2022 2022 年 6 月 24 日) (ebina / GMP-ECM 7.0 B1=3000000, sigma=1:47810979, Msieve 1.53 for P36 x P48 x P53 / July 29, 2022 2022 年 7 月 29 日)
35×10186-629 = 3(8)1852<187> = 2 × 33 × 19 × 59 × 11981 × 12011 × 1395137 × 12426345800093<14> × [25750972538669415671923546898141524698019396530719828295049870821070521746874742380503723466746195884416959013730778468180079453154004075733025302036584633<155>] Free to factor
35×10187-629 = 3(8)1862<188> = 2 × 71 × 12473 × 23206727 × 53597051 × 24466515641<11> × 58035054348517<14> × [12432227827899374950182446031362397344849172506280943243072717742093847824577190762372453784236292710950526110720380411833761720135251307960383<143>] Free to factor
35×10188-629 = 3(8)1872<189> = 2 × 103 × 344599 × 2080650359<10> × 2632965666451050716486434384038260051440540167079963191166639204516691035255296269598234291794754516966129429682194505744424045563689986501566631342126818087382420952043567<172>
35×10189-629 = 3(8)1882<190> = 2 × 3 × 17 × 101869 × 174737513 × 2794818781<10> × 6828035867<10> × 15201178529<11> × [7383639146453111934213882538099891532664482528138838770454622981498182711106296345493941647701173309562006644337357271968639768076819328493022041<145>] Free to factor
35×10190-629 = 3(8)1892<191> = 2 × 137 × 2297 × 61789399834263175530267802320527391947111098400148859491257859170306062316904767705399440223345730052351510362435434490701754571797693737132357484514693695821730166750170627014113758169<185>
35×10191-629 = 3(8)1902<192> = 2 × 13 × 14957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957<191>
35×10192-629 = 3(8)1912<193> = 2 × 3 × 191 × 971 × 1789 × 84866137830081024119<20> × [23018494119049177580793927478040587388629430289423633446879767932505194248277799637972553736796287306844312802826125922057797126978831945019681566427286501163819397<164>] Free to factor
35×10193-629 = 3(8)1922<194> = 2 × 117361 × 37113057493997<14> × 4464213983366397203654997395709059180954118779525290861596162087390188517793633947440654444732738458931335079545191802872061585248112426875861397855406157718521932107058918573<175>
35×10194-629 = 3(8)1932<195> = 2 × 23 × 131 × 30708449 × [2101544185583035503693135559097305816630986869305359701870478297446292090090094191200826798988934501784653432443269670912311428879915710937915707365393867759925020654918918565546097893<184>] Free to factor
35×10195-629 = 3(8)1942<196> = 2 × 32 × 383 × 421181 × 17466234495452809545295855741<29> × [76680722795889778490360861702896837450284044941014331782787412111280143816366870064853569043707966615114184970148153247122543333683187408949163299484177873143<158>] Free to factor
35×10196-629 = 3(8)1952<197> = 2 × 127 × 41879 × 4688970468541<13> × 15954627887016140704149947693201<32> × 48868762137572371909588968220052476869350910910337010071729724057641391146976162492633066147568284106020965724608760624706566012773649318871622197<146> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3071734207 for P32 x P146 / June 24, 2022 2022 年 6 月 24 日)
35×10197-629 = 3(8)1962<198> = 2 × 13 × 42017 × 3919275401<10> × 930215167447095355445849869<27> × 97642288122507492494107351501538051618601511166248915566472491098282249470672372322592959514132978196232598546722638803950947078746856474527855631702822409<155>
35×10198-629 = 3(8)1972<199> = 2 × 3 × 137 × 179 × 2113 × 2777 × 2115017 × 4107370691<10> × 7636962239655863300496501733450877<34> × [67893297762138909858977735854492714358524702677661148153222438009762845120836825520094318635267030907186595697650175337135858941831779631<137>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1915948091 for P34 / June 24, 2022 2022 年 6 月 24 日) Free to factor
35×10199-629 = 3(8)1982<200> = 2 × 2797 × 14437 × 81077 × 446051034315433<15> × 104040564017713841482589<24> × 11184810254303438017798883739307<32> × 11442280137890751683797012812711855418702806267775568220755693816117771491527435021378254133993290712090989414787262483<119> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:692351988 for P32 x P119 / June 24, 2022 2022 年 6 月 24 日)
35×10200-629 = 3(8)1992<201> = 2 × 60929407511753624038813<23> × 3191306995836698753765923679169232111388509105046891922653680335275720305887799693223961326565525616318367022030902703712139634023900926846377593966771296261922333309361485251757<178>
35×10201-629 = 3(8)2002<202> = 2 × 3 × 136996749060847651<18> × [4731120647689753354210092093317434005504097703557204353894543286473845357077740474211628305900488841884809707183249033771229256653011353563844680777481229091017055166520010926157026097<184>] Free to factor
35×10202-629 = 3(8)2012<203> = 2 × 45078073028934094223<20> × 431350391396804197389746079343002100615285567543112270107464518425347058040749281266250111595658380642211568831327276584741566694555694729886331033021061220945361500571684456256740567<183>
35×10203-629 = 3(8)2022<204> = 2 × 13 × 61 × 2963 × 1750091017<10> × 3141470265785386844993314472187277<34> × [15052100569766788916349544533618630944765163696090144724804715413795852949619936671648132018703259029584398077977634048810979090798465467847016863884056911<155>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2009658808 for P34 / June 24, 2022 2022 年 6 月 24 日) Free to factor
35×10204-629 = 3(8)2032<205> = 2 × 32 × 19 × 4849651 × 124365135480919<15> × 2769015601564154437349<22> × 481276726167111100673581<24> × 14147184985293451309485944971833530803644039717329290487886194040804247258812066528974204405287142539953702792510208009032515295599786911<137>
35×10205-629 = 3(8)2042<206> = 2 × 17 × [1143790849673202614379084967320261437908496732026143790849673202614379084967320261437908496732026143790849673202614379084967320261437908496732026143790849673202614379084967320261437908496732026143790849673<205>] Free to factor
35×10206-629 = 3(8)2052<207> = 2 × 137 × 685361 × 95907313 × 428700737 × 25575656188503721886016942867479<32> × [1969349719783135024477154273028121590392172886024819730029264216581110572857644194606856276533282827062185574001834449223958685983135175845136611200887<151>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3699466236 for P32 / June 24, 2022 2022 年 6 月 24 日) Free to factor
35×10207-629 = 3(8)2062<208> = 2 × 3 × 16249107478700347<17> × 39888230722687607385533846265726058699744523907564627535972593555591247604970176483298789339117404226136616083412064405324672508641783859258586703999397026190454892075564720186024153459047401<191>
35×10208-629 = 3(8)2072<209> = 2 × 29 × 431 × 1574847133<10> × 1545561669371<13> × 639139308619528683423143732361152421902279212358412200678077285901925095458975893268340887003260885865248607379766863512314679054429398887025249404977334665088240194137961595862107213<183>
35×10209-629 = 3(8)2082<210> = 2 × 132 × 1150558842866535174227481919789612097304404996712689020381328073635765943458251150558842866535174227481919789612097304404996712689020381328073635765943458251150558842866535174227481919789612097304404996712689<208>
35×10210-629 = 3(8)2092<211> = 2 × 3 × 47 × 463 × 6491 × 58176580604140753<17> × 2456774490424423116897049<25> × 17933222642826176053340812936501403<35> × 1790243067264789375289981790505744503411849112017205919774851903652113737143196845303404236159026779193229612369864148325441267<127> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1448496274 for P35 x P127 / June 24, 2022 2022 年 6 月 24 日)
35×10211-629 = 3(8)2102<212> = 2 × 67 × 83 × 352540049 × 280775481288191<15> × 43030108916574181457453<23> × 169534162964581404119914143553<30> × 10311606100321648581249263346432231512430634417586374944827<59> × 469590191168499473711679207391860669787365119944387736989248034198348483313<75> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:913869091 for P30 / June 24, 2022 2022 年 6 月 24 日) (ebina / Msieve 1.53 gnfs for P59 x P75 / July 29, 2022 2022 年 7 月 29 日)
35×10212-629 = 3(8)2112<213> = 2 × 1511 × 57944897 × 83529851 × 12488149412550487146937<23> × [2129002085392623282257532189107783971860136016941554375802154235105671750965009830930603754254672863507411389000913396180141869275753250752111816920366958231871336508701429<172>] Free to factor
35×10213-629 = 3(8)2122<214> = 2 × 33 × 246277 × [292420570761174588933124601858949316847898075088957261831256921699345835131510971678299073422811688621686668150157996505356952694255361125953543795603301317959564116894638579119423408126327558060480293936479<207>] Free to factor
35×10214-629 = 3(8)2132<215> = 2 × 137 × 5569 × 37441 × 225157 × 804304013771<12> × 13066771388045797862538417113<29> × [287657917586783242821390122134766264661066822026906382831370828811207338200504308138835435184462225142351332209576283919455907926567035379659547923469755276047<159>] Free to factor
35×10215-629 = 3(8)2142<216> = 2 × 13 × 199 × 3889394777<10> × 19324892373516703915562321561378206357484514902955673562852553628252836323213129551648187030171885570999010056705263171686163711299652368857887229330071601214262705818382474745660630345864593521757093459<203>
35×10216-629 = 3(8)2152<217> = 2 × 3 × 23 × 77711 × [362630184495255357026926493058812751677004009923136698877137391521511502287543729832969843197257703513602600128876695397130923856758093195998858730283356532340364856941045304507922132979969904181293873201403499<210>] Free to factor
35×10217-629 = 3(8)2162<218> = 2 × 351287 × 76007549887<11> × 16385216800342597<17> × [44445166313950876055006232343041205187753489705477097864921460229562600044077852556838566235679637127297109996807695805192312455546183579350251647495974045202876294398812820124288796637<185>] Free to factor
35×10218-629 = 3(8)2172<219> = 2 × 95166202123<11> × 617471732715612667<18> × 3308992025656857559519812755414463170736058435499563667741074454597054143325808260092905942683631034602340316338660317669260625169829897610870694547371902485776475892800370791231458206696401<190>
35×10219-629 = 3(8)2182<220> = 2 × 3 × 34537 × 3726491 × 264138223 × 114258110179266101<18> × [166867326893694891251441932763939145985043033026284233785722905794474584973375222230728323230715688049605961996664470432043527181647412701190296012806880901821734668027395255676502867<183>] Free to factor
35×10220-629 = 3(8)2192<221> = 2 × 8669 × 17863 × 8819959 × 2168020177<10> × 365013909607<12> × 6616474378727<13> × 158720311015422893639135811834187<33> × [17130644267561703525479029548397623256292174905115032894835038693342268852496521998536089440747837495460225777537089105343279342311653577447<140>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3737445395 for P33 / June 24, 2022 2022 年 6 月 24 日) Free to factor
35×10221-629 = 3(8)2202<222> = 2 × 13 × 17 × 541 × 123058457 × 19279030954879<14> × 685502960189820756755571142560507836299816928762326603023198646156691815602895832044409795793709773348011108837966971649064138464798207096812325952057219035541764585523914420094145852925444134727<195>
35×10222-629 = 3(8)2212<223> = 2 × 32 × 19 × 71 × 103 × 137 × 1869731 × 6070216202772392354320756558981872828674922580529516786911183029207309202792620647268056330982923477667879826462031304713530796085878625406061216192280601657631068832052498733058777201455693882046839762809761<208>
35×10223-629 = 3(8)2222<224> = 2 × 369919157066124018207674627<27> × [52564037501222730867232974054625489377098848634971681821941532467762697076713254058816700353532273185154008505371406020678598816497492619117325814635507027972541055763061152243469118525853006575283<197>] Free to factor
35×10224-629 = 3(8)2232<225> = 2 × 317 × 303713 × 2502437593<10> × 8397627379<10> × 600629767963<12> × 11479233136260376518432583680170411<35> × 13939054328064745076920738960098186559272057323913428979821370160001348974202642228109823668611130881378911803682141858418465006242197945068152739601151<152> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:797619046 for P35 x P152 / June 24, 2022 2022 年 6 月 24 日)
35×10225-629 = 3(8)2242<226> = 2 × 3 × 116162139871<12> × 1296435815896733660981368536437<31> × [4303865197762317103854948467176201980693204560330937855531311117645193949806565740777857688348037758275419043938330331614257347811161910050209087286910191842779703635371518948034076761<184>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3462547270 for P31 / June 24, 2022 2022 年 6 月 24 日) Free to factor
35×10226-629 = 3(8)2252<227> = 2 × 300929 × 1028747 × 62809149918416781330452365984334204233802026483262023312738749203220891497566276754674355873093982143489429616586662439662330412830450154488342499189088311898614963227585968846640873247947434771047370999945639772907<215>
35×10227-629 = 3(8)2262<228> = 2 × 13 × 167 × 1811 × [49455803877385892813899307813742886171193554218779306979494125908089808009460697458528411751727681987537759153004642147835606307949308309713947912977793581026651054458498653488023174933176024312360144285470882415039379961<221>] Free to factor
35×10228-629 = 3(8)2272<229> = 2 × 3 × 89 × 1259 × 3712843 × 815583161708026311481059503917769<33> × [1910221424613677438922569676246536807170190233916139026090067742588081992887177043569726246431456049305006666477901480989650119552011148591214993647378485078601425942259420319379974091<184>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:505817760 for P33 / June 24, 2022 2022 年 6 月 24 日) Free to factor
35×10229-629 = 3(8)2282<230> = 2 × 6301 × 28183 × 12279944311<11> × [8916664819814069131689642913537658787138567324832292320425507835676731934151554575706127586323851803524363705969897182455893557737649669374381020722134932256004977731312643955938633193682965572384471115221581757<211>] Free to factor
35×10230-629 = 3(8)2292<231> = 2 × 137 × 3319 × 5039 × 2798351 × 8324483 × 15682231 × [232303662141129502669773741232906344911579242092005247313591298722981037188934841701409766411421965369919289247450974484518498338077609087072041506964336884509612245978425486404617325859624663090108651<201>] Free to factor
35×10231-629 = 3(8)2302<232> = 2 × 32 × 65208204287263<14> × [3313223927533454803033780161038580242382135023203984111345917377796314080635418374204527919323373467354800177648006058936237811546671339970012570538573055400011800703417514927777448453437692302789245845096969498643023<217>] Free to factor
35×10232-629 = 3(8)2312<233> = 2 × 457 × 5945479 × 149605343 × 1046416381<10> × 1206158342971135379513<22> × [37899766184763874533712189490895860845623334303843735680595333560450876211292502932097704904719963500774430761331686622816006059010612328498826221660405496748285453338857647904519062293<185>] Free to factor
35×10233-629 = 3(8)2322<234> = 2 × 13 × 49140061658222779852890656867<29> × [304380264341042098788580000856547636240129974537173610614341403539634928533251160944387739711290121557271172267750615523434697418804635242708739899946480380555649940518836135523475027232118712473290562271<204>] Free to factor
35×10234-629 = 3(8)2332<235> = 2 × 3 × 709 × 354791 × 34970334864233<14> × 16860440742709506907<20> × 26788984045862601433903121<26> × [163128745758714799174566149408582791617561325416784773239870622143073697953568193211707304591144402894126416265481095712447913533813041256320208237765036550870899262363<168>] Free to factor
35×10235-629 = 3(8)2342<236> = 2 × 107 × 117541 × 8088477089041911381871<22> × 36157595546494793773728085586987<32> × 5286352002748197486506311597875675887527345606295407178150779230453528239923056025425418540818161769311347729315518709366069548117642973903650227709978542872129924446413549059<175> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:442637833 for P32 x P175 / June 24, 2022 2022 年 6 月 24 日)
35×10236-629 = 3(8)2352<237> = 2 × 29 × 20599 × 17716619487523280706639201311<29> × 869876553053599467118243227762493<33> × [21120924360653337515257946991246705915712159995834654236467994582968876073429668815902172393259469930175337179885801214547800536764080963765780646328235172979098193287177<170>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3191118346 for P33 / June 24, 2022 2022 年 6 月 24 日) Free to factor
35×10237-629 = 3(8)2362<238> = 2 × 3 × 17 × 3026059 × 4730821 × 11103871538972759340052561<26> × 239848511217498020968900184151888673772275783046882351473190199890600603052684067815217308445742538975205588920622336213579539349249476984013685770339934697077437670528366542619981148512131723356229<198>
35×10238-629 = 3(8)2372<239> = 2 × 23 × 127 × 137 × 587 × [82776167305951973340572113894305536599221984154654003612108815803199777643726741395826914071121673652783619587533727758364898168184277113443929870420943691719840054440494597513872872942157696771327088293432049182139988423284725659<230>] Free to factor
35×10239-629 = 3(8)2382<240> = 2 × 13 × 14957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957264957<239>
35×10240-629 = 3(8)2392<241> = 2 × 34 × 19 × 97 × 141769 × 20954539 × 2093363543<10> × 3355737719<10> × 211559501011<12> × 216205311779172643<18> × 40487469575995204641788588893<29> × 31433781613403668789806818709710618639<38> × 440876950053441586864122171306219013494624581<45> × 24319776476110722460240157186200539372562402505763377559272989591<65> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3833790103 for P38 / June 24, 2022 2022 年 6 月 24 日) (Ignacio Santos / Yafu for P45 x P65 / August 1, 2022 2022 年 8 月 1 日)
35×10241-629 = 3(8)2402<242> = 2 × 617 × 77564038043<11> × 500038006986059001382951597<27> × [812544114606502418435536362531906215386051867272980325607807730971134264186913596077409726219973860492175899443410557498921219660513036919756890626059662418601825922636964365927726574906251506046754063<201>] Free to factor
35×10242-629 = 3(8)2412<243> = 2 × [194444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444444441<243>] Free to factor
35×10243-629 = 3(8)2422<244> = 2 × 3 × 375171493 × 1727605002622489092336629500120757171036308316069601130777140757195398500461622621599739050930898281624366774978151520025398486627948963457487821837647318657412353417129558263500974867907003126562572141237149241901884448742346605071479<235>
35×10244-629 = 3(8)2432<245> = 2 × 59 × 67 × 13553 × 362938706075521974143661729379167149452918326984218415053265682968796971073666911459491205021439090088523259873730388817003174828107717993000140129597448027389868370240394069638783344757710529632285165728006586885397339726894762527141049<237>
35×10245-629 = 3(8)2442<246> = 2 × 13 × 5861 × 43824566815019550267003342019<29> × [58232151138993494899188994417425340664372680969377614046332968344162168386789385712009279385631850433869268176454189002302075731851542230514922525831205609703492278482291396492327770315213221800154705935141730323<212>] Free to factor
35×10246-629 = 3(8)2452<247> = 2 × 3 × 137 × 8623 × 2414513 × 227230060046200539524843683215960849690847620569544178409324175461770033259811903117651853141436642826419619386316017102571391777628072077602572399596044795866077485446293864297187136098113310896679913494812355721046104380199469301669<234>
35×10247-629 = 3(8)2462<248> = 2 × 149 × 43422563153<11> × 167240285699507<15> × 33472471997310594981714433<26> × [536865044342471375229789952577956728616449353384685593646317432103006656877477670002560052793805691888677468141061045486659707043402442849457467104590822794151065477687807055661102083856257920263<195>] Free to factor
35×10248-629 = 3(8)2472<249> = 2 × 10320044475509<14> × 2628479422282979782588381<25> × 6605519159112313731594237587<28> × [1085181627422981571704981829914861234081274939435471795940248940123330473275311209199400800846290854209191618884597113931239948093278108630872896464297102598894320594442648069536421667<184>] Free to factor
35×10249-629 = 3(8)2482<250> = 2 × 32 × 443 × 1093 × 262253 × 4400401 × 4446553 × 13963899289<11> × 6227105747557917365304053544214736535930863847504322434740748323525218303531728353424743864432796507339848317970994660292625631467849576609705491919721018644585623287348477865495951501744905736037212185047724202051<214>
35×10250-629 = 3(8)2492<251> = 2 × 257 × 164413 × 564643 × 1924321816862231<16> × 423520668936659710080842323894567807046935295566165355783409225071593862661075936518785384388044837812905043930157933392701024429936977756540505286877232537717857755501615593381086238409941475601394249789492407477657108297<222>
35×10251-629 = 3(8)2502<252> = 2 × 13 × 71809 × 973442035493<12> × 73276320941280832262417<23> × [2920112314547290678929165452103225296347900588216528488617571943868865098045887038161059858806880313712010757239179259214288164277345355559065054185023066638161811715292144418546846442123359546818985176332661033<211>] Free to factor
35×10252-629 = 3(8)2512<253> = 2 × 3 × 83 × 163 × 1471 × 1723 × 8647 × 33577 × 1811489 × 109599032689<12> × 327914684617657157166627614334082063907291860096334799572964797976762696521690213756127134884825452520066513147360727571770550806157611436099398352449337322476526025442067287380511572246125241888674097529362928522529<216>
35×10253-629 = 3(8)2522<254> = 2 × 17 × 3008273 × 17004899 × 6329803451<10> × 557110797396059<15> × [6340500115980372589099231415121478945121915326494801088186150076498126920321035761082415653532553225185921963563327099532447146678422384634604870236745400395080167015136746831074374121126300891282964463784576286411<214>] Free to factor
35×10254-629 = 3(8)2532<255> = 2 × 137 × 283501441 × [5006332628104790274876420890229317010861831669671898784155361754023431053457335034120779449337089680974546415180803014865167131599140708219293500590363892340939254450743406635856193144153825487678217883178326215034128942231775792014905244349073<244>] Free to factor
35×10255-629 = 3(8)2542<256> = 2 × 3 × 20347 × 10821282304121<14> × [2943711011640526679560979209235765631961684676761184735908569752314794728015605012051332444839164389325721320714496453498455961879507085376780168961294011181047350508889027336449998941739003674633774605743177626174991393277533115413061681<238>] Free to factor
35×10256-629 = 3(8)2552<257> = 2 × 47 × 103 × 1342037810948873<16> × 2992924109056195271732473334226510574559749125858499555431220820672792616659399708652261220135357218211349591184329585310482467460407084170542037160509840634307366764819574321434704948691262204186463921528929326042094591987022067427180137<238>
35×10257-629 = 3(8)2562<258> = 2 × 13 × 71 × 4018985752908301627<19> × 936021235772659139119124893<27> × [56000469717078041693719850791409235205650486469514541463680244040133182455242025212725914275664166786736479382770129115524284262089633729063709096559570836171319176849141156259599646062540255372023663364238997<209>] Free to factor
35×10258-629 = 3(8)2572<259> = 2 × 32 × 192 × 98203981 × 7921180566193<13> × 22551023609817127<17> × 120012953847406432543379533<27> × [284270920820362947600120636209269634690185753582913737932237796769465144092459536425679392758630482953839910480542127841988051833429848394204652666815741505012134412311520299299036514826794503<192>] Free to factor
35×10259-629 = 3(8)2582<260> = 2 × 223 × 1240144937<10> × [70310183539879397497078084265296296585570738989160068032527153435238299673395694004827511285580541186048809051799048498973175570976784705496313281759670334680244071586643469002706270635772576667679822875761566164388695137725821169994844056196482991<248>] Free to factor
35×10260-629 = 3(8)2592<261> = 2 × 23 × 190699 × 344777864443<12> × 37786573055514336359<20> × [3402846866792016250614249644406610486884907069652291067501934133250707621672369525127114283218303960450289779802130813905461984457802437285920619764186573010912588028323682680530949670310887846126708917426467971917225908209<223>] Free to factor
35×10261-629 = 3(8)2602<262> = 2 × 3 × [648148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148148147<261>] Free to factor
35×10262-629 = 3(8)2612<263> = 2 × 137 × 79861 × 876431 × 12308201 × 17630971275288199<17> × 336172540988168633582900664388110749647<39> × [27796456982200972351435920474169611096211707949678023607787900876291085169376886729806136676921033382180060460188861935648877704750171529517831274971945773478459690823422392170709582131091<188>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3389704333 for P39 / June 24, 2022 2022 年 6 月 24 日) Free to factor
35×10263-629 = 3(8)2622<264> = 2 × 13 × 61 × 778237 × 1921427 × 55472293 × 168588359 × 368236827934127<15> × 47616302179357586764751493906009956247786437464324147581913109581259785550737133316582492481576686525709983406307134260833760547672662954123532686114483679604655798475580869302305644868234467523298832081204898968306387<218>
35×10264-629 = 3(8)2632<265> = 2 × 3 × 29 × 2148533 × 74246818365633257952582421<26> × 140105895451009208821401676172538658932682660552934806156888924278989192002519277598223394790613771400632213075949494691561665417258525988297792351957421768452462910366087131240629518733104225650068056817667871797228466321099571751<231>
35×10265-629 = 3(8)2642<266> = 2 × 3677 × 10009 × 36065477466131458868791<23> × [14649389761657691737273593414589988750553777112860342661749725420864465632822734895034181752149673189673967595529999279490793354582079503471159731003905643934628575405528548279106843797962305277460657710034178836206269855821941605363507<236>] Free to factor
35×10266-629 = 3(8)2652<267> = 2 × 48841843 × 54572829710070479<17> × 8876530531315933303<19> × [8218333697400575355418411544022591224943304598720762571425083295956641903028952712995185850334841323204289851522572174880966097611513386469627357725196963981348263580030057969330653906881576625359224250161638692521776175451<223>] Free to factor
35×10267-629 = 3(8)2662<268> = 2 × 33 × 6716685673<10> × 4983516750989948333<19> × [2151497411998656585629579857673325378977567082909854337295869041011394896921392422240421771397186601401308921091069686471760168994256432253295675988305068084229462681480129428576211268644382950672909673363462533138996731998401570540319887<238>] Free to factor
35×10268-629 = 3(8)2672<269> = 2 × 1319 × 25799941 × 27627201709517573630041<23> × [20682123749341283348486426361251240323090556306948351387013431073319531605112666896357958893298383269843748812304714661224844515888414367324524289366882060682340305561987076972580267817826927159029431887465616069895773917597234771583019<236>] Free to factor
35×10269-629 = 3(8)2682<270> = 2 × 13 × 17 × 1163 × 1051747 × 2149719269<10> × 8665837834278053884099786877<28> × 38611792348985597563125407968363152451390491006649975220395516993592420725062017738366842798357171084970898991121182205380152895390743266983625757259360793424011951020495899555255111683646189481661663156441823522918202397<221>
35×10270-629 = 3(8)2692<271> = 2 × 3 × 137 × 523 × 167222519 × 54095017702210465377912389950371667733697535519261090879315380140876468124215431367913922595564700696964721899257924206085189706997678596989959553056296851411578644768237941147728031399599576181046380907652291963014773964361227309518823474948318537248472663<257>
35×10271-629 = 3(8)2702<272> = 2 × 10037 × 16691 × 48903501531015650881<20> × [2373391058526890184724909063238515467393717369548990940893840069950398957881480219259096717303860224039786694699605332729662313998889308146318026265851549592025761189797884387281071303420446759526784861728732201687856841268196601351505169180183<244>] Free to factor
35×10272-629 = 3(8)2712<273> = 2 × 89 × 607 × 2029 × 207357962861813463325238561246280483649<39> × 8554883050632331268779041288165824238819395552316868800491782871746707583694061045528070443080766717435042465387990587938812153898698269696974260574689002407537680655780397475689202469239064698900540766758161158126132611479227<226> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2548421194 for P39 x P226 / June 24, 2022 2022 年 6 月 24 日)
35×10273-629 = 3(8)2722<274> = 2 × 3 × 144883 × 1273673 × 280068745222307<15> × 62062728372645520216004729023123<32> × [202070726278147548779244227903238716584010504259174744035756773923321892332365580743727967306065171021538023571298543628745138352301737414567672359904828468726133824642119463444951384520872255559082358645904835061153<216>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:1189152925 for P32 / June 24, 2022 2022 年 6 月 24 日) Free to factor
35×10274-629 = 3(8)2732<275> = 2 × 821 × 52371791779<11> × 30156265409833<14> × 92882023186039<14> × 26601679459474406497877<23> × [6069272958334390023934847490121530771546432629352721728770026534384672714062502048779603324502334046701011163856976169547281407292378896112313868995365913911573777913106857795450493106043446121967294437820988101<211>] Free to factor
35×10275-629 = 3(8)2742<276> = 2 × 13 × 359 × 276346951158967734722906709511<30> × 150765877872100772931982642027620600549617451327267603702602443748231270000467623482364079610782887468558030237446563829539597182451036597763475617354226439375032003248045419974084702722514212630998030888513688190102661485458035214915383838893<243> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3900569653 for P30 x P243 / June 24, 2022 2022 年 6 月 24 日)
35×10276-629 = 3(8)2752<277> = 2 × 32 × 19 × 2229319 × 969574181 × 3926020525092443243<19> × [1339965459451177498284793730541243138954776930319948306859006264160519955097497736666542352235234931279311594965412291203696159361581312496222693373818182324273745586700756788165888231721759362641467483546587511779347090664785823752492597323<241>] Free to factor
35×10277-629 = 3(8)2762<278> = 2 × 67 × 181 × 634891 × 6702214769<10> × 1259084758237081<16> × 11603872812634127<17> × 202250110302958909394339<24> × 473848969123218338472985175851<30> × 269115069017117778459136397549513764385938733817807417803387838822899580429331576812516370899164609227174219564602187286044106476320318180066586409151420070430702738272295939<174> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:790437656 for P30 x P174 / June 24, 2022 2022 年 6 月 24 日)
35×10278-629 = 3(8)2772<279> = 2 × 137 × 1381 × 16694661675694507274111<23> × [61560717249283595212824167582814970458599874302902172699240520642001198995796908409529858130868487340162601403073707497373391293917680288430088045180907476947873548152417311146743591933696560757498631717608806144305548406865846752982125460063795891523<251>] Free to factor
35×10279-629 = 3(8)2782<280> = 2 × 3 × 109 × 31816891 × 8523517853<10> × 24990238213<11> × 1759125087383<13> × 382260815045750398366720647539<30> × 1304800972317232434711926798948841382744962685666753810191530752739169432643330537418349609837191270033592981421573178149993747574695202803023335279570744676674581098459466361516377262526128924828301080803241<208> (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:3068353297 for P30 x P208 / June 24, 2022 2022 年 6 月 24 日)
35×10280-629 = 3(8)2792<281> = 2 × 127 × 171007 × 412739 × 98623829380236311321<20> × [21994827544768795932101985704850902705718004968613483045826339895476884541820163225187371349207049259606329009520682807062547731652686820755131915447704909095556993020045513654337190574579149944012431694567586524941824066550262737496468014818422251<248>] Free to factor
35×10281-629 = 3(8)2802<282> = 2 × 13 × 5889376589797<13> × 17796881308316009939339708880092192481108971<44> × [142704923541399007341118885750024671271219553995954293922787395686274079848496028006062354006022964289004645411740440300210118285135531859363827166515934785944916964382532947030267522030105002326042836670219223272367022925611<225>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:267110414 for P44 / June 24, 2022 2022 年 6 月 24 日) Free to factor
35×10282-629 = 3(8)2812<283> = 2 × 3 × 23 × 331 × 373 × 3547 × 145586107 × 1742241161<10> × [253699862305422053772527623714964499056314602138059651091676556672599329807207451618870166877710990138585387413985591199312154972268346815807359937093305358316220373083918582110497583790068529138530341866189168218381108061556945081314907760646378566731987<255>] Free to factor
35×10283-629 = 3(8)2822<284> = 2 × 829609037 × 49543042580623<14> × 473085231484869768592582207987003320200991213286422586239653168787738330163840928946866915390716224756287629080518123648450088181501139594971194944201813108943329241192677102923740342818987013616651319072428308589018558569468615409342480784540969177148137459891<261>
35×10284-629 = 3(8)2832<285> = 2 × 5501 × 137089607 × 159736366361647095877<21> × 1614156212225380849255157760105152824574099073564242006398602223505765862911080819583487514942991031698500470141488129598391863474366109749447781106575056441475069364850813923467154633599547360360156229368921673238237245431793069540153316846660046237519<253>
35×10285-629 = 3(8)2842<286> = 2 × 32 × 17 × 113 × 3739 × 671939 × 1081098843604249377505040603<28> × [41407112689871375255161587115520361498564380331190969631975504391103262243054474080653208402147728178060232085896418535492921474247225447019489038005373390327787404744414205225501933528447118526846948095775247718960517719783692001416285450746963<245>] Free to factor
35×10286-629 = 3(8)2852<287> = 2 × 137 × 45801608473<11> × [3098804957973697540738443182190629510788058673014060508874899803001794572847342356681223495096644396186671435339532273835083797220059750502750103317976359037431532279827973766615087201856685439160084482112124844044560415808421892635966794186126316817993697061509421936371641<274>] Free to factor
35×10287-629 = 3(8)2862<288> = 2 × 132 × 191 × 1251367019841046183<19> × 211490989892839094972551<24> × [22761395892973017276955805504778809682619224450396980743655441516351588922249475654673560132056369245147828257412790595316509763163577523632094892438370090248508057234666465766030807282008400946391620383589173499460724852028332806429054074463<242>] Free to factor
35×10288-629 = 3(8)2872<289> = 2 × 3 × 107 × 1823 × 14148442981<11> × 1716967202495297<16> × [136783335503761871851460810262500503988377470319688070838363977780703096853139918512321146912689874844358348522670396989812844275439676319028030401811664228820128221468902554673853579722834741468810424922032923498563031677407450101885703660392232086712106811<258>] Free to factor
35×10289-629 = 3(8)2882<290> = 2 × 689714323 × 2756000163321711979<19> × 3466438561039834483<19> × 10953802942961091019907<23> × [269400640804446677972848090967041774965984023112401615934518364191992038019814840361637898988967873504175363483933635645127537425506363701526681901508615477520069862145891197023872973708489762658988628448177355071915233233<222>] Free to factor
35×10290-629 = 3(8)2892<291> = 2 × 103 × 3307 × 26572108511022751456309<23> × [21483157002339327035333318570472595947895832237780856175965250137314722131478285036638049618310915429818668197242643237813731106125394147576333878805147901132950891387205670684574167423701444691574329876381685094828119089068750100335454782214771688809342809380969<263>] Free to factor
35×10291-629 = 3(8)2902<292> = 2 × 3 × 11656937344889<14> × 1477131222709892115844627936649<31> × [37641831323634317867700595908995146420422918347604485735420365014347297712217429522438509966880748497463934148463106693157058596854061121829289796433579323493343183641162276776540850601840676739301018870475014389737950011025082701262842998067578227<248>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2580853969 for P31 / June 24, 2022 2022 年 6 月 24 日) Free to factor
35×10292-629 = 3(8)2912<293> = 2 × 29 × 71 × 4793 × 5479 × 7092091 × 74858850180234517275654189503<29> × 890447610999570247552164270553789<33> × [760684625267663722404796590886628965927355001914153476177872576076228646681768472108073539848000562150547525542400571200755965969881083941294763849072199429592927497651822916211133581135939314519907078120056995861<213>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2621098328 for P33 / June 24, 2022 2022 年 6 月 24 日) Free to factor
35×10293-629 = 3(8)2922<294> = 2 × 13 × 83 × 245374208683481<15> × [734421162273704935279999426748495508301086072151713869307644795198780796731303248633039212175579782982204194169386703398761651105498666408489271774486304099367780134416376474839712711201872771348181571100104539497445765861633589947144738846803804776644252034701006990456639559<276>] Free to factor
35×10294-629 = 3(8)2932<295> = 2 × 33 × 19 × 137 × 12569 × 3817829 × 6461821 × 123188345369972556809<21> × [724295626656628778113416329858988313077346201147541801282247131005521308853686766250045785148979612981391747169798149892178327203522308689548021477700017898455715399263367516726420348632150788336209982444614637477082521098197078119206985101657902375649<252>] Free to factor
35×10295-629 = 3(8)2942<296> = 2 × 599 × 500858497 × 2658317869<10> × 427446322988345189556799<24> × 37519177075766119824185777506633<32> × [1520239003256915203139581430971158046853974766253844011367873115041443404878312572186120814329675806195142411237452804294266336802668485922497417265647994531545282815910423471358917139865389895573214386286867442212974189<220>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:102139768 for P32 / June 24, 2022 2022 年 6 月 24 日) Free to factor
35×10296-629 = 3(8)2952<297> = 2 × 2273 × 6599 × 17957201 × 169648007 × [4255303781325085240765098234423503573896469281041852213968758369481902422473479039920969177135701935692881034742142301822667115517539767622505289262609584228780480403126421657046160985071295015575520978036569950200828886520784162296107373930340635034994054297279710635813369<274>] Free to factor
35×10297-629 = 3(8)2962<298> = 2 × 3 × 2053 × 49109 × 1896221 × 1348384750161271<16> × [2514325270684677567307085889511464354775081076684982239642315825115192006666707996751311828267357054699380379805559695450964290305349243123044759534514635332170048817412277521082309921804636505748770870104436406320959806513239584188919467213008560593442135325376901121<268>] Free to factor
35×10298-629 = 3(8)2972<299> = 2 × 164183 × 9748696352451347<16> × 433031259572436305203<21> × 328921778577331161646381569863<30> × [85292124205884615890343945462946186044721744473740138144838778692107936658362045708150386407178911982499729799112864386967753780946919786488818189463430907847897425961781407528536965617526378405025141774040969812480113727765169<227>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:343606528 for P30 / June 24, 2022 2022 年 6 月 24 日) Free to factor
35×10299-629 = 3(8)2982<300> = 2 × 13 × 1087 × 42775379 × [321683493566463705719418828676222979193515580328396917274695087833215937601392010224320022908523983594735805835892271872902851553658197206268645532308324255202176867379682895079695488198836739073796716801563698162941380457005592386777103821232809193678073316992836405540263743414296891409<288>] Free to factor
35×10300-629 = 3(8)2992<301> = 2 × 3 × 877 × 89169891159563609<17> × 89471433255395079525665221948669<32> × 37380885753818678503281585864071609<35> × [2478120796122140101588068026785394218876410666692930137332892246942078564322876738087158408973856603338799912674873119910722732770489834641890851594043915883547302631312454065661432533980059561841662214488739147099<214>] (Eric Jeancolas / GMP-ECM 7.0.4 B1=1000000, sigma=1:2927917626 for P32 / June 24, 2022 2022 年 6 月 24 日) (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000, sigma=3:3598275869 for P35 / July 27, 2022 2022 年 7 月 27 日) Free to factor
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