Table of contents 目次

  1. About 99...992 99...992 について
    1. Classification 分類
    2. Sequence 数列
    3. General term 一般項
    4. Algebraic factorization 代数的因数分解
    5. Related sequences 関連する数列
  2. Prime numbers of the form 99...992 99...992 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 99...992 99...992 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 99...992 99...992 について

1.1. Classification 分類

Near-repdigit of the form AA...AAB AA...AAB の形のニアレプディジット (Near-repdigit)

1.2. Sequence 数列

9w2 = { 2, 92, 992, 9992, 99992, 999992, 9999992, 99999992, 999999992, 9999999992, … }

1.3. General term 一般項

10n-82 (1≤n)

1.4. Algebraic factorization 代数的因数分解

  1. 103k-8 = (10k-2)×(102k+2×10k+4)

1.5. Related sequences 関連する数列

2. Prime numbers of the form 99...992 99...992 の形の素数

2.1. Last updated 最終更新日

July 22, 2020 2020 年 7 月 22 日

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

  1. 101-8 = 2 is prime. は素数です。

No other prime number of the form 99...992 exists. 99...992 の形の素数はこれ以外に存在しません。

3. Factor table of 99...992 99...992 の素因数分解表

3.1. Last updated 最終更新日

August 9, 2020 2020 年 8 月 9 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=208, 209, 211, 212, 217, 223, 224, 229, 233, 235, 238, 241, 244, 245, 247, 250, 253, 254, 256, 257, 259, 260, 263, 265, 266, 268, 269, 272, 274, 275, 277, 278, 283, 284, 286, 287, 289, 290, 295, 296, 298 (41/300)

3.4. Factor table 素因数分解表

101-8 = 2 = definitely prime number 素数
102-8 = 92 = 22 × 23
103-8 = 992 = 25 × 31
104-8 = 9992 = 23 × 1249
105-8 = 99992 = 23 × 29 × 431
106-8 = 999992 = 23 × 72 × 2551
107-8 = 9999992 = 23 × 1249999
108-8 = 99999992 = 23 × 12499999
109-8 = 999999992 = 23 × 499 × 250501
1010-8 = 9999999992<10> = 23 × 4409 × 283511
1011-8 = 99999999992<11> = 23 × 12499999999<11>
1012-8 = 999999999992<12> = 23 × 7 × 79 × 103 × 439 × 4999
1013-8 = 9999999999992<13> = 23 × 929 × 1345532831<10>
1014-8 = 99999999999992<14> = 23 × 17 × 673 × 1481 × 737719
1015-8 = 999999999999992<15> = 23 × 19 × 2269 × 49999 × 57991
1016-8 = 9999999999999992<16> = 23 × 1249999999999999<16>
1017-8 = 99999999999999992<17> = 23 × 59 × 71 × 251 × 661 × 17985581
1018-8 = 999999999999999992<18> = 23 × 7 × 31 × 1272 × 103561 × 344863
1019-8 = 9999999999999999992<19> = 23 × 3229 × 452831 × 854881301
1020-8 = 99999999999999999992<20> = 23 × 89 × 29761 × 237143 × 19900417
1021-8 = 999999999999999999992<21> = 23 × 61 × 349 × 631 × 1861039 × 4999999
1022-8 = 9999999999999999999992<22> = 23 × 1249999999999999999999<22>
1023-8 = 99999999999999999999992<23> = 23 × 158351 × 78938560539560849<17>
1024-8 = 999999999999999999999992<24> = 23 × 7 × 23 × 21673 × 241567 × 310559 × 477511
1025-8 = 9999999999999999999999992<25> = 23 × 79 × 15822784810126582278481<23>
1026-8 = 99999999999999999999999992<26> = 23 × 4801 × 12113 × 214944625191857423<18>
1027-8 = 999999999999999999999999992<27> = 23 × 139 × 691 × 2179 × 723589 × 825406679521<12>
1028-8 = 9999999999999999999999999992<28> = 23 × 1249999999999999999999999999<28>
1029-8 = 99999999999999999999999999992<29> = 23 × 12499999999999999999999999999<29>
1030-8 = 999999999999999999999999999992<30> = 23 × 7 × 17 × 151 × 14033 × 20959 × 23651844848628193<17>
1031-8 = 9999999999999999999999999999992<31> = 23 × 68279 × 816784786291<12> × 22413786008291<14>
1032-8 = 99999999999999999999999999999992<32> = 23 × 263598649 × 47420576878601528796151<23>
1033-8 = 999999999999999999999999999999992<33> = 23 × 19 × 29 × 31 × 8444941 × 1724137931<10> × 502606492249<12>
1034-8 = 9999999999999999999999999999999992<34> = 23 × 6079 × 10103 × 546367 × 37251439186126154681<20>
1035-8 = 99999999999999999999999999999999992<35> = 23 × 640009 × 16819589 × 1161204078509837646299<22>
1036-8 = 999999999999999999999999999999999992<36> = 23 × 7 × 2969 × 168406871 × 35714285714357142857143<23>
1037-8 = 9999999999999999999999999999999999992<37> = 23 × 2579 × 456949319 × 1060695280390824265603699<25>
1038-8 = 99999999999999999999999999999999999992<38> = 23 × 79 × 205516705249<12> × 769902611612813043558769<24>
1039-8 = 999999999999999999999999999999999999992<39> = 23 × 181 × 491 × 10183299389<11> × 138121546961353591160221<24>
1040-8 = 9999999999999999999999999999999999999992<40> = 23 × 11840289566799559<17> × 105571742392604012369161<24>
1041-8 = 99999999999999999999999999999999999999992<41> = 23 × 179 × 258621024161<12> × 270018272726210880672485221<27>
1042-8 = 999999999999999999999999999999999999999992<42> = 23 × 7 × 912559 × 23837617 × 7142857142857<13> × 114925451437567<15>
1043-8 = 9999999999999999999999999999999999999999992<43> = 23 × 1496100548700224279<19> × 835505341593497547854681<24>
1044-8 = 99999999999999999999999999999999999999999992<44> = 23 × 47 × 113 × 5455907724863<13> × 431386644103886610938559743<27>
1045-8 = 999999999999999999999999999999999999999999992<45> = 23 × 499999999999999<15> × 250000000000000500000000000001<30>
1046-8 = 9999999999999999999999999999999999999999999992<46> = 23 × 17 × 23 × 103 × 15062593783<11> × 18224577769<11> × 113067760859096688769<21>
1047-8 = 99999999999999999999999999999999999999999999992<47> = 23 × 461 × 569 × 47653721374409570392171065422841000499411<41>
1048-8 = 999999999999999999999999999999999999999999999992<48> = 23 × 72 × 31 × 17737 × 63261132769<11> × 281896600327<12> × 260162843460234991<18>
1049-8 = 9999999999999999999999999999999999999999999999992<49> = 23 × 295819 × 123416524248959<15> × 34238177339664697013615674019<29>
1050-8 = 99999999999999999999999999999999999999999999999992<50> = 23 × 3457 × 11857073 × 4626413859859721<16> × 65915668269849962293879<23>
1051-8 = (9)502<51> = 23 × 19 × 79 × 3109 × 2631578947368421<16> × 10178697208186929942062855491<29>
1052-8 = (9)512<52> = 23 × 71 × 185233 × 7058473 × 922592426871047<15> × 14595287714709582124903<23>
1053-8 = (9)522<53> = 23 × 67141 × 186175362297255030458289271830922982976124871539<48>
1054-8 = (9)532<54> = 23 × 7 × 223 × 1201 × 12487 × 156823 × 208513 × 10753058401<11> × 15185569785717749027143<23>
1055-8 = (9)542<55> = 23 × 149 × 2986259 × 2809288057387668970782552427029242762629513489<46>
1056-8 = (9)552<56> = 23 × 881 × 22447 × 3428144023<10> × 184381243173967779054169296906377673959<39>
1057-8 = (9)562<57> = 23 × 709 × 1871 × 3061 × 1057879 × 873037477229<12> × 1456982613481<13> × 22877228406740611<17>
1058-8 = (9)572<58> = 23 × 191 × 38327 × 170754366838026642325745510150527487559861358382407<51>
1059-8 = (9)582<59> = 23 × 269 × 38427421 × 24569505169552429<17> × 49217560604115263265665255874419<32>
1060-8 = (9)592<60> = 23 × 7 × 127 × 782209 × 9131647862473<13> × 79219000432879<14> × 248488863309472847389297<24>
1061-8 = (9)602<61> = 23 × 29 × 45736895942025679<17> × 51655078883763809<17> × 18244514010382191457176421<26>
1062-8 = (9)612<62> = 23 × 17 × 754639 × 397166551 × 2475963983<10> × 990843026885857340428277039491936681<36>
1063-8 = (9)622<63> = 23 × 31 × 109 × 8999 × 1792313841322871<16> × 9816486490418119<16> × 233645508898742906562931<24>
1064-8 = (9)632<64> = 23 × 79 × 89 × 1423 × 4513 × 78697 × 7480908197753<13> × 11559690135289<14> × 4067841160961353284079<22>
1065-8 = (9)642<65> = 23 × 2266571 × 27210331901<11> × 17063089383469<14> × 11878160253205795933693511607912901<35>
1066-8 = (9)652<66> = 23 × 7 × 97 × 1049 × 2137 × 6703 × 2230437170146223<16> × 5492891429485445705296048172218405273<37>
1067-8 = (9)662<67> = 23 × 251 × 13278768873319<14> × 143267681278061277359<21> × 2617762533920227412814043484869<31>
1068-8 = (9)672<68> = 23 × 23 × 8173093292976679<16> × 1315570834653897642058897<25> × 50545382085109060150727951<26>
1069-8 = (9)682<69> = 23 × 192 × 1699 × 2069 × 3121 × 56299 × 1382819 × 3295771 × 172785139 × 711911058644431707282956759881<30>
1070-8 = (9)692<70> = 23 × 74572457 × 171372361 × 104858146585559<15> × 932800141882742522478422095130011525993<39>
1071-8 = (9)702<71> = 23 × 63901 × 1231156739<10> × 2384631346151149219459<22> × 66629685493378446213856918259618099<35>
1072-8 = (9)712<72> = 23 × 7 × 4273 × 41717706103<11> × 11985318626233<14> × 77114836382809<14> × 108385487260682883688953799999<30>
1073-8 = (9)722<73> = 23 × 139 × 89578001 × 100390784065338580766469772773143777155347188713211858518025741<63>
1074-8 = (9)732<74> = 23 × 751 × 3495409 × 4761810144283689259829293929088743870555602167751059913320373761<64>
1075-8 = (9)742<75> = 23 × 59 × 37001389 × 49063711 × 88369891 × 316641109 × 958989105371471<15> × 43490488893578363088102991<26>
1076-8 = (9)752<76> = 23 × 5853624097<10> × 63286820071<11> × 2860153972177<13> × 1179729651765203245941193504119801480771001<43>
1077-8 = (9)762<77> = 23 × 79 × 81839 × 4388785671601<13> × 2356661389064203000229<22> × 186930879272662217293228610384525251<36>
1078-8 = (9)772<78> = 23 × 7 × 17 × 31 × 13297 × 9159526443648769<16> × 420168067226890756302521<24> × 662142745555939998341187408847<30>
1079-8 = (9)782<79> = 23 × 1249999999999999999999999999999999999999999999999999999999999999999999999999999<79>
1080-8 = (9)792<80> = 23 × 103 × 6607 × 15809 × 1217278481400690871<19> × 954496053872462143194082955052216133045405666046321<51>
1081-8 = (9)802<81> = 23 × 61 × 229 × 367021 × 65595781 × 409453351 × 14529115561<11> × 95080384153647827509<20> × 657117962131759256982829<24>
1082-8 = (9)812<82> = 23 × 463 × 2699784017278617710583153347732181425485961123110151187904967602591792656587473<79>
1083-8 = (9)822<83> = 23 × 32664160817568989<17> × 382682416664953989300714153858489312197970006239263282651132798091<66>
1084-8 = (9)832<84> = 23 × 7 × 290233 × 1000639 × 4728835511159<13> × 1057342761912761<16> × 12297526077081043513427589976848457866932689<44>
1085-8 = (9)842<85> = 23 × 12213286392919<14> × 39886492306666711<17> × 2565970307570321735524044708626035310741095799163498511<55>
1086-8 = (9)852<86> = 23 × 6449 × 512249 × 12430235341284707573099241874592281<35> × 304408773737641942194985944517491086295679<42> (Eric Jeancolas / Dario Alpern's calculator for P35 x P42 / July 20, 2020 2020 年 7 月 20 日)
1087-8 = (9)862<87> = 23 × 19 × 71 × 409 × 3512059 × 76863049 × 3884591929<10> × 9162079325173218881<19> × 23580656561734118541363520694036823121<38>
1088-8 = (9)872<88> = 23 × 967 × 3407 × 134311665183668821301413970220287<33> × 2824864831622787816811284853917474881191002499033<49> (Eric Jeancolas / Dario Alpern's calculator for P33 x P49 / July 20, 2020 2020 年 7 月 20 日)
1089-8 = (9)882<89> = 23 × 29 × 115512 × 108571 × 60931987670503886474039<23> × 488330290585287787647915473640211885215464504905399<51>
1090-8 = (9)892<90> = 23 × 72 × 23 × 47 × 79 × 457 × 9007 × 3691153 × 63867040960831<14> × 274199124029771599<18> × 112269006478810477750199242074500453743<39>
1091-8 = (9)902<91> = 23 × 1249999999999999999999999999999999999999999999999999999999999999999999999999999999999999999<91>
1092-8 = (9)912<92> = 23 × 167 × 2447 × 30588598038903802529799412209500084424530587374494982246377698220233011704421153606151<86>
1093-8 = (9)922<93> = 23 × 31 × 199 × 761 × 48121 × 867211 × 1295159 × 1798241 × 16790551 × 44167979 × 63871459 × 5783634883031942173645767384774758352709<40>
1094-8 = (9)932<94> = 23 × 17 × 1151 × 63883068431542903868758624214238258292022282414268922164869423008125926304492257372106097<89>
1095-8 = (9)942<95> = 23 × 55954463166703705741429<23> × 42665929882574867757196836969083429<35> × 5235932803240075414425951609416182439<37> (Eric Jeancolas / Dario Alpern's calculator for P35 x P37 / July 20, 2020 2020 年 7 月 20 日)
1096-8 = (9)952<96> = 23 × 7 × 4632097 × 363457953769609<15> × 7142857142857142857142857142857<31> × 1484937538499558889892704938099209027370137<43>
1097-8 = (9)962<97> = 23 × 311 × 181937671 × 22091590941062490115319771478699519684723427764930017675617465946112700706696762225279<86>
1098-8 = (9)972<98> = 23 × 1720223 × 7854401 × 925150084687943559145931513939492738777423550100233630978714797645514412067615740513<84>
1099-8 = (9)982<99> = 23 × 331 × 5449 × 116201 × 46344148759<11> × 17039169430889<14> × 17730696609221147520109<23> × 42597706435890644798337201081036664405519<41>
10100-8 = (9)992<100> = 23 × 1898431 × 9350128943<10> × 11559934363050511<17> × 6565423148496777150730839195967<31> × 927853703850241309422450229687177919<36> (Eric Jeancolas / Dario Alpern's calculator for P31 x P36 / July 20, 2020 2020 年 7 月 20 日)
10101-8 = (9)1002<101> = 23 × 9809971 × 42006905580456185353566672798706727149<38> × 30333435395632522423239695077850965132314547194559177081<56> (Eric Jeancolas / cado-nfs-3.0.0 gnfs for P38 x P56 / July 20, 2020 2020 年 7 月 20 日)
10102-8 = (9)1012<102> = 23 × 7 × 127 × 38431 × 3413623 × 131377567 × 990300741539880346687<21> × 8238017149051960402473231084740642837264686522537743445183<58>
10103-8 = (9)1022<103> = 23 × 79 × 2339 × 7129 × 98491 × 541757599 × 588335431927729<15> × 30227172357884196423387249547840747605841391795300288587539052391<65>
10104-8 = (9)1032<104> = 23 × 948407 × 4291377936887<13> × 108816863963934590892295591908512903<36> × 28224242348572400939163747489289782506291634730937<50> (Eric Jeancolas / Dario Alpern's calculator for P36 x P50 / July 20, 2020 2020 年 7 月 20 日)
10105-8 = (9)1042<105> = 23 × 19 × 151 × 1609 × 3389 × 3539 × 5179 × 7639 × 57271 × 15744518011<11> × 1453072637071271903252101<25> × 43554938729656937740477188169289053816440049<44>
10106-8 = (9)1052<106> = 23 × 9463 × 16470373511<11> × 4086679998844389488763619811414321<34> × 1962488373606120443603859090101932561608625669674302735983<58> (Eric Jeancolas / Dario Alpern's calculator for P34 x P58 / July 20, 2020 2020 年 7 月 20 日)
10107-8 = (9)1062<107> = 23 × 41846810595882963477755891<26> × 79674027881414552912909543958131<32> × 3749133251944997187522343637400470888713489209319<49> (Eric Jeancolas / Dario Alpern's calculator for P32 x P49 / July 20, 2020 2020 年 7 月 20 日)
10108-8 = (9)1072<108> = 23 × 7 × 31 × 89 × 5393 × 46103 × 91873 × 58606567 × 7933609111971493583<19> × 609390509331244641674955738565709101458593490774799057196830129<63>
10109-8 = (9)1082<109> = 23 × 4247429 × 8505401 × 10748890039<11> × 3168408125107649<16> × 1015978114455067190898587294326480165128672799946267702466564924313421<70>
10110-8 = (9)1092<110> = 23 × 17 × 1082743 × 275390352739306920985599620519941286899808729<45> × 2465965433664834409413502242189243229545107866940769282001<58> (Eric Jeancolas / cado-nfs-3.0.0 gnfs for P45 x P58 / July 20, 2020 2020 年 7 月 20 日)
10111-8 = (9)1102<111> = 23 × 97159 × 161869 × 5821859 × 14350319 × 50533039 × 97259071111<11> × 279897534930041989<18> × 59847603710232662550619<23> × 1155549837001287618756724351<28>
10112-8 = (9)1112<112> = 23 × 23 × 8969 × 12641 × 37511 × 703393 × 97893326374394550556848290207758145257<38> × 185586743669711426698688145221853702668125954006894927<54> (Eric Jeancolas / Dario Alpern's calculator for P38 x P54 / July 20, 2020 2020 年 7 月 20 日)
10113-8 = (9)1122<113> = 23 × 163628161 × 76392718243652448064853579818696367308069911022223124539057797025537676243883227410958924118202367378559<104>
10114-8 = (9)1132<114> = 23 × 7 × 103 × 3529 × 277294097 × 1318092991<10> × 1487102123075731009<19> × 4326422045685497689<19> × 811027160175732827681353<24> × 25759138835390148450014993081<29>
10115-8 = (9)1142<115> = 23 × 971 × 214741349 × 1019793596279<13> × 542178610329044294051<21> × 10842275676461570831964371605975176142575777714106127063760882216781189<71>
10116-8 = (9)1152<116> = 23 × 79 × 114263926598748343399<21> × 13594071476527876141399420164224745161<38> × 101864821485530423288789375465437713728953000137209814479<57> (Eric Jeancolas / cado-nfs-3.0.0 gnfs for P38 x P57 / July 20, 2020 2020 年 7 月 20 日)
10117-8 = (9)1162<117> = 23 × 29 × 251 × 2170549 × 11366466029<11> × 2227468931749<13> × 2713071075761<13> × 74295655878669686599<20> × 1550268751885450104194154704771082292418649563974651<52>
10118-8 = (9)1172<118> = 23 × 13398950273<11> × 20039107009225323724381295034730865050681<41> × 4655441495125100990959702668716744182093306806615610098726710748023<67> (Eric Jeancolas / cado-nfs-3.0.0 gnfs for P41 x P67 / July 20, 2020 2020 年 7 月 20 日)
10119-8 = (9)1182<119> = 23 × 131 × 139 × 64755269955135303735597361<26> × 764874020156159233803758905226041531<36> × 13859861454662006632600856065718908642224701082717821<53> (Eric Jeancolas / Dario Alpern's calculator for P36 x P53 / July 20, 2020 2020 年 7 月 20 日)
10120-8 = (9)1192<120> = 23 × 7 × 102241 × 5755359207223<13> × 94601951941577<14> × 52853032071556332079876487<26> × 6069381628776737040163876981664042233491757598198004584032801<61>
10121-8 = (9)1202<121> = 23 × 2378921 × 18659069657013420518805297894781<32> × 28160477003460029363836943946777382532866097445583102848036954575599890444039621299<83> (Eric Jeancolas / Dario Alpern's calculator for P32 x P83 / July 20, 2020 2020 年 7 月 20 日)
10122-8 = (9)1212<122> = 23 × 71 × 1951733385474044349516289<25> × 90205116814870586517615392428867655395282460893586382990152787125220382565070552794903737334921<95>
10123-8 = (9)1222<123> = 23 × 19 × 31 × 51031 × 51199 × 32359035250464804949<20> × 979796594227038466814289353530207129<36> × 2561932424011602987837778823759571091274207935329430159<55>
10124-8 = (9)1232<124> = 23 × 359 × 1753 × 8706569 × 307748353314718484666736590147156990345611986356911<51> × 741294647555268539013239072962802753632483793428857077132743<60> (Eric Jeancolas / cado-nfs-3.0.0 gnfs for P51 x P60 / July 20, 2020 2020 年 7 月 20 日)
10125-8 = (9)1242<125> = 23 × 5939017020848872870074230449<28> × 2104725404240945533674164092821175109298939989885237206772218229976254060057152283468790291307951<97>
10126-8 = (9)1252<126> = 23 × 7 × 172 × 103993 × 4049537 × 43210829359<11> × 2747806793519<13> × 1495121512283929<16> × 46483857729116099737<20> × 17780632402245069258108568255042272045945691717204321<53>
10127-8 = (9)1262<127> = 23 × 1459 × 76339348443361113515912171145203238319664172628881434185699<59> × 11222930466682375696095431172828909077946114259140895330626053239<65> (Eric Jeancolas / cado-nfs-3.0.0 gnfs for P59 x P65 / July 20, 2020 2020 年 7 月 20 日)
10128-8 = (9)1272<128> = 23 × 303377 × 697024632473990859366676864603327<33> × 14683605167191199955796959112062780775487<41> × 4025747541692279833278732596535381747089933410063<49> (Eric Jeancolas / Dario Alpern's calculator for P33 x P41 x P49 / July 20, 2020 2020 年 7 月 20 日)
10129-8 = (9)1282<129> = 23 × 79 × 281988929 × 340584949 × 8330682589<10> × 22448998808029<14> × 17731192560400128332697770556800831<35> × 4968323900306570649802640367147039466044976429961851<52>
10130-8 = (9)1292<130> = 23 × 287561376354977<15> × 31074366609087259685913314531593927<35> × 139886941314272027968400216457787565438380981324748753776145781304384444876319081<81> (Eric Jeancolas / cado-nfs-3.0.0 gnfs for P35 x P81 / July 20, 2020 2020 年 7 月 20 日)
10131-8 = (9)1302<131> = 23 × 275399 × 7013561 × 65625821 × 154118622761<12> × 2787473778659252209<19> × 1631390911841426361649624335771506645239<40> × 140705274282956761236618814066956031960411<42> (Eric Jeancolas / Dario Alpern's calculator for P40 x P42 / July 20, 2020 2020 年 7 月 20 日)
10132-8 = (9)1312<132> = 23 × 72 × 1153 × 15607 × 66981539719<11> × 83462160791<11> × 11695256285559017<17> × 181137526780366600100743<24> × 11970223730750712317244362303857761089701120881504797135028919<62>
10133-8 = (9)1322<133> = 23 × 59 × 1619 × 24367837676384779<17> × 74398005851330710091<20> × 1732379497558141445332799<25> × 10320175136713616363917835029061<32> × 403740914041107930339396430178288789<36> (Eric Jeancolas / Dario Alpern's calculator for P32 x P36 / July 20, 2020 2020 年 7 月 20 日)
10134-8 = (9)1332<134> = 23 × 23 × 1879 × 23599 × 12256368122812981638804531384809784642639942154727346437872852874401152750446226663959663104130369289479994588725227927584353<125>
10135-8 = (9)1342<135> = 23 × 29509351 × 124179401 × 544903140421<12> × 7389263145045437512323419<25> × 264553925701665072150874006906997087449<39> × 32023304144576683838358183454811159366404399<44>
10136-8 = (9)1352<136> = 23 × 47 × 233 × 58367 × 220169 × 19530911 × 1150166945883743<16> × 581385549905281633<18> × 680119263328256174710262767215192616958954203899016770432026514465110037330970207<81>
10137-8 = (9)1362<137> = 23 × 349 × 421 × 31751 × 38540549 × 65765547918386844029617030181072161<35> × 1057130839758574356441165412892160589536514427282392789141120925322150165492291336229<85> (Eric Jeancolas / cado-nfs-3.0.0 gnfs for P35 x P85 / July 20, 2020 2020 年 7 月 20 日)
10138-8 = (9)1372<138> = 23 × 7 × 31 × 1297 × 29383 × 90641 × 161761 × 2529697 × 12698713777<11> × 4964564212417<13> × 37876588984501279<17> × 378153434087985921176249<24> × 451302120602586699018460645423627068219781355959<48>
10139-8 = (9)1382<139> = 23 × 844295668859<12> × 191197133364074779081080601063773299063813320309491959264999<60> × 7743442451010817783557459319827058920751314002650321410081556250539<67> (Eric Jeancolas / cado-nfs-3.0.0 gnfs for P60 x P67 / July 20, 2020 2020 年 7 月 20 日)
10140-8 = (9)1392<140> = 23 × 479 × 3359 × 68207 × 314161 × 25161439 × 5599606631<10> × 39387384563196425965199<23> × 380709236173054311513169<24> × 171608867920283577301885168690994309343635102423759352415223<60>
10141-8 = (9)1402<141> = 23 × 19 × 61 × 14149 × 470719 × 50772289 × 819672131147540983606557377049180327868852459<45> × 389109818214388445663359384974563437615930774250287124166284356068498994081<75>
10142-8 = (9)1412<142> = 23 × 17 × 79 × 374929 × 2476439964093595136308058191325041<34> × 8751236044517330012208650295195402793<37> × 114548066983962566137410033049949825555451856451851632748254809<63> (Eric Jeancolas / GMP-ECM 7.0.4 for P34 x P37 x P63 / July 20, 2020 2020 年 7 月 20 日)
10143-8 = (9)1422<143> = 23 × 12511 × 157271 × 1067324641<10> × 2256437324469465012609531618606062007413911863344344651<55> × 2637846561068791709135487718461134755985079632598153131003200068314069<70> (Eric Jeancolas / cado-nfs-3.0.0 gnfs for P55 x P70 / July 20, 2020 2020 年 7 月 20 日)
10144-8 = (9)1432<144> = 23 × 7 × 127 × 2113 × 6871681 × 3683812087399<13> × 367533938319308182038394273127209<33> × 1863231364891504037622367719889249527670849<43> × 3838699017063279919914452871231424261436233<43>
10145-8 = (9)1442<145> = 23 × 29 × 24989 × 3942530632119828283338219522215174696035871<43> × 437510078326703769283409599399189903782442017128639949024429454082934812002047822611054157034649<96> (Eric Jeancolas / cado-nfs-3.0.0 gnfs for P43 x P96 / July 20, 2020 2020 年 7 月 20 日)
10146-8 = (9)1452<146> = 23 × 7243399 × 28444807 × 38038003607<11> × 54302334524983999809857<23> × 108017519315836446900377<24> × 271915645913988624464791719243522812998183901004818248194957653843566655441<75>
10147-8 = (9)1462<147> = 23 × 401 × 419 × 739 × 8681 × 42609949 × 2551419147451<13> × 3475591998980419<16> × 403839385653823501<18> × 8488543527639500097041<22> × 89531107486251915524630322298638050014609843773141448594039<59>
10148-8 = (9)1472<148> = 23 × 103 × 46817 × 7871973420994159<16> × 1084496802156121801<19> × 30363883223918115925330953569731235961958831286006512734215130556299810135032532860853369460117434642567311<107>
10149-8 = (9)1482<149> = 23 × 1489 × 10099 × 18445703785217129<17> × 285877169922699601<18> × 157638480077788594051753372424360822379329328810572868090607168333204858687058806261379057898961683156729821<108>
10150-8 = (9)1492<150> = 23 × 7 × 29873 × 3277033 × 61794727 × 101344447 × 244388497 × 207392177647<12> × 42512082058217<14> × 1716326607809847779992969<25> × 35829551762493980968724983<26> × 219823503969633721979580110657606931457<39>
10151-8 = (9)1502<151> = 23 × 941 × 847549 × 1567312415138417841675664408715737072629466710452945275873936568652260368122390659142000597487077349271317400776764296032369058830988638766711<142>
10152-8 = (9)1512<152> = 23 × 89 × 4145679586801<13> × 791456184638672543<18> × 42805285313084008424975850902300414886845876169812341366672177001763249252954950104698173844492780761819764862856890137<119>
10153-8 = (9)1522<153> = 23 × 31 × 191 × 104566938601<12> × 140330365181<12> × 1690219812601<13> × 356024675868920968979299<24> × 3615567203367357221591873537479085249925511<43> × 661255316822519678601540936688648625975986440991<48>
10154-8 = (9)1532<154> = 23 × 1753732152740964007792262623<28> × 51740916742594248489484516661273312000421374393<47> × 13775666790106379364672809239398628860355255934503692555053557952215084900142441<80> (Eric Jeancolas / cado-nfs-3.0.0 gnfs for P47 x P80 / July 20, 2020 2020 年 7 月 20 日)
10155-8 = (9)1542<155> = 23 × 79 × 7545119 × 2477517879600191<16> × 671367604030165553060583716410107173717299<42> × 12607809829437225114753127228221738110652098528160931071984130299752112513664849666908811<89> (Eric Jeancolas / cado-nfs-3.0.0 gnfs for P42 x P89 / July 20, 2020 2020 年 7 月 20 日)
10156-8 = (9)1552<156> = 23 × 7 × 23 × 113 × 887 × 20297383 × 212476691929898164831<21> × 10207721412314026811175233<26> × 1141115596986773400763946479<28> × 154195706274580278306973920640304516469040432197256858172137400208799<69>
10157-8 = (9)1562<157> = 23 × 71 × 1319 × 4159 × 19735799849<11> × 5604380333498351<16> × 75946620843144810089378341862101<32> × 382056119836466946926531635677375162336558652325802764934258264446680876087491864191256811<90> (Eric Jeancolas / Dario Alpern's calculator for P32 x P90 / July 20, 2020 2020 年 7 月 20 日)
10158-8 = (9)1572<158> = 23 × 17 × 1583 × 2753 × 2800939446167<13> × 5223361125602892784756794042417022543<37> × 11532413158885362860353766170758791019783486416632657495822612422072816015995428577140870766402581513<101> (Eric Jeancolas / GMP-ECM 7.0.4 for P37 x P101 / July 20, 2020 2020 年 7 月 20 日)
10159-8 = (9)1582<159> = 23 × 19 × 429931 × 408587161291<12> × 6196215600288286162002691<25> × 449576508910010515483721391859<30> × 5108888216892394577707368018866449<34> × 2631578947368421052631578947368421052631578947368421<52>
10160-8 = (9)1592<160> = 23 × 7513572049<10> × 11546932850807<14> × 25408312248933342593<20> × 5980420958512637852749402821103<31> × 94817684349985525106477461707480853800967793500947541013845309870320665165601223097767<86> (Eric Jeancolas / Dario Alpern's calculator for P31 x P86 / July 20, 2020 2020 年 7 月 20 日)
10161-8 = (9)1602<161> = 23 × 1398206125542231241051<22> × 8940026632448372563135872916023463833993989192013891798922012812551572858177285998635203374739234375687891884302247067999992967510665013549<139>
10162-8 = (9)1612<162> = 23 × 7 × 97 × 193 × 75577999337473<14> × 4171219943533847<16> × 119869008771664354615470177157617001817<39> × 312613666326928870851697074502717614103<39> × 80743872452222295784576786782224536514105137582657<50>
10163-8 = (9)1622<163> = 23 × 1584800769787384216916823667721200353703780451<46> × 788742675943865891544793377071974734887251101345892177005666068222886220934008865195856280410054320926150923273952949<117> (Eric Jeancolas / Dario Alpern's calculator for P46 x P117 / July 20, 2020 2020 年 7 月 20 日)
10164-8 = (9)1632<164> = 23 × 854047 × 62440685830680295167336040923908801494417796775793<50> × 234401602772766451805624461713815665799558931828145722206823757375884401989332713268529536314253512050024369<108> (Eric Jeancolas / cado-nfs-3.0.0 gnfs for P50 x P108 / July 20, 2020 2020 年 7 月 20 日)
10165-8 = (9)1642<165> = 23 × 139 × 11244589 × 75770107834453446411309152613361<32> × 4999999999999999999999999999999999999999999999999999999<55> × 211097804689233786116564844078517473440158941077486454710246650873471<69>
10166-8 = (9)1652<166> = 23 × 4799 × 95479 × 236713 × 797743863542148843249476107511<30> × 437637865082870281403842760072434450769113754153070717145657<60> × 33010410790888892229856600624205266678728812973891167622921169<62> (Eric Jeancolas / Dario Alpern's calculator for P30, cado-nfs-3.0.0 gnfs for P60 x P62 / July 20, 2020 2020 年 7 月 20 日)
10167-8 = (9)1662<167> = 23 × 251 × 349768241 × 18407012779<11> × 391456496419<12> × 12451840538582724976685356632291379730574379<44> × 1586921885486122848233065516619521554026871313470131380776979423858096709997241016730764791<91> (Eric Jeancolas / GMP-ECM 7.0.4 for P44 x P91 / July 20, 2020 2020 年 7 月 20 日)
10168-8 = (9)1672<168> = 23 × 7 × 31 × 79 × 173671 × 182041 × 6628103 × 359638647233<12> × 2996514338887868420109999937680284143<37> × 32289008256210605090856666104274853376830781879485725447132784274046577935894309041023359574232959<98>
10169-8 = (9)1682<169> = 23 × 244327730041<12> × 5411930043119<13> × 123358781059998704969761<24> × 7663285565029994480559350219045118010187938544838053057093535141500584896928608256452303088652935639530857829484197911321<121>
10170-8 = (9)1692<170> = 23 × 12499999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999<170>
10171-8 = (9)1702<171> = 23 × 109 × 811 × 36241 × 114031 × 1306849 × 21861761939<11> × 17554340837062009<17> × 9664971687384724274929754962351<31> × 17500861733896477551069397730000965327109<41> × 4033522077311237676299012250747313940450366721666391<52>
10172-8 = (9)1712<172> = 23 × 257756353 × 4849540992690876565901752962806701412321736256099185264310439712033014371521620652353038219779591620773746748348817613818426426913326167367056128389588131703585983<163>
10173-8 = (9)1722<173> = 23 × 29 × 20921 × 99052588207594896978515939<26> × 208000197655448066957944406973505459883984462619374051801278697413767417419057258673616000159730450093519742604430288604965531463463822397249<141>
10174-8 = (9)1732<174> = 23 × 73 × 17 × 6977 × 39799 × 79724750378919895937383<23> × 1059205433557112844529660590916081636064965120489<49> × 914224215562614493444255538948743798022203194365665053394188363689827951979351454966697729<90>
10175-8 = (9)1742<175> = 23 × 128399 × 404332472840671<15> × 1178014543932333489087749042089<31> × 71063202076819593719716861247911709<35> × 215594765360479914051174047781000269981<39> × 1334062304129283237352113540691297609941824641503551<52> (Eric Jeancolas / Dario Alpern's calculator for P31, cado-nfs-3.0.0 gnfs for P35 x P39 x P52 / July 20, 2020 2020 年 7 月 20 日)
10176-8 = (9)1752<176> = 23 × 56479 × 909786239 × 50887673487999169<17> × 2886138826199975279642445708953602623312007<43> × 1656356580739529188023400478379700254901589069328385812633056742656348281436897003587227004727692687913<103> (Eric Jeancolas / cado-nfs-3.0.0 gnfs for P43 x P103 / July 20, 2020 2020 年 7 月 20 日)
10177-8 = (9)1762<177> = 23 × 19 × 1381 × 11161 × 29745719 × 158266441 × 197012659 × 14201186189899<14> × 372874393240645439119<21> × 38978937129668780992541<23> × 8180607092533251073268415164090987191<37> × 272552065337637362211470180037146555678570639934811<51>
10178-8 = (9)1772<178> = 23 × 23 × 12649032751<11> × 28241290377765103<17> × 249639464623484916417335731993<30> × 10272008213227591488965266101761523051391<41> × 59329641371801564503995047878772115983075316897438687017212004128506858819118367<80> (Eric Jeancolas / Dario Alpern's calculator for P30, cado-nfs-3.0.0 gnfs for P41 x P80 / July 20, 2020 2020 年 7 月 20 日)
10179-8 = (9)1782<179> = 23 × 6481 × 3531331 × 111727877893074994572025174484048698826641<42> × 121155466178538397964852364969009042748829<42> × 40348277731654328504226460532741976843854717127941501980146687470926480791654509167481<86> (Eric Jeancolas / GMP-ECM 7.0.4 for P42(1117...) x P42(1211...) x P86 / July 20, 2020 2020 年 7 月 20 日)
10180-8 = (9)1792<180> = 23 × 7 × 151 × 12119 × 645013662506162113114235303<27> × 63963807121278519686890735807<29> × 236518448438978240302743614001892147587511825922421948912015610217596972563859981078524124881740775780510879848628193<117>
10181-8 = (9)1802<181> = 23 × 79 × 821 × 2659 × 7248054116360991387914284929507832018239629610286452318203422390831417967384579855323157363007384879982748007638938775634693109067947150042217595850485539317356577143205679<172>
10182-8 = (9)1812<182> = 23 × 47 × 103 × 607 × 944821279 × 55762162224162481<17> × 16362503655321646150772203652831716173766981299886407737<56> × 4934546108598773904306308258382183231728661947574477248753506730148290935660997699700570014479<94> (Eric Jeancolas / cado-nfs-3.0.0 gnfs for P56 x P94 / July 20, 2020 2020 年 7 月 20 日)
10183-8 = (9)1822<183> = 23 × 31 × 1299211 × 8829493051<10> × 2748870948091<13> × 46022462334366034383091<23> × 108642600729913241687795877946404353989<39> × 27893365460902919639355643018756249047799<41> × 916869631684859040791627153597327365141560442636579<51>
10184-8 = (9)1832<184> = 23 × 7871873 × 299641737997666802303<21> × 16867665130046284337642533477939559<35> × 31417719377419700679503146874246633004781716527991256472440851894290089725354913531887625225339033672619559933822853221719<122> (Eric Jeancolas / GMP-ECM 7.0.4 for P35 x P122 / July 20, 2020 2020 年 7 月 20 日)
10185-8 = (9)1842<185> = 23 × 4261441058691723859<19> × 17362598443565046576116193480503831<35> × 54174914281301907665947380330381008699<38> × 3118462838347472814838564560590443141934901986119906286315430354403300206151267343964013280569<94> (Eric Jeancolas / GMP-ECM 7.0.4 for P35, cado-nfs-3.0.0 gnfs for P38 x P94 / July 20, 2020 2020 年 7 月 20 日)
10186-8 = (9)1852<186> = 23 × 7 × 127 × 2999 × 36497 × 66841 × 435482252601062551<18> × 1347794196963254122631<22> × 724388938827042065050019489<27> × 45202850983026971287797202574819925174717538417373954732724368113642243572413596706411159526491597037913<104>
10187-8 = (9)1862<187> = 23 × 829 × 183996776129<12> × 8194930388113589834556046101306790869925010244627696116944003522632888276315629428594178156122431095631265180036309413553268744246338958899553943977491572762624102451751339<172>
10188-8 = (9)1872<188> = 23 × 1230329297<10> × 27164723590189343<17> × 488917156691647843512182407978085767<36> × 5275761069979257652793398239753550570555812981603288501442601<61> × 144998316762604565572339291636018606297360304245986711877982734607<66> (Eric Jeancolas / GMP-ECM 7.0.4 for P36, cado-nfs-3.0.0 gnfs for P61 x P66 / July 20, 2020 2020 年 7 月 20 日)
10189-8 = (9)1882<189> = 23 × 286708827469<12> × 1478830457779<13> × 725828523226431114502000035955519<33> × 1743929562315488233203353793595015722358410772661371<52> × 232909708122285381282375638480186567721960842774932269095569013684469586324757701<81>
10190-8 = (9)1892<190> = 23 × 17 × 101111 × 20613819579167<14> × 358179806692791167894208100767817946600741511553693067603213305758688738042980368401<84> × 98492490141606986861226599031000784079557047036284727469736811230687304402600712210631<86> (Eric Jeancolas / cado-nfs-3.0.0 snfs for P84 x P86 / July 20, 2020 2020 年 7 月 20 日)
10191-8 = (9)1902<191> = 23 × 59 × 425281 × 498175104882797531394895474692923869000033836053123639608332341300641143389182482298144728157602197932621139546458993274197689989936464341283583627797995494823183507104116484658059981<183>
10192-8 = (9)1912<192> = 23 × 7 × 71 × 199 × 18191 × 3416551 × 1840451025991<13> × 107034976229147931463167500984073861142246181377<48> × 1133097219382511529197024183271791397387679431115009<52> × 91104307190299442083436536813370158213980857843817299601197614951<65>
10193-8 = (9)1922<193> = 23 × 67554901 × 92887688514481859<17> × 235362932391497940390969845024605708349712812123386391<54> × 846363506383181224767492449323221998758765356019642797196254288425158664819828056412183768416623498463829587632871<114> (Eric Jeancolas / cado-nfs-3.0.0 snfs for P54 x P114 / July 20, 2020 2020 年 7 月 20 日)
10194-8 = (9)1932<194> = 23 × 79 × 9127 × 62866332132127<14> × 10392604069139087154043207<26> × 58752176684484823606038361<26> × 451635846966624779588931209660603591512647992863092549557483811718811054229977708010556053589043919011759195828858179542007<123>
10195-8 = (9)1942<195> = 23 × 19 × 226769 × 1806640527163085400901<22> × 43223842426747037204411071<26> × 122043476729296339368106595283713408771<39> × 3044128887694621615069288984208092923529851889633291189512093590783678293620708920620052436486562442149<103>
10196-8 = (9)1952<196> = 23 × 89 × 16729 × 2996671 × 600372192607292286383<21> × 6311792559446814131425817924161<31> × 710733075343383481533968738214818329310837025671<48> × 104023424670913791492497593791303773191320027728595109881229320043539043232815215113<84> (Eric Jeancolas / Dario Alpern's calculator for P31, cado-nfs-3.0.0 gnfs for P48 x P84 / July 20, 2020 2020 年 7 月 20 日)
10197-8 = (9)1962<197> = 23 × 40241 × 310628463507368107154394771501702243980020377227206083347829328297010511667205089336746104719067617603936283889565368653860490544469570835714818220223155488183693248179717203846822892075246639<192>
10198-8 = (9)1972<198> = 23 × 7 × 31 × 313 × 647 × 2017 × 136601 × 279758231 × 391413561881279890439<21> × 826276708121582603689519<24> × 114103149246919214970333181195801004107713372889091738931994523049064354176175262437243267914194431766316750342309447740757644911<129>
10199-8 = (9)1982<199> = 23 × 751 × 3109 × 76153933593071<14> × 1929575106560523015310606679<28> × 59915331893511628956810942096096498597554679617321771<53> × 60807529052017825767821955855661167996727397741870647926785671835305646486267808748114893979304399<98> (Eric Jeancolas / cado-nfs-3.0.0 gnfs for P53 x P98 / July 20, 2020 2020 年 7 月 20 日)
10200-8 = (9)1992<200> = 23 × 23 × 2661499711791457<16> × 15900556037230551272443439<26> × 11856841695153999459126656792667161<35> × 1083114625668622070924776730983066491933357166508272997647189903790121080980920653889617469798342581942710221618233368933871<124> (Eric Jeancolas / GMP-ECM 7.0.4 for P35 x P124 / July 20, 2020 2020 年 7 月 20 日)
10201-8 = (9)2002<201> = 23 × 292 × 61 × 509 × 619 × 196579 × 84301039 × 380660869 × 26320446107955169<17> × 587864447363206252128041<24> × 19869138190551905570637035479070888731<38> × 3987658836813496696768927100995649972517904402060474077248302467931529637029762037450231679<91>
10202-8 = (9)2012<202> = 23 × 19079 × 42337 × 29918072417<11> × 2503612159017765479<19> × 133230108586902642167275830725628370086373017525877879<54> × 155071247742534924097254548890203990506076899464322969734907341840382499595891219712988439814271088189520767529<111> (Eric Jeancolas / cado-nfs-3.0.0 for P54 x P111 / August 1, 2020 2020 年 8 月 1 日)
10203-8 = (9)2022<203> = 23 × 149 × 3449 × 5543893661<10> × 4387485143120500829006489786236481192779391066201852795246265611717298065546731754091469825756163220559727909124615664788212318464526015684000562733227519531479698491711018670440873303959<187>
10204-8 = (9)2032<204> = 23 × 7 × 577 × 326369 × 3730875367<10> × 140272480759<12> × 784142419681<12> × 1233569997284703122617<22> × 126481436050474351353809584151<30> × 1481011755442416574616000404742818766980676736955143001004732185906727816713923925570007867727820159139753609719<112>
10205-8 = (9)2042<205> = 23 × 1720379 × 726584084088447952456987675390132058110451243592254962423977507281825690734425379523930482759903486382942363281579233413102577978457072540411153588831298219752740529848364807987077266114036500096781<198>
10206-8 = (9)2052<206> = 23 × 17 × 263 × 289111 × 374951365583<12> × 25790857839441087177256767173697833452127002468621219583962167810269990468871095515188739451702991292898296300512535924393116742838435069982063307486079637661876480876657585209535446113<185>
10207-8 = (9)2062<207> = 23 × 79 × 539018761 × 2273090471806717570442834859959082372867736518682879<52> × 927611497366786459590411176801321021180559613211681884297159<60> × 1392182581940979992599662035134915967429653187110174891177460752172052298418950382161<85>
10208-8 = (9)2072<208> = 23 × 552340293333641<15> × [2263097614073463673494693798323992391468324137848326170048482427659599105787532496286563454472539598856184507433760123589775549120374775946191996133326735621803956642369572885538468823776468039<193>] Free to factor
10209-8 = (9)2082<209> = 23 × 331 × 60369511 × 1336838535095923155221<22> × [467934865482689403973981669294868695866171746051912408571608969369589175586351118414526745087690898724009306336845016665931347527211443593638745999399838047497244807831455184559<177>] Free to factor
10210-8 = (9)2092<210> = 23 × 7 × 10223 × 21841 × 46633 × 140617 × 837847 × 222700765249<12> × 43404764372881<14> × 100553551744179667782063878013845536795815861602657<51> × 14976442488215458827737588044821606843675013640528889967054236313972317611115823473954381793805209314592759009<110>
10211-8 = (9)2102<211> = 23 × 139 × 5963729 × 422905286102792429891<21> × [3565612953412387662702059096840731501586051033949260327667539005738410138163245102099300817809677720561320033809379269684665566259776542478440783515854480177851850127566253809513519<181>] Free to factor
10212-8 = (9)2112<212> = 23 × 1249 × 7337067239<10> × 349657559262481<15> × 9067968607714413403699984913<28> × [430201723402201059792292094146632777083503443491893542804208594591189004473524876053200981306079509647383060508971397230070659097812373336315498610293274153<156>] Free to factor
10213-8 = (9)2122<213> = 23 × 19 × 31 × 3701 × 46351 × 2487139 × 20884099 × 1144547290309<13> × 4020195440200721<16> × 649716406131676549<18> × 6684497622033543601<19> × 38496216838888796423684196709950477151<38> × 3655735356335189182909540807097940136217629<43> × 8469044373252048293813826925259521000805899<43>
10214-8 = (9)2132<214> = 23 × 3049 × 124867638270916529081<21> × 51726076321881405031335066953<29> × 63473603519541354434220089828039405256088313305313515896761668917907338848213729775012503608088826946639198712447711572929212695928467077183914134809980179874407<161>
10215-8 = (9)2142<215> = 23 × 2879 × 79119273786678006657504194989369553766900970315635105604935642398969882012557986662710055579251319<98> × 54876455942189761867824312850363876273929306609381780847877081529946836030690522021616165448283907709464641787399<113> (Bob Backstrom / Msieve 1.54 snfs for P98 x P113 / August 9, 2020 2020 年 8 月 9 日)
10216-8 = (9)2152<216> = 23 × 72 × 103 × 1753039 × 39226337 × 2761016593<10> × 252520986078513392839<21> × 1277729725898354331955609<25> × 167985957777673394144518059831583<33> × 188815070159862368454417046898920321359372253513<48> × 12746538123098264311551700583207654591862604963598818824199669727<65>
10217-8 = (9)2162<217> = 23 × 251 × 5123429 × 6971161 × 20961878341<11> × [6651816503823815820291523235122155960102373425973514761308478304155066258374737997867348695815959433469218577131073958673020603078936573339243324143877990991839938437326038756560170627309181<190>] Free to factor
10218-8 = (9)2172<218> = 23 × 6370079 × 22189231 × 566399991121<12> × 101269698122888786921<21> × 2412724766869764653291399<25> × 240487176065058305277561586798456729484240627583025630419091997893139273<72> × 2657177002502156104288840159314691994994136977053583395748847176449997999193<76> (Eric Jeancolas / cado-nfs-3.0.0 for P72 x P76 / August 9, 2020 2020 年 8 月 9 日)
10219-8 = (9)2182<219> = 23 × 179 × 181 × 379 × 142268654306145251<18> × 518046256518744534201143852172477041478507420743989<51> × 10497578270645095181802587692435675630110878678810316947161865449<65> × 13157467694007310110458591447673794146164666172007874746016709112247617901447829<80>
10220-8 = (9)2192<220> = 23 × 79 × 431 × 17417 × 1002913 × 2101691844305521920080028659885899530314831276282758380506118847797721865812075860301768753478752947319059145585599252244983699269365314392038465598725735737939230375114840118999637438795818143351526160231<205>
10221-8 = (9)2202<221> = 23 × 2441 × 475974469 × 107381045793802951<18> × 121582367468070979222681<24> × 327537391088695171751892470641881011<36> × 2515935279674375314549731311720333683536240594634227475673086595052476240164502193710027685374454028462866365713748487263636822807191<133> (Eric Jeancolas / cado-nfs-3.0.0 gnfs for P36 x P133 / July 20, 2020 2020 年 7 月 20 日)
10222-8 = (9)2212<222> = 23 × 7 × 17 × 232 × 1423 × 659538071 × 22104395407<11> × 88794612455729<14> × 553545757991183<15> × 42789077786782376814871<23> × 24501200153789689921545276275617<32> × 203798235841525848674521396384701821304374148252151<51> × 9114295839719386535738642178175359151122225870558610844417521<61>
10223-8 = (9)2222<223> = 23 × 57406931642872285601<20> × [21774374003756766176437656416173757619100627000112441935374360441049966069229687419291114017530850279393139799750012514952070963076008243655827950695712636723730783621179518160438637778266284863320925599<203>] Free to factor
10224-8 = (9)2232<224> = 23 × 34313 × 514543 × 78893933551<11> × [8973999447748295695877050157188720693992006575545545284031802080696219140338359985473095862605246590732615498193481751324226968773108085481232259142172411613365744627772386345071919144110196015415297511<202>] Free to factor
10225-8 = (9)2242<225> = 23 × 3121 × 868742401 × 1775526161979463333346515759<28> × 22042483691512959492263566963947747829<38> × 575544602662947494374687485755630799468713856410468907226734982399<66> × 2046720954573985941201540916047683113911815075482902312323106247210072175946878371<82>
10226-8 = (9)2252<226> = 23 × 56783 × 454543 × 7555797015379232940222240113<28> × 149082042311906831388138519710250534769<39> × 75540014775706952473778088720469786144824191560335592326849412748863<68> × 569159545652176984771712249860300584557276520623186349563961615214032308408583361<81> (Eric Jeancolas / cado-nfs-3.0.0 for P68 x P81 / August 6, 2020 2020 年 8 月 6 日)
10227-8 = (9)2262<227> = 23 × 71 × 143401570643630821<18> × 33166015182388394731<20> × 3227399730283808715274743311873337858118710851<46> × 11469690596152893721000603783610841446506932627599570922974424700975566854110189202080653023811386731204673806716671422737050454421243055395669<143> (Eric Jeancolas / GMP-ECM 7.0.4 for P46 x P143 / July 20, 2020 2020 年 7 月 20 日)
10228-8 = (9)2272<228> = 23 × 7 × 31 × 47 × 127 × 601 × 1103 × 3967 × 20809 × 179497 × 70705384718453791<17> × 92060544483851155170132315922059142943119<41> × 1145805800576821452198404623990294267362503712379006696717985284836001<70> × 1317319332304710005473698354756503233448078527225630205933526005855745975439<76>
10229-8 = (9)2282<229> = 23 × 29 × 186860737955509<15> × 48982471236621148139<20> × [4709266448341013803338464840928496502608748751400035391462535775987218638368797823987634262768228842852261732740343932209166475184948215739557192089472450926447574211120900079552345077418645181<193>] Free to factor
10230-8 = (9)2292<230> = 23 × 8737 × 242994696576804338179524007220651923179607<42> × 5887770621131790502733029464527121449791304342215140964265048251958553332821830493353084220151859917938835150739698299595380047385214460796405649208997357663573929237686382937788291961<184> (Eric Jeancolas / GMP-ECM 7.0.4 for P42 x P184 / July 20, 2020 2020 年 7 月 20 日)
10231-8 = (9)2302<231> = 23 × 19 × 439 × 1491079 × 27070291141<11> × 37710412141034719<17> × 2436458076398993106511<22> × 20631125498961010386225361087182901<35> × 13465522680922881939591403561647727519<38> × 508413976509188420071335762413852943931<39> × 28609776951944488467876908490321696095819402998868722837492201<62>
10232-8 = (9)2312<232> = 23 × 2881125073<10> × 9094206246512759<16> × 2171603250206481089<19> × 12632276140056950311359845079567946319<38> × 1739085796295224478654693322496728342566860182936620903212248142716220289489694181852072208306260913866646144574970753933516253383603235739219643457927<151> (Eric Jeancolas / cado-nfs-3.0.0 gnfs for P38 x P151 / July 20, 2020 2020 年 7 月 20 日)
10233-8 = (9)2322<233> = 23 × 79 × 10672586328388506941401<23> × [14825633003350672119514818636423043126883037746439601502115666819220320063974074165038251734908153627485854303319743573729524280396201651804772618568017715737711825691631429550429282644809354024255104985025081<209>] Free to factor
10234-8 = (9)2332<234> = 23 × 7 × 367 × 1721 × 13457 × 1703857 × 254963503 × 3142611977<10> × 1152796297057<13> × 77691440140089300205302001<26> × 5959331539129246946854374243410458282053927233903<49> × 2883311554216662598274612110465418173841431229699053814605058657722992326476244539498799968642573958802750620599<112>
10235-8 = (9)2342<235> = 23 × 2011 × 130259 × 34652128475812076211119439714540287659<38> × [137708353823296945681799543404243311215194889651949802219091080543057325877558591428413732209099375855599579297568172592708073112926180652898410427980061184931096050519985374416525881611389<189>] Free to factor
10236-8 = (9)2352<236> = 23 × 463 × 24121 × 766599073 × 360237595767089<15> × 4052997987471707321048494050307971666854943379564092231077175100133081622954932128340989076539143662411396599747008919202001334086333606877409818247711257060054533563819866963519063252198650721533921643529<205>
10237-8 = (9)2362<237> = 23 × 661 × 6869 × 185749 × 600009623089<12> × 33985030691959<14> × 40423827376617599281133341<26> × 102041797492577589763936560121<30> × 10133387274526757029763294405551<32> × 386718868974885884183034458894767921529<39> × 449652628106750916209324647620023710679370271687427591008842269143650174031<75>
10238-8 = (9)2372<238> = 23 × 17 × 673 × 719 × 1066447 × 4045567 × [35220738838848103292821727196538047774966928884770013874562995268352805052385985337792023399088317372942853191437798075977176907314188145513560687128960622718054042640859520068294252753177615378250355596282748970851569<218>] Free to factor
10239-8 = (9)2382<239> = 23 × 176809 × 965503949 × 168870240871282986979<21> × 884526673233640603821451<24> × 341996715532435016657864511689<30> × 15135132841361387367903321105439<32> × 1228879474391854307074055385460018932109<40> × 77067287110016816682980036442830881857767740793877931173176323086660607167919369<80> (Eric Jeancolas / Dario Alpern's calculator for P30, for P32, cado-nfs-3.0.0 gnfs for P40 x P80 / July 20, 2020 2020 年 7 月 20 日)
10240-8 = (9)2392<240> = 23 × 7 × 89 × 257 × 337 × 2239 × 3663911 × 144143696369<12> × 983172155462527<15> × 57384473092865601833<20> × 10480555334574514749761<23> × 220329576607969589542670476411492063<36> × 95959569469509638639802373676170865788092958057<47> × 156709355150580562168974227523766204959887263466365499432578954167383977<72>
10241-8 = (9)2402<241> = 23 × 8493388267473624838669<22> × [147173302413009193046967832977358926568718213111943186592194201854115973767260144643386945004138270561730606924558211685710595424526371615295750811572972104790688155260767023221632497517549191741482789446245018424480571<219>] Free to factor
10242-8 = (9)2412<242> = 23 × 457 × 3765610880872417199560340681<28> × 3960347744598804152225659264650233<34> × 1834108616753511582369289703430557671009893162444569514819338268909652747993479740551478829231424915662408521325981032683333453812727210811413973464975107745537818783696433085959<178> (Eric Jeancolas / GMP-ECM 7.0.4 for P34 x P178 / July 20, 2020 2020 年 7 月 20 日)
10243-8 = (9)2422<243> = 23 × 312 × 9471311 × 72501946921<11> × 2367882897433250416729<22> × 7176544545208694600491<22> × 504912841516090857154822747733599<33> × 757681791255414060511091973700879622125929902613500513730089<60> × 29137211521372311719108585606949773189560424128038730600428619681069208559742027519141<86>
10244-8 = (9)2432<244> = 23 × 23 × 9473 × 722724603844631911<18> × 71988878151564241849417<23> × 970078689376807264392737<24> × [113670934419986410121627931368809047191099387337828435342240793689828209698870970239964931162970669889927364432037624400166913787511261427292409228428652883909632079154192999<174>] Free to factor
10245-8 = (9)2442<245> = 23 × 56817539 × 69519568399<11> × 1181452397314619<16> × [2678578010436588577104227168966069905942741090113066632891892398285063828742279322910484082708038669180554848586775585247367463253153507075800474643446241747999300698353533091960858315357736391179732802642875361<211>] Free to factor
10246-8 = (9)2452<246> = 23 × 7 × 79 × 2220122479<10> × 3439470074721319<16> × 2252128000727296811447671486776563555528055170869696869548249819779424881<73> × 13143872636840607262184210334103628177835538397408262350184717418101821464275736989653564100786552251257829319012294135318449075545241903351236543<146>
10247-8 = (9)2462<247> = 23 × 56674367739803921<17> × 445339814274927887566319<24> × [49525834895508127953872772569259614717502912130047791744814559110392748660411540421503601068875140099481898663147833034282446403511903280179713662537754644488834778018812466123465413306723009027188249976801<206>] Free to factor
10248-8 = (9)2472<248> = 23 × 191 × 599 × 64121383 × 103307042631988413584697328729669807<36> × 16493659071590405386676731867926075180369860454976652967365686579748387665314684709282019728022699527189297744937644632038939330563800227974809988203191581674796013112291773384730775126233272721678031<200> (Eric Jeancolas / GMP-ECM 7.0.4 for P36 x P200 / July 20, 2020 2020 年 7 月 20 日)
10249-8 = (9)2482<249> = 23 × 19 × 59 × 131 × 266491 × 74084489 × 2066643979<10> × 4262242939<10> × 3999697664940175951<19> × 7143450857720620159<19> × 491858521460928469532431<24> × 5122170645502040610147144916761278538394811<43> × 67997028260739868121844197569937388486223668970473081915388952679872853740338186925180175256229424227238259<107>
10250-8 = (9)2492<250> = 23 × 103 × 13008499551392621846419639<26> × [932922531315141497661365630802992637456431101515102640067686743811540488105823117988867742625675686068435470772834833246623304226533395269728701120354287034823622845035831113308942663002610502880809767161926206746251922847<222>] Free to factor
10251-8 = (9)2502<251> = 23 × 9574441845329158849215477993802751<34> × 1305559133569552080559061530633298146247880096899995929978189184729483937085186537975082848423755266301963269959497837825021524681240585594685993397621356360469819570283101799192366070486877379668589574885121789365249<217> (Eric Jeancolas / GMP-ECM 7.0.4 for P34 x P217 / July 20, 2020 2020 年 7 月 20 日)
10252-8 = (9)2512<252> = 23 × 7 × 311 × 1801 × 3217 × 89578207 × 20040501719857<14> × 53670294504958910171671<23> × 334405392090798370190636746133681976286074293107697<51> × 307587445218506484356057578932093982083160619119089544223343506701105586382197541948293444952744643651333308454681724217385559695746584447842494847<147>
10253-8 = (9)2522<253> = 23 × 349 × 2381 × 619681 × 81347764009<11> × 107491963997516106772921<24> × 1101126691859323612867831741001<31> × [252114661156132421777572266387032309002123532315150306897214393735368676657167377724177394241734115870746504160046799637889426621658051099493809596283240067861785985648281619519<177>] Free to factor
10254-8 = (9)2532<254> = 23 × 17 × 1201 × 2297 × 639337 × 9620761921<10> × [43332902793497141601753749812851949040495507179469855841048219437851598786142082982978470107579805451521120664809082184728899526991704025082325290597513411882126385190920069546638427980162824311926260973904850788669514274240376863<230>] Free to factor
10255-8 = (9)2542<255> = 23 × 151 × 26119 × 5221902841<10> × 13945582891<11> × 21096806531<11> × 92922060256009<14> × 910157530676614206199<21> × 814099993215613769965214372528599401780961<42> × 260397444216612572991415700896842524291999850746407571<54> × 1150653270060015639923035443766573425231039831169100186055397563279988013015582399975491<88>
10256-8 = (9)2552<256> = 23 × 133668420357183333697<21> × 11203023756270020687647319<26> × [834729842634662951899146217697190915554532858212370311947055559230709701834169994723901004227277032142133114528548458403681425319131943950763369285755659696134798858286107835562492833980277300999067602770088793<210>] Free to factor
10257-8 = (9)2562<257> = 23 × 29 × 139 × 691 × 575369 × 39769200452563280494896809<26> × 3858933025839139200326219931830662489259457071<46> × [50822802268523295647871840785345831022078075701859847808902846913361865082154555049732523222560742089430248043819524995286322617013013530962926999807730782831498996786639109<173>] Free to factor
10258-8 = (9)2572<258> = 23 × 72 × 31 × 97 × 167 × 1993 × 71993 × 156967 × 468889 × 21694927 × 42483141632881<14> × 82899236447487147769<20> × 55168696419083308328532152144316208773689503<44> × 11888225796280073236289818089617168424724309992639798189226237711<65> × 9599595755393796041913894969648035649957249659081406927957054891152269365167871583<82>
10259-8 = (9)2582<259> = 23 × 79 × 42808621 × 455817467191<12> × 36723733700699<14> × 87476091185240563073924533706636701<35> × [252420441474030497037162154955438758320886577959570585495140184026385593889643306675035700390953881197820692988860763630338122765073897375573734429877870295939849112099353947827646487964829<189>] Free to factor
10260-8 = (9)2592<260> = 23 × 32911 × 210913 × 71394017 × [25223408129465504922499996269821510686896329876233118944131358137047234073725944452788786458439862304571164267931947967658157966135444107507497543328823468737016591403555273597774996767614680855927436081618004543551736744556733627435898283729<242>] Free to factor
10261-8 = (9)2602<261> = 23 × 61 × 3061 × 226621 × 320219 × 821651 × 1804199 × 16429609614080419<17> × 511864423321272695264446177120797034159<39> × 1041069837198899017235180884293510431856072451<46> × 64109713672026372440234786403128975420662601832221891<53> × 11086944747864543199613461062749018603652195339604276426632902156325342961750729<80>
10262-8 = (9)2612<262> = 23 × 71 × 1029617 × 5411521 × 65440169 × 223041021521<12> × 484912313482028912824766233727<30> × 446441173962417478069332696455960876192296716036983647513002055982879761256453723017989100372335017487547155498770985248411567079969400954042198011862080704466156793112930557529022679611424465714079<198> (Eric Jeancolas / Dario Alpern's calculator for P30 x P198 / July 20, 2020 2020 年 7 月 20 日)
10263-8 = (9)2622<263> = 23 × 99469 × [125667293327569393479375483819079311142164895595612703455347897334848043108908303089404739164965969296966894208245785118981793322542701746272708079904291789401723149926107631523389196634127215514381365048407041389779730368255436367109350651961917783430013371<258>] Free to factor
10264-8 = (9)2632<264> = 23 × 7 × 3319 × 5471 × 281986659391<12> × 80985338346257<14> × 3960651466544880631<19> × 14819506360555096801<20> × 681817214224663305577<21> × 148282122186460088280033684309138488857486578463879801<54> × 7256812855705204047502769995530891206410012632318326900082260459369688634489794980813343744024797535044282162778220297<118> (Eric Jeancolas / cado-nfs-3.0.0 for P54 x P118 / August 3, 2020 2020 年 8 月 3 日)
10265-8 = (9)2642<265> = 23 × 5441 × 53681 × 16196881 × 21467533279<11> × 91647716760179823290800720971476339<35> × [134299842579783966005067848757426593483186645272311237088475715777187358364422090763059492757325700307940794574349351151713333031161663357476330037195561626367500350523978331164276413667262753160923653979<204>] Free to factor
10266-8 = (9)2652<266> = 23 × 23 × 18367 × 48138549190657<14> × [614682648295024615785666722152370421096592266119823249855851920672929570334675282844268207109519800447065457524424199416069326696909321961241299611961877744500364155894615125199374879836358724320835117473399863910023371396191721748303007184164327<246>] Free to factor
10267-8 = (9)2662<267> = 23 × 19 × 251 × 3951139 × 7230199 × 788222383415680615531<21> × 145489681087118491697168839999<30> × 246567797851110679211006772374494148310947317482263149457674771<63> × 13301294782996692650772779830245783046918888799194961081470806941<65> × 2439489208650991479751914911198509544151456777094693494996286075078549729<73>
10268-8 = (9)2672<268> = 23 × 113 × 63823 × 3463765206367<13> × 398125343136805410223<21> × 51093922599718357433968995398781103<35> × 147306283029193432687519088633304581641<39> × [16699196261488902589202192543333109417966077416940135877458033458745566093439138995109097963706203900580450615521272327809210156151905133426948406784583207<155>] (Eric Jeancolas / GMP-ECM 7.0.4 for P35, GMP-ECM 7.0.4 for P39 / July 20, 2020 2020 年 7 月 20 日) Free to factor
10269-8 = (9)2682<269> = 23 × 168682655512737948749<21> × 4818664037114801784901<22> × 582623870862313284563006279707144180992049201<45> × [26395182040256653810228739746277411839231760723675696780298999544008711195883885093739653840334666484892830702329956231846778733210986642278437509686657483510165081559451370118407151<182>] Free to factor
10270-8 = (9)2692<270> = 23 × 7 × 17 × 127 × 21727 × 222841 × 2832847 × 22955087 × 1562287592416308614973951362709748582277981572375663<52> × 10088774591510569752491188790492301084872447142512973564801027984016307522045503<80> × 1666721365951569337712187808422793622098995996851606663262809946359681616856472370504201564316884566682072298609<112> (Eric Jeancolas / cado-nfs-3.0.0 for P52 x P112 / July 30, 2020 2020 年 7 月 30 日)
10271-8 = (9)2702<271> = 23 × 2131 × 52449041 × 15628594222654828411<20> × 70791586438126699334129226058901760905275039<44> × 10108517124386955203638597994672107018952355779316717555015418747588360121392726224704922922241674269174543657024213547198782713011922544200219202294791961555725285952434760326514016660039720381361<197> (Eric Jeancolas / GMP-ECM 7.0.4 for P44 x P197 / July 20, 2020 2020 年 7 月 20 日)
10272-8 = (9)2712<272> = 23 × 79 × 1831 × 4831 × 13420868621623927965887<23> × [1332836614885934286019596685232578277408383778344482244451790804474711996959256567849500261313350454941562870993352261996062155206934427690272841091102507535443897489874592395038006560222137412269939112174296890641445837372223240118676665383<241>] Free to factor
10273-8 = (9)2722<273> = 23 × 31 × 7309 × 152979781 × 3600156366041<13> × 80110781484480078763258795189<29> × 1388828565104346367390732883221933908575097904441526411721945028739732315788439<79> × 9003167908124308775052396405020115244376435926102931548518894054492234872795826564541209436939338449309592907764222744382161637349717207491<139>
10274-8 = (9)2732<274> = 23 × 47 × 383393 × 42812999 × 1472437926031683647<19> × [1100412030917108870599891678402423219806819913384450261546252806244921379392819335476988567953037443441278667231204367097942642177183473188479502327642452855964413649515746859466450506564545866972081158497934160891645398937523435292838931673<241>] Free to factor
10275-8 = (9)2742<275> = 23 × 1817700225515086095769<22> × [6876821504743910597150946261414658577953356782082083923673080943185685166018488732170519508230004426249854899160489096538823653124278616062901895007239344309510404637093973259312256508028523775547272260014582030593857648256068049640705643169179036131671<253>] Free to factor
10276-8 = (9)2752<276> = 23 × 7 × 223 × 124178543 × 56595520855166896490633<23> × 24720209097457582836920929<26> × 1016350121138100285575150664078603665704389785081622082756303<61> × 453505967026450693596614607615481929913551540473077972635358317645891039618437809351112967208059371248428485532200514917199964256648735298420929279581445503<156>
10277-8 = (9)2762<277> = 23 × 421 × 103191269 × 13006084294505917202067979<26> × [2212271372756924929746694710515118952323466753327972411436481825577020078125038514257166021598504159060115481859714388314751990075783497544895113984996738049855458871089661670215312531210243200648073093574214796245194027708880784825328672869<241>] Free to factor
10278-8 = (9)2772<278> = 23 × 136273 × 3557112599<10> × 480969345721<12> × 31862713253752639<17> × [1682683477613497214292632757990564389672780957593905800846481098639915230725994977954753467797135519859849832790063326805232037626287450171755612616746992501089709099546494579862357966472375790128828987611955192926536242502295053479023<235>] Free to factor
10279-8 = (9)2782<279> = 23 × 109 × 4451 × 5939 × 43706364049<11> × 166993864666176028827919<24> × 608455182966478674857874703718154637224334572464806531<54> × 22974697399277989948569231995312857895208848437936864424749<59> × 1039135235455188198892946892178092736562703887865487222957021<61> × 409182390250355578148746224440974370462453042256467105938889671<63> (Eric Jeancolas / cado-nfs-3.0.0 for P54 x P59 x P63 / July 31, 2020 2020 年 7 月 31 日)
10280-8 = (9)2792<280> = 23 × 151423 × 860702471 × 9591027075826676241233793594710076140475187812588793330561253748458708370907212907284001330889732526765555323934069817636677240386315125550228900829055357072619843685326849973888442167079209043586621658141289303266129325590038768927889735659946159856683614826466103<265>
10281-8 = (9)2802<281> = 23 × 91229 × 15090805723349<14> × 664801439326831<15> × 13657547494389406020611582296734373314492885334491678027168474754937212074168833716156046023489722442309712051999545802369322592229080642935275597723783719686073618324860277207823122488386925143357907760432136897534289995314546919016271685573368849<248>
10282-8 = (9)2812<282> = 23 × 7 × 1471 × 41017 × 166538826833<12> × 1406177828502620908247<22> × 21350805158152830860520784562872824898695271244778334287154249<62> × 1000021101106568313943613933502275207711313220336493180200611799<64> × 59191076597492663593833654852469312007825433681353259194384113104349910408932818389071977093005664849202721567971351<116> (Eric Jeancolas / cado-nfs-3.0.0 for P64 x P116 / August 7, 2020 2020 年 8 月 7 日)
10283-8 = (9)2822<283> = 23 × 19891 × 25981 × 426709 × [5668468397960365397765273997157543620103919333477505022581256195577324135174483809157205977183989241863449845690321697646765461584261059650213817197277602970040970593222349097050241112931952025919445833543297141847804824942650640777300334071430343792957265579864407941<268>] Free to factor
10284-8 = (9)2832<284> = 23 × 89 × 103 × 5119 × 1029348217<10> × [258782757066354190407831809183269496829633897299547881499938312939091850600285015874925250037194371137300032697384512467616103532484733641534293290660144626022642972782443558370892275149159554397003683171932036835636118563983766430343871533162930698169236391764708839<267>] Free to factor
10285-8 = (9)2842<285> = 23 × 19 × 29 × 79 × 2212770528161<13> × 1514832309629086102738958473069<31> × 63506055500107212044788938460294920203621205379<47> × 779176109357976501851734459821169737249971158403291789059073820632445599196078571<81> × 17313290586047088448556724356860427953342740742419106414874897459096221964315290137792134135444423977537082851<110>
10286-8 = (9)2852<286> = 23 × 17 × 699383 × 49236718321534539829040820779222934217<38> × [2135290269262478208310281899963411862432999161490383600772577754942548416941761167227922970628162440325404895039890654172155841038874886294041425154807053993978505604292885497987967438944206218792831381330006594548668566047667426471209502177<241>] Free to factor
10287-8 = (9)2862<287> = 23 × 5399 × 108162500111<12> × 3193604923621471<16> × [6702530195622853795222509945240525837954224714913360715077118746414624829768156824843376539837152177541788088888160842137723187409897703886989162817360910687772133889230841113340375615677127066188545006556377578118660129184880957362859824948488517295496521<256>] Free to factor
10288-8 = (9)2872<288> = 23 × 7 × 23 × 31 × 4127 × 5591 × 15133469089<11> × 3436322642497<13> × 126327038939383169511047<24> × 4626235842137982052517224390030337830489<40> × 2839677077102531261752115849004538801118331169<46> × 3879166744617579942562806200690866812001476712823689<52> × 3242160907698279434061452354686848615533991879364536638379458019591429120575287052879005181023<94> (Eric Jeancolas / cado-nfs-3.0.0 for P46 x P52 x P94 / August 4, 2020 2020 年 8 月 4 日)
10289-8 = (9)2882<289> = 23 × 1459 × 4590101 × 50740446915579605955809<23> × [3678562940010534001297766284496061131802641362518924725786267245849255600216757906398656859163924850795765398991620078396889306791823440240686738069868129233245619507530523472472927697696618737851498731257613914915091332445231093927401145591106052656280529<256>] Free to factor
10290-8 = (9)2892<290> = 23 × 142039 × 1862711 × 22183349753<11> × 36462512037943<14> × [58409463290636298691444673134490940660251191315095506688270346033852740810779167381852537765379864165222461916170925760732805709691497069602293656365728543264714803363987303118915510992016902076124198575081443427011688763287903492586744117161013949233489<254>] Free to factor
10291-8 = (9)2902<291> = 23 × 199 × 409 × 2549 × 4861 × 4301920031<10> × 1677095269009990691508305002411<31> × 55781278153791283063552443576315841<35> × 5602236664415060835237041259349510711939653660542440787058692336479570758117331<79> × 54975373985090395798233409211912641447291676777792636190222842404162438047528065013744878173849541562017496841150740067462591<125>
10292-8 = (9)2912<292> = 23 × 19201753 × 2758754774048270831<19> × 631767334180239552007<21> × 37350710680361850248044387507381004126865419520986411409725574307490097923890475710517210990979546700330648189681153284118600732854971182162638529731510127036949331451849204500138128453515108295324086341460361046116531557259186321382904234663199<245>
10293-8 = (9)2922<293> = 23 × 12499999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999<293>
10294-8 = (9)2932<294> = 23 × 7 × 11527 × 3153621116554524558889<22> × 224143771996732776950082953712018457<36> × 31867301416526801551593357003400355492602350106995416964769201<62> × 68772403174996252132335085430810591857773953990050626778397834453690472009827028268439093213482322327270275618946863891735553192251912797602353765465477141025641921715167<170>
10295-8 = (9)2942<295> = 23 × [1249999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999<295>] Free to factor
10296-8 = (9)2952<296> = 23 × 6791 × 2096377 × 760044378557159709434784652529<30> × [1155228634171794764109326669867108753780293346111286416357612044836690446035889258856143556788403369632918982202941197021975724938917097165840752137208941928227304603285374406560763342749621291998045214280607458488754371867688822079264271776469629225300833<256>] Free to factor
10297-8 = (9)2962<297> = 23 × 71 × 1759 × 21061 × 32369 × 336132856559<12> × 621847333039<12> × 15497820401699<14> × 140580007773556529<18> × 5651765204909617459<19> × 2975610929009003659679<22> × 4740477468725048309861911<25> × 11333088205385339725805059<26> × 118341322869925288382133635581772570798636806443807551089<57> × 30152379683640363069946149276976846917475178849949191248028066767075334230216953289<83>
10298-8 = (9)2972<298> = 23 × 79 × [15822784810126582278481012658227848101265822784810126582278481012658227848101265822784810126582278481012658227848101265822784810126582278481012658227848101265822784810126582278481012658227848101265822784810126582278481012658227848101265822784810126582278481012658227848101265822784810126582278481<296>] Free to factor
10299-8 = (9)2982<299> = 23 × 1864988779<10> × 22199695035086127934729<23> × 301916453544378254244198282119090969789069480471685880615698819706550611904223724904656344187827423082046023407189005035186911123310737296819294411019658203960941505619200674597400459112128511709077302527335171981083868552851288942550743763670274493178542052440672789<267>
10300-8 = (9)2992<300> = 23 × 72 × 58921 × 220217 × 444720257 × 1074959857<10> × 2400900859844691131593<22> × 298835205632471447427834528088884007<36> × 76605433902117140493595414074497526509289051666584248447<56> × 146560186540477676013435596343783560199659118182972175454838398109588761<72> × 51054291106366982498617178218209509431006624318394826526089092486656912521526928471671<86>
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