28w3 = { 23, 283, 2883, 28883, 288883, 2888883, 28888883, 288888883, 2888888883, 28888888883, … }
26×107-539 = 28888883 =
definitely prime number 素数
26×1013-539 = 28888888888883
<14> = 19 × 1520467836257
<13>
26×1014-539 = 288888888888883
<15> = 78577 × 3676506979
<10>
26×1015-539 = 2888888888888883
<16> = 3
2 × 47 × 6829524560021
<13>
26×1016-539 = 28888888888888883
<17> = 2661067 × 10856129849
<11>
26×1017-539 = 288888888888888883
<18> = 7 × 1399 × 62497 × 472015123
26×1018-539 = 2888888888888888883
<19> = 3 × 31 × 5333 × 5824736805907
<13>
26×1019-539 = 28888888888888888883
<20> = 29 × 996168582375478927
<18>
26×1020-539 = 288888888888888888883
<21> = 17 × 16993464052287581699
<20>
26×1021-539 = 2888888888888888888883
<22> = 3 × 211 × 739 × 6175650218772409
<16>
26×1022-539 = 28888888888888888888883
<23> = 71 × 139 × 6151 × 8685763 × 54790339
26×1023-539 = 288888888888888888888883
<24> = 7 × 23 × 5743 × 312439652581526621
<18>
26×1024-539 = 2888888888888888888888883
<25> = 3
4 × 151 × 236194006122875389493
<21>
26×1025-539 = 28888888888888888888888883
<26> = 643 × 26711 × 1682014433792829271
<19>
26×1026-539 = 288888888888888888888888883
<27> = 163 × 1772324471710974778459441
<25>
26×1027-539 = 2888888888888888888888888883
<28> = 3 × 15068384293
<11> × 63906185576266877
<17>
26×1028-539 = 28888888888888888888888888883
<29> =
definitely prime number 素数
26×1029-539 = 288888888888888888888888888883
<30> = 7 × 487 × 235952719 × 345958373 × 1038137801
<10>
26×1030-539 = 2888888888888888888888888888883
<31> = 3 × 157 × 6133522057088936069827789573
<28>
26×1031-539 = 28888888888888888888888888888883
<32> = 19 × 197 × 1301 × 51972502931
<11> × 114145838429251
<15>
26×1032-539 = 288888888888888888888888888888883
<33> = 4401083 × 65640409164946193672986601
<26>
26×1033-539 = 2888888888888888888888888888888883
<34> = 3
2 × 31 × 359 × 1597 × 13799 × 53927 × 1556173 × 15596082331
<11>
26×1034-539 = 28888888888888888888888888888888883
<35> = 45361 × 6019511 × 105800326014717202195573
<24>
26×1035-539 = 288888888888888888888888888888888883
<36> = 7
2 × 173 × 103123 × 330470818868770172430517973
<27>
26×1036-539 = 2888888888888888888888888888888888883
<37> = 3 × 17 × 56644880174291938997821350762527233
<35>
26×1037-539 = 28888888888888888888888888888888888883
<38> = 97 × 11497 × 599993 × 43174606628082076343804659
<26>
26×1038-539 = 288888888888888888888888888888888888883
<39> = 59 × 4896421845574387947269303201506591337
<37>
26×1039-539 = 2888888888888888888888888888888888888883
<40> = 3 × 224027 × 35452033 × 145670190661
<12> × 832333523953511
<15>
26×1040-539 = 28888888888888888888888888888888888888883
<41> = 1381 × 4481 × 62978890133
<11> × 74125427860056573352091
<23>
26×1041-539 = 288888888888888888888888888888888888888883
<42> = 7 × 41269841269841269841269841269841269841269
<41>
26×1042-539 = 2888888888888888888888888888888888888888883
<43> = 3
2 × 320987654320987654320987654320987654320987
<42>
26×1043-539 = 28888888888888888888888888888888888888888883
<44> = 5639273 × 11867082990461
<14> × 431681800588277320063511
<24>
26×1044-539 = 288888888888888888888888888888888888888888883
<45> = 61 × 18043 × 262477604855512640467161679238839174621
<39>
26×1045-539 = 2888888888888888888888888888888888888888888883
<46> = 3 × 23 × 631 × 1176403 × 95359886549
<11> × 591467028120387204196751
<24>
26×1046-539 = 28888888888888888888888888888888888888888888883
<47> = 331 × 383 × 5881 × 38748321223953142071241230608666988991
<38>
26×1047-539 = 288888888888888888888888888888888888888888888883
<48> = 7 × 29 × 432354383 × 3532329199660883
<16> × 931823723885928156749
<21>
26×1048-539 = 2888888888888888888888888888888888888888888888883
<49> = 3 × 31 × 1149713249
<10> × 25319299155343
<14> × 1067103817965503628468833
<25>
26×1049-539 = 28888888888888888888888888888888888888888888888883
<50> = 19 × 1520467836257309941520467836257309941520467836257
<49>
26×1050-539 = 288888888888888888888888888888888888888888888888883
<51> = 463 × 623950083993280537556995440364770818334533237341
<48>
26×1051-539 = 2
(8
)503
<52> = 3
3 × 211 × 7609167541
<10> × 443850792263
<12> × 150144861276938505967549633
<27>
26×1052-539 = 2
(8
)513
<53> = 17 × 5351 × 2915369 × 142848986289275239
<18> × 762563952827040945606139
<24>
26×1053-539 = 2
(8
)523
<54> = 7 × 10301 × 387614214592091
<15> × 10336028930091122523820759349919259
<35>
26×1054-539 = 2
(8
)533
<55> = 3 × 31467022046831281525947637
<26> × 30602290916815021825028388653
<29>
26×1055-539 = 2
(8
)543
<56> = 3907 × 32357920897
<11> × 228510846077006343182392416071657453069777
<42>
26×1056-539 = 2
(8
)553
<57> = 5327617 × 54224785469542740945696526024466264915231122824499
<50>
26×1057-539 = 2
(8
)563
<58> = 3 × 71 × 14942671 × 204797381 × 9138628317613
<13> × 484973030347950344229514057
<27>
26×1058-539 = 2
(8
)573
<59> = 2280975197
<10> × 76807879739976403
<17> × 164893865491261982679216008113813
<33>
26×1059-539 = 2
(8
)583
<60> = 7 × 3889 × 18211 × 181891 × 47070197 × 102605203 × 1200213089
<10> × 552682981559320659379
<21>
26×1060-539 = 2
(8
)593
<61> = 3
2 × 3473457458938432713999623
<25> × 92411569197421163473506330545389069
<35>
26×1061-539 = 2
(8
)603
<62> = 47 × 131 × 4880401 × 99188910942743
<14> × 1699717592389651
<16> × 5702513027980746759283
<22>
26×1062-539 = 2
(8
)613
<63> = 521 × 123953 × 330041 × 111027853 × 2398850840895497
<16> × 50890063431773379986797111
<26>
26×1063-539 = 2
(8
)623
<64> = 3 × 31 × 3361 × 12853 × 719076125928898083277227840373535691758541861000671507
<54>
26×1064-539 = 2
(8
)633
<65> = 24728707 × 49470101 × 2260312940370769483
<19> × 10447636675734694712582373063943
<32>
26×1065-539 = 2
(8
)643
<66> = 7 × 18237064948824131
<17> × 2262965087071328346354291898332058344808914023399
<49>
26×1066-539 = 2
(8
)653
<67> = 3 × 457 × 124356647 × 16944329181855726849912433016030866137834362358926318159
<56>
26×1067-539 = 2
(8
)663
<68> = 19 × 23 × 317 × 4651 × 23529145969805367313057
<23> × 1905625851745351180632322734492252761
<37>
26×1068-539 = 2
(8
)673
<69> = 17 × 139 × 167 × 73020847 × 10025447787846902035799060738151147668040130758175699009
<56>
26×1069-539 = 2
(8
)683
<70> = 3
2 × 311 × 1032114644118931364376166091064268984954944226112500496208963518717
<67>
26×1070-539 = 2
(8
)693
<71> = 11772144008625352936882831119871
<32> × 2454004034245778677612569647178624487373
<40>
26×1071-539 = 2
(8
)703
<72> = 7 × 263 × 9200216152100833667020144479027313
<34> × 17056071940081274390912944213268051
<35>
26×1072-539 = 2
(8
)713
<73> = 3 × 13399 × 60352332982824689
<17> × 554406677023185796238369
<24> × 2147903084837676278060248679
<28>
26×1074-539 = 2
(8
)733
<75> = 193 × 2420339 × 8197331 × 5564697463989247
<16> × 13557615121906524061356232177402366206063397
<44>
26×1075-539 = 2
(8
)743
<76> = 3 × 29 × 3217 × 32341 × 71551 × 11633087 × 53045401229
<11> × 7797176040029802749
<19> × 927067419008571031236361
<24>
26×1076-539 = 2
(8
)753
<77> = 12659 × 2282083015158297566070691910015711263835128279397178994303569704470249537
<73>
26×1077-539 = 2
(8
)763
<78> = 7
3 × 19181 × 20021 × 40768794806249
<14> × 53796229089970774559188524785395243298817717500700269
<53>
26×1078-539 = 2
(8
)773
<79> = 3
3 × 31 × 113 × 173 × 2689521597701
<13> × 65645626549678747182974714292342202793993602651097058834791
<59>
26×1079-539 = 2
(8
)783
<80> = 9689 × 18376251629
<11> × 162253828663502922013881991161793969689712604823158891761857023543
<66>
26×1080-539 = 2
(8
)793
<81> = 149 × 3739 × 379349491 × 2762817283
<10> × 494763251747882803960244506191624325864890194463783774701
<57>
26×1081-539 = 2
(8
)803
<82> = 3 × 211 × 101681 × 44883562432242112597331882475630292832600710164642453389935234348654238971
<74>
26×1082-539 = 2
(8
)813
<83> = 179 × 433 × 2687 × 4783 × 228591936193
<12> × 495197145915943652607289
<24> × 256202182352181120617501815863318857
<36>
26×1083-539 = 2
(8
)823
<84> = 7 × 101993344182873498221
<21> × 404632690500320042795156518486251126254452862333725796145627689
<63>
26×1084-539 = 2
(8
)833
<85> = 3 × 17 × 109873 × 834641 × 63674344091
<11> × 9700753853692270114904054767068964433160293946583673079734291
<61>
26×1085-539 = 2
(8
)843
<86> = 19 × 863 × 2309 × 763031573392498566755242012969206566636807773831407827559982594310695134470771
<78>
26×1086-539 = 2
(8
)853
<87> = 1656829 × 990326294101
<12> × 124200958874130049117021787299
<30> × 1417587555680422488809749228820882433073
<40>
26×1087-539 = 2
(8
)863
<88> = 3
2 × 368605386497
<12> × 122722268379712171
<18> × 4478302718334971613257161
<25> × 1584491196346680701042734429810441
<34>
26×1088-539 = 2
(8
)873
<89> = 1638053 × 137606717 × 227240810634923504145514717018552417
<36> × 563997170983684459953734679637124100899
<39>
26×1089-539 = 2
(8
)883
<90> = 7 × 23 × 7383367468062612619
<19> × 305541922612303349179423229490727
<33> × 795389167067381883751508539184860031
<36>
26×1090-539 = 2
(8
)893
<91> = 3 × 229 × 4205078440886301148309881934336082807698528222545689794598091541322982371017305515122109
<88>
26×1091-539 = 2
(8
)903
<92> = 1277 × 1693 × 94907 × 13468901 × 1812658645079
<13> × 500094185214109
<15> × 11531471906355539056089732059183838410168505239
<47>
26×1092-539 = 2
(8
)913
<93> = 71 × 316939267 × 19393173077
<11> × 12279042166220612257361535632617
<32> × 53911706186232100990751600370806708374291
<41>
26×1093-539 = 2
(8
)923
<94> = 3 × 31 × 751 × 1663 × 621726439 × 21852411522334032581
<20> × 1830699222335079992904512314329836065030960527598959786293
<58>
26×1094-539 = 2
(8
)933
<95> = 1777 × 16547 × 2872703 × 17048431949
<11> × 150755854532003887
<18> × 1646843561514781816145731
<25> × 80802061773522455346789002023
<29>
26×1095-539 = 2
(8
)943
<96> = 7 × 241919 × 692568572611309840391582974155547
<33> × 246320206317912006736999730094298886516368743245807754833
<57> (Makoto Kamada / GGNFS-0.54.5b for P33 x P57)
26×1096-539 = 2
(8
)953
<97> = 3
2 × 59 × 5440468717304875496965892446118434818999790751203180581711655157982841598660807700355722954593
<94>
26×1097-539 = 2
(8
)963
<98> = 2711254939446629
<16> × 1291441459130878261
<19> × 3093878270516915234380469543
<28> × 2666751423505726769248256211069967949
<37>
26×1098-539 = 2
(8
)973
<99> = 4296743177
<10> × 9997037383614703610671630471
<28> × 6725431077539895465245336203727009108485900250546718622980749
<61>
26×1099-539 = 2
(8
)983
<100> = 3 × 151 × 21383 × 1431307 × 133657148411331263163231686121050233
<36> × 1558974509339642907651120624582656081214290672232907
<52> (Makoto Kamada / GGNFS-0.54.5b for P36 x P52)
26×10100-539 = 2
(8
)993
<101> = 17 × 42899107684828686558348819003465232778837
<41> × 39612628255895722732070781029282973412362114467830475246327
<59> (Makoto Kamada / GGNFS-0.54.5b for P41 x P59)
26×10101-539 = 2
(8
)1003
<102> = 7 × 2054853599791
<13> × 121426997166013585257945094641811871
<36> × 165400438930491170714093139841463045980448069972087429
<54> (Sinkiti Sibata / Msieve 1.38 for P36 x P54 / 1.49 hours /
October 7, 2008 2008 年 10 月 7 日)
26×10102-539 = 2
(8
)1013
<103> = 3 × 541 × 7056254953606319
<16> × 121810470780205711661897992036627074980747
<42> × 2070872842870751685650025646347946691354497
<43> (Serge Batalov / Msieve v. 1.36 for P42 x P43 / 0.52 hours on Opteron-2.6GHz; Linux x86_64 /
October 7, 2008 2008 年 10 月 7 日)
26×10103-539 = 2
(8
)1023
<104> = 19 × 29 × 227 × 5189 × 89692426478836592784300376550795841826967
<41> × 496265333259345156772057309654185119335498040025379133
<54> (Serge Batalov / Msieve-1.38 snfs for P41 x P54 / 0.20 hours on Opteron-2.6GHz; Linux x86_64 /
October 7, 2008 2008 年 10 月 7 日)
26×10104-539 = 2
(8
)1033
<105> = 61 × 1123 × 1470236641
<10> × 6918276745362442304529579011355599487433
<40> × 414606469566875297250530265767866835398335555183037
<51> (Sinkiti Sibata / Msieve 1.38 for P40 x P51 / 2.28 hours /
October 7, 2008 2008 年 10 月 7 日)
26×10105-539 = 2
(8
)1043
<106> = 3
4 × 109 × 199 × 849624280316155038972453763277
<30> × 1577350554019897265169205252353313
<34> × 1226905483766051707687131862935370973
<37> (Serge Batalov / GMP-ECM 6.2.1 B1=1000000, sigma=2391236779 for P30, Msieve-1.38 for P34 x P37 / 0.02 hours on Opteron-2.6GHz; Linux x86_64 /
October 7, 2008 2008 年 10 月 7 日)
26×10106-539 = 2
(8
)1053
<107> = 5198788583502427
<16> × 335500273381690253463142691283043816681
<39> × 16562878025476215601525675460299270300212300146053409
<53> (Sinkiti Sibata / Msieve 1.38 for P39 x P53 / 2.8 hours /
October 7, 2008 2008 年 10 月 7 日)
26×10107-539 = 2
(8
)1063
<108> = 7 × 47 × 163 × 4041941 × 1332776622243035616921865327778711225997451019991203666983428798318435728334429900475946791451269
<97>
26×10108-539 = 2
(8
)1073
<109> = 3 × 31 × 157 ×
197855550228675357091219018484274288671247783637345996088547968556187171350516326887808293191486123477083<105>
26×10109-539 = 2
(8
)1083
<110> = 24164419 ×
1195513489850051387078203241256861540469435200941056720167320757386672068916239570621949937587528543057<103>
26×10110-539 = 2
(8
)1093
<111> = 439 × 5760983087
<10> × 4182189643042838924141
<22> × 27312785617146313850758876714921005932336564327105193099417509297421109513591
<77>
26×10111-539 = 2
(8
)1103
<112> = 3 × 23 × 211 × 373 × 276961 × 2994431199583
<13> × 4389479797461684314729
<22> × 146131703972019114937959232215204011217772007362426578656908680847
<66>
26×10112-539 = 2
(8
)1113
<113> = 1999 × 3652920119
<10> × 57551700067427
<14> × 68741611968175266373896582825351273448465562026659892730534986136705206763325507191609
<86>
26×10113-539 = 2
(8
)1123
<114> = 7 × 563 × 6793 × 21313 × 186889 × 3247996853
<10> × 114174169349
<12> × 2942519181567680945516359718275531
<34> × 2482742627192528643815655303357019782896909
<43> (Makoto Kamada / Msieve 1.38 for P34 x P43 / 11 minutes on Pentium 4 3.06GHz, Windows XP and Cygwin /
October 7, 2008 2008 年 10 月 7 日)
26×10114-539 = 2
(8
)1133
<115> = 3
2 × 139 × 521 × 14768926414169
<14> × 50243903714110700183641543
<26> × 35127032119824782398542530158633
<32> × 170044287364413797100683809593604737743
<39> (Makoto Kamada / Msieve 1.38 for P32 x P39 / 4.5 minutes on Pentium 4 3.06GHz, Windows XP and Cygwin /
October 7, 2008 2008 年 10 月 7 日)
26×10115-539 = 2
(8
)1143
<116> = 972910031 ×
29693278893625559595950849939267291703860424981977484502766822525328540773251508277324862825768201878976093<107>
26×10116-539 = 2
(8
)1153
<117> = 17 × 169198918331
<12> × 233800200977259317
<18> × 429575450963869629357330934461528233960925183993379379777463096470638392545084141897237
<87>
26×10117-539 = 2
(8
)1163
<118> = 3 × 68909 × 881196427 × 135110600865228529
<18> × 117373885992064655102413836762642714074209092119277650715222791343493927323802268023663
<87>
26×10118-539 = 2
(8
)1173
<119> = 16235249 × 279209969893
<12> × 82385800024901
<14> × 32041411580799304819
<20> × 2414220642275524822507433185600278731396221290250404440181057760601
<67>
26×10119-539 = 2
(8
)1183
<120> = 7
2 × 1303 × 2473 × 26251 × 805350496501588903
<18> × 86543697020822287906893840081314982173473402383093968231147739253155118233026721869726881
<89>
26×10120-539 = 2
(8
)1193
<121> = 3 × 1049 × 2129688447885029
<16> × 534622785885437721301
<21> × 806251537463047632701420580829058988617699859411947594921946463975568261896843441
<81>
26×10121-539 = 2
(8
)1203
<122> = 19 × 173 × 991 × 67489 × 2007712048273207184446462298497217117810023
<43> × 65452021084529422210274885461837884035260977024336997039822115743117
<68> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon snfs for P43 x P68 / 1.61 hours /
October 7, 2008 2008 年 10 月 7 日)
26×10122-539 = 2
(8
)1213
<123> = 1396273 × 19402957166974971366426216788597
<32> × 10663323221080904571958089552579308973412592003811372507188170021888642482959500866743
<86> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs for P32 x P86 / 2.76 hours on Core 2 Duo E6300 1.86GHz, Windows Vista /
October 7, 2008 2008 年 10 月 7 日)
26×10123-539 = 2
(8
)1223
<124> = 3
2 × 31 × 479 × 88657 × 10411764445779331
<17> × 4577386029919616907920358735921111593023502164133
<49> × 5116066918556820603101831088148502094912304324933
<49> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs for P49(4577...) x P49(5116...) / 2.74 hours on Core 2 Duo E6300 1.86GHz, Windows Vista /
October 7, 2008 2008 年 10 月 7 日)
26×10124-539 = 2
(8
)1233
<125> = 4702771018702305749095782377707818488983640114722149202591
<58> × 6142950352888021378812891699753388017001993925608663874220496607213
<67> (Serge Batalov / Msieve-1.38 snfs for P58 x P67 / 1.00 hours on Opteron-2.6GHz; Linux x86_64 /
October 7, 2008 2008 年 10 月 7 日)
26×10125-539 = 2
(8
)1243
<126> = 7 × 6310145134591339
<16> × 7155330995836183377322672101607069373
<37> × 914036885595968065221316256368672623704512840186938586508794752515903627
<72> (Serge Batalov / GMP-ECM 6.2.1 B1=1000000, sigma=1904982041 for P37 x P72 /
October 7, 2008 2008 年 10 月 7 日)
26×10126-539 = 2
(8
)1253
<127> = 3 × 1447 × 28935371 × 165228653254615932145236476570314596911
<39> × 139195961274715951475738988525401637958819321233452897120611300841286875640923
<78> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs for P39 x P78 / 4.67 hours on Core 2 Duo E6300 1.86GHz, Windows Vista /
October 7, 2008 2008 年 10 月 7 日)
26×10127-539 = 2
(8
)1263
<128> = 71 × 223 × 1131379 × 15345026787558290531448963866298651876102210421274475955901
<59> × 105097373460091410047218511082896636270831228339123800626269
<60> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs for P59 x P60 / 4.61 hours on Core 2 Duo E6300 1.86GHz, Windows Vista /
October 7, 2008 2008 年 10 月 7 日)
26×10128-539 = 2
(8
)1273
<129> = 3259 × 6329 × 10861 × 29861809811904979
<17> × 2131370352579613462233814865258221222956640337
<46> × 20261263429298435688151884603702447939050574911133385351
<56> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon, Msieve 1.38 snfs for P46 x P56 / 2.31 hours, 0.17 hours /
October 7, 2008 2008 年 10 月 7 日)
26×10129-539 = 2
(8
)1283
<130> = 3 × 197 × 1405092463
<10> × 22883030017
<11> × 47513010419093603
<17> × 791521080795985376571139393
<27> × 4042498700628381613581250119116289730502518441753855046647430257
<64>
26×10130-539 = 2
(8
)1293
<131> = 2557961551
<10> × 236438277260853769814529260092665387318271835347
<48> × 47766018217713433955106464691584719775555236704971354158444251526906538639
<74> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs for P48 x P74 / 5.80 hours on Core 2 Duo E6300 1.86GHz, Windows Vista /
October 9, 2008 2008 年 10 月 9 日)
26×10131-539 = 2
(8
)1303
<132> = 7 × 29 × 16477 ×
86368754920320006866980391203289161362379411363052091088873814219280103804613413619070407111417255128551753104682684682391693<125>
26×10132-539 = 2
(8
)1313
<133> = 3
3 × 17
3 × 643 × 9413 ×
3598166688866372353097530833614373367174469093192102914267122273893054636247273328946985028902429025218394113813289563287<121>
26×10133-539 = 2
(8
)1323
<134> = 23
2 × 97 × 135571 × 2876131 × 109545440891568721810547809
<27> × 5002428365042696296439157033787319
<34> × 2634831116987297229287109977599312699036948502466768118621
<58> (Sinkiti Sibata / Msieve 1.38 for P34 x P58 / 3.57 hours /
October 7, 2008 2008 年 10 月 7 日)
26×10134-539 = 2
(8
)1333
<135> = 3797 × 18119 × 3919441955398483
<16> × 48729181450302679230167
<23> × 817346614801410417204553447
<27> × 26899016094044379167524904028782450567466824515766755116715643
<62>
26×10135-539 = 2
(8
)1343
<136> = 3 × 50891 × 8468576797819920179
<19> ×
2234385831187018536128720137052584693208227767358541461701571907873475713701455289815160067333711596710209062049<112>
26×10136-539 = 2
(8
)1353
<137> = 181 ×
159607120933087783916513198281154082259054634745242480049109883364027010435850214855739717618170656844689993861264579496623695518723143<135>
26×10137-539 = 2
(8
)1363
<138> = 7 × 21563 × 41029142321912814750708583949
<29> ×
46647801149261483258230864451435677225991269707280561420744207532823419482080864353602554573078146542987<104> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs for P29 x P104 / 11.37 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin /
October 8, 2008 2008 年 10 月 8 日)
26×10138-539 = 2
(8
)1373
<139> = 3 × 31 × 7211 × 37439341 × 530151389 ×
217032261110742339942597818960829331477049817827508872233817615281717231869910164738832590794751007004935553046090229<117>
26×10139-539 = 2
(8
)1383
<140> = 19 × 650332942358395019
<18> × 25824273646714062684335659000399
<32> × 53915380676867209844669001244727
<32> × 1679193300944030131679668243451992636232339574284880906011
<58> (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=3801838601 for P32(5391...) /
September 29, 2008 2008 年 9 月 29 日) (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=4115694971 for P32(2582...) x P58 /
September 29, 2008 2008 年 9 月 29 日)
26×10140-539 = 2
(8
)1393
<141> = 3992591893357
<13> × 96875987404465823
<17> ×
746895384748374359959089705740704378058572598674316950072668867286857950868875539289872609176930357458360205953<111>
26×10141-539 = 2
(8
)1403
<142> = 3
2 × 211 × 307 × 7059277 × 202892219 × 4742337129514889
<16> × 4346420857022058791531383
<25> × 167848584171363182054503004765095279783138013957685279736514621992226053601688851
<81>
26×10142-539 = 2
(8
)1413
<143> = 53089 × 340047641 × 991880503657452655844894459
<27> × 132486450373648223508514208908735758773123
<42> × 12177431881605206398029290707267400696763668300063466828015931
<62> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon, Msieve 1.38 snfs for P42 x P62 / 6.07 hours, 0.43 hours /
October 8, 2008 2008 年 10 月 8 日)
26×10143-539 = 2
(8
)1423
<144> = 7 × 283 × 577 × 639430311176401939
<18> × 72608421793173348599781043468017773823555749411
<47> × 5443651740505919077345587202768020121504697287012529543072932930028188871
<73> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs for P47 x P73 / 17.55 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin /
October 7, 2008 2008 年 10 月 7 日)
26×10144-539 = 2
(8
)1433
<145> = 3 × 293 × 745609 × 678417907 × 9579681949
<10> × 7734361840192667
<16> × 18653383673223032000447
<23> × 4701108985428404744140196988835695949579299656823171422998472067174091873399879
<79>
26×10145-539 = 2
(8
)1443
<146> = 11239 × 216179 × 5232607 × 2857515761752823077296380205207103
<34> × 6321322749840508001653491196321933073104039
<43> × 125798350480661208614497151909486922156386678885355697
<54> (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=854998713 for P34 /
September 29, 2008 2008 年 9 月 29 日) (Sinkiti Sibata / Msieve 1.38 for P43 x P54 / 9.57 hours /
October 8, 2008 2008 年 10 月 8 日)
26×10146-539 = 2
(8
)1453
<147> = 317 × 209257 × 3997061069623
<13> × 514125530874761037767
<21> × 1413169940062713959719
<22> × 1499640759996931158352302946258206632748618178546493861846290379312052337918146358033
<85>
26×10147-539 = 2
(8
)1463
<148> = 3 × 56729549 × 29588801926945123689788161696051
<32> × 139196806868612644199754015153798471168262938060269
<51> × 4121388922514085391358255144517180551116771872537841893331
<58> (Serge Batalov / Msieve-1.38 snfs for P32 x P51 x P58 / 11.00 hours on Opteron-2.6GHz; Linux x86_64 /
October 8, 2008 2008 年 10 月 8 日)
26×10148-539 = 2
(8
)1473
<149> = 17 × 696481 × 74377741 ×
32804215780521233335490209700456550748236337656937633779034439647521471670580420144283828957451404295191925578691707159514330477268719<134>
26×10149-539 = 2
(8
)1483
<150> = 7 × 269 × 1531 × 4229 × 70639 × 12856007 × 4742624878308117767
<19> × 97788970591581258252270720835373003
<35> × 56261117004221928191795911695451058499504506266353625153621755380206925363
<74> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs for P35 x P74 / 24.19 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin /
October 8, 2008 2008 年 10 月 8 日)
26×10150-539 = 2
(8
)1493
<151> = 3
2 × 2970977 × 134070029 ×
805855800107634154771237698747652354489384441941068313256532111425748588411632709253607573474630409356758276799249015256107469665192039<135>
26×10151-539 = 2
(8
)1503
<152> = 75709 × 169021267 × 3133069329813048029514937
<25> ×
720563021009577795205485637148670889595753412346832249671776180332134614182947491956090383956817839261009868626653<114>
26×10152-539 = 2
(8
)1513
<153> = 924037 × 23877311 ×
13093509298616785302065567686835520614581695154960290637152449419998853988466108778330950594260253839263066598881268011977566049861216049769<140>
26×10153-539 = 2
(8
)1523
<154> = 3 × 31 × 47 × 99232075578793
<14> ×
6660363876901343055973973344680091503160102765073947189753962932778327099808319698331954646270760092673450871292819500117848950188077561<136>
26×10154-539 = 2
(8
)1533
<155> = 59 × 9069461437
<10> × 12497082788219
<14> ×
4320049086309313740633616522467248387253360929363994620217114507257915104733445170442171032322686533413922930839052244146156708679<130>
26×10155-539 = 2
(8
)1543
<156> = 7 × 23 × 601751861 × 434606430250744155498232965602831581
<36> ×
6861062456898643456131174629095768996957912069600254884539207471769541324001009925483131949479653797412862483<109> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=1810396645 for P36 x P109 /
October 8, 2008 2008 年 10 月 8 日)
26×10156-539 = 2
(8
)1553
<157> = 3 × 331 × 587 × 9377 × 32537 × 82779547 × 29861311761897452258856672790427
<32> ×
6571585131207911210838823149579888907845030427984588149967313321690114167689229511352163744579597243273<103> (Serge Batalov / GMP-ECM 6.2.1 B1=1000000, sigma=3981921852 for P32 x P103 /
October 7, 2008 2008 年 10 月 7 日)
26×10157-539 = 2
(8
)1563
<158> = 19 × 313 × 34321501 × 1671089759
<10> × 21638934139807
<14> × 57074054446152619
<17> × 2220772121157679073
<19> × 18327578493929997273111231602653
<32> × 1684935087308557261733642836693608542354060512864471113923
<58> (Serge Batalov / Msieve v. 1.36 for P32 x P58 / 1.22 hours /
October 7, 2008 2008 年 10 月 7 日)
26×10158-539 = 2
(8
)1573
<159> = 130811 × 973426505769073
<15> × 34425015087386547163
<20> × 3241490273279072043571
<22> × 12344721383578441602570691129719532666583
<41> × 1646960755389981787462956664892649361997386854346581393679
<58> (Robert Backstrom / GMP-ECM 6.2.1 B1=2008000, sigma=809588647 for P41 x P58 /
October 7, 2008 2008 年 10 月 7 日)
26×10159-539 = 2
(8
)1583
<160> = 3
3 × 29 × 287107 × 23759322402380015305157
<23> × 10313704067523250659900937829730796309
<38> × 11921264837382755488951323168235476632314123
<44> × 4399002839960155168477804483921875138150723586357
<49> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=1193863371 for P38 /
October 7, 2008 2008 年 10 月 7 日) (Serge Batalov / Msieve-1.38+polyselect gnfs for P44 x P49 / 1.00 hours on Opteron-2.6GHz; Linux x86_64 /
October 8, 2008 2008 年 10 月 8 日)
26×10160-539 = 2
(8
)1593
<161> = 139 × 11833111840768866262117
<23> × 24699164607397616188571642243521836798253
<41> × 4778115508280883342643806899807566682589691
<43> × 148825777520226664598083038604252245390400654880786267
<54> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs for P41 x P43 x P54 / 75.15 hours on Core 2 Duo E6300 1.86GHz, Windows Vista /
October 9, 2008 2008 年 10 月 9 日)
26×10161-539 = 2
(8
)1603
<162> = 7
2 × 499 × 1787 × 69191 × 2820898047146817411392847106167872926575917073080403520030662745443696079
<73> × 33874481999243789182317500712459693487731094537714674684152288464812979533931
<77> (Serge Batalov / Msieve-1.38 snfs for P73 x P77 / 20.00 hours on Opteron-2.6GHz; Linux x86_64 /
October 8, 2008 2008 年 10 月 8 日)
26×10162-539 = 2
(8
)1613
<163> = 3 × 71 × 2381 × 1286752331
<10> × 3518638741
<10> × 488013020337713483
<18> × 2341843428702214565327
<22> × 16478484422634004821354670852019
<32> × 66806030166871209272531841587303602230572861871779330755544732265179
<68> (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=3012937427 for P32 x P68 /
September 30, 2008 2008 年 9 月 30 日)
26×10163-539 = 2
(8
)1623
<164> = 119399142290603076780796237
<27> ×
241952231269608503953586874310657354898130070810017981222732524369789814241184358858202053756481486424720152830583247210798309314301285759<138>
26×10164-539 = 2
(8
)1633
<165> = 17 × 61 × 173 × 1570859 × 3678654851
<10> × 5556478709
<10> × 88233409332539930388136681
<26> × 22070470776022600268261014908547019424559
<41> × 25753450207192235293374738897634290020737717214515574604202694188217
<68> (Sinkiti Sibata / GGNFS-0.77.1-20050930-pentium4 gnfs for P41 x P68 / 23.43 hours on Pentium 4 2.4GHz, Windows XP and Cygwin /
October 9, 2008 2008 年 10 月 9 日)
26×10165-539 = 2
(8
)1643
<166> = 3 × 1759 × 86073325207738151
<17> ×
6360264303028910215249393335539691073651202074350897653364815984220467642485100197017274628341967247175114967166146302995631103710833171153824729<145>
26×10166-539 = 2
(8
)1653
<167> = 521 × 1597 × 197787847 × 265118142137434755285925832970724934903901408844488191
<54> × 662138969195960498557622691000644669495559191169984336202123246282041767740138009213412163051256367
<99> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs for P54 x P99 / 133.61 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin /
October 11, 2008 2008 年 10 月 11 日)
26×10167-539 = 2
(8
)1663
<168> = 7 × 2399 × 6323 × 127691 × 2938021 × 180397057763401
<15> × 641381666556496229620462884848095705753
<39> × 62678442074912406253135639578417547373032295596932760185025327623693360325589453770923938796959
<95> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs for P39 x P95 / 143.96 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin /
October 13, 2008 2008 年 10 月 13 日)
26×10168-539 = 2
(8
)1673
<169> = 3
2 × 31 × 666737 × 1167093673337653327127830327069259661809
<40> ×
13306577381392358475255309881615503665415368980360269644105388734553589493156498969747963330291726610161219478491166215269<122> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=304196581 for P40 x P122 /
October 7, 2008 2008 年 10 月 7 日)
26×10169-539 = 2
(8
)1683
<170> = 599 × 564251 × 18224693 × 177056177 × 4722398199915096083
<19> × 4741302251973319790706989
<25> × 56575334809536652290971314862111609
<35> × 20910913013535396971131194830319308120739735863239243650630700492909
<68> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=67958517 for P35 x P68 /
October 7, 2008 2008 年 10 月 7 日)
26×10170-539 = 2
(8
)1693
<171> = 7229 × 24035351007699908057581878367616649511683898296781394921019100136189478983771471809
<83> × 1662655008492786764992070871336132080310708411773454004559517256637120059624426981103
<85> (Serge Batalov / Msieve-1.38 snfs for P83 x P85 / 30.00 hours on Opteron-2.6GHz; Linux x86_64 /
October 8, 2008 2008 年 10 月 8 日)
26×10171-539 = 2
(8
)1703
<172> = 3 × 211 × 122719 × 180794175688461612300191133500389304146671181730293708035199997373677168279
<75> × 205698386608080360118607066964350163888517864066216726017377451689667747458205138175489651
<90> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs for P75 x P90 / 221.55 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin /
October 18, 2008 2008 年 10 月 18 日)
26×10172-539 = 2
(8
)1713
<173> = 1361 × 100943 × 17925443 × 751138622317
<12> × 61848580245836377168833683
<26> ×
252508952476500950360574767111238814039555397439793304069671993069857964005552605366899757990885522699258916138943691177<120>
26×10173-539 = 2
(8
)1723
<174> = 7 × 5345563 × 356118313 × 94738530119
<11> × 82765264775272143387710929
<26> × 590730273517065674941601593301
<30> × 4680379406791545979074664333491333449194196124011084309121446847153757753651238530807739101
<91> (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=2868073495 for P30 x P91 /
October 1, 2008 2008 年 10 月 1 日)
26×10174-539 = 2
(8
)1733
<175> = 3 × 151 × 18917 × 2243086562866881513988079273467
<31> × 9505588734014909843517432505768084428737
<40> × 15810853645946726698592400974520411575672816481225283858869417945537837498204945702733827218560177
<98> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=1153297637 for P31 /
October 7, 2008 2008 年 10 月 7 日) (Serge Batalov / GMP-ECM B1=3000000, sigma=481747367 for P40 x P98 /
October 7, 2008 2008 年 10 月 7 日)
26×10175-539 = 2
(8
)1743
<176> = 19 × 19864097753703704521827520997023829831149889
<44> × 1054510268817082005325406588880925137752766424226059
<52> × 72586788244848406664760136158312476684344733516938432662645506456827825620239107
<80> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon, Msieve 1.38 snfs for P44 x P52 x P80 / 28.77 hours, 3.66 hours /
October 19, 2008 2008 年 10 月 19 日)
26×10176-539 = 2
(8
)1753
<177> = 11927 ×
24221421052141266780321026988252610789711485611544301910697483766989929478401013573311720373009884202975508416943815619090206161556878417782249424741250011644913967375609029<173>
26×10177-539 = 2
(8
)1763
<178> = 3
2 × 23 × 797 × 590267 × 346862580444879277150908652639967039
<36> × 423620523367189045420004683647513020131665408847
<48> × 201892053200696614691006324545970203799153294107874994064293439714560039852942087907
<84> (Wataru Sakai / GMP-ECM 6.3 B1=3000000, sigma=4242469622 for P36 /
January 8, 2012 2012 年 1 月 8 日) (Warut Roonguthai / Msieve 1.48 snfs for P48 x P84 /
March 24, 2012 2012 年 3 月 24 日)
26×10178-539 = 2
(8
)1773
<179> = 11633 × 22031 × 39301 × 73699 × 587527 × 181442170201746685666090130449504837290594058667
<48> ×
365067895755082371783678724995370730577088272638074903294768377394455427788813827300300079109146079247674831<108> (Dmitry Domanov / Msieve 1.50 snfs for P48 x P108 /
May 21, 2013 2013 年 5 月 21 日)
26×10179-539 = 2
(8
)1783
<180> = 7 × 26449 × 51169 × 3677980138409395566969512266999
<31> × 3694151360312180723018719885828163760695931611624502557577497707921
<67> × 2244360139220201596977463363963440775110994946044220368469156959664817331
<73> (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=3145198687 for P31 /
October 3, 2008 2008 年 10 月 3 日) (Dmitry Domanov / Msieve 1.50 snfs for P67 x P73 /
May 21, 2013 2013 年 5 月 21 日)
26×10180-539 = 2
(8
)1793
<181> = 3 × 17 × 6199 × 2980993 ×
3065335888297667769320709110923880681073307448766464059078969059931712426134450513591867962683518246674139866132340814945466334689457203144029089405734991146022448090119<169>
26×10181-539 = 2
(8
)1803
<182> = 807636038863
<12> × 66921488789290673389427
<23> × 3369328714769614093261442906539
<31> × 10427535445872279149019723424643
<32> × 15213337374233333928173075243605186576974590180708600740358741591585161684419541914479
<86> (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=3913582467 for P31 /
October 3, 2008 2008 年 10 月 3 日) (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=3547369548 for P32 x P86 /
October 3, 2008 2008 年 10 月 3 日)
26×10182-539 = 2
(8
)1813
<183> = 401 × 2927 × 292141869281
<12> × 2863326167144624827
<19> × 1095801874200976694559259668059942398362699121733538025643800147
<64> × 268514089273233140101737518558727987871662202083943332083165446571301830246608274861
<84> (Dmitry Domanov / Msieve 1.50 snfs for P64 x P84 /
June 7, 2013 2013 年 6 月 7 日)
26×10183-539 = 2
(8
)1823
<184> = 3 × 31 × 44740139 × 727393981955118375455694762027167
<33> ×
954510823386132534224267076999378204081264448719514571031860968958789346547856870659196008785405121179513067389851384456773239692755612985587<141> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1138828095 for P33 x P141 /
May 5, 2011 2011 年 5 月 5 日)
26×10184-539 = 2
(8
)1833
<185> = 59021 × 3884261 × 9306634682534417159
<19> × 829258161363959762983675326509364008024210113
<45> ×
16328017213801956969737663823944089470278335111306801934289820892342358845735041784399722587336432332455364629<110> (Dmitry Domanov / Msieve 1.50 snfs for P45 x P110 /
June 10, 2013 2013 年 6 月 10 日)
26×10185-539 = 2
(8
)1843
<186> = 7 × 11967880220222771535977473028528815286409995203134321966881379578399
<68> ×
3448383549168999632700369166622141002514388314197364283079763510370070630825743226204284898075719770357515051628529131<118> (Robert Backstrom / GGNFS-0.77.1-20060513-athlon-xp, Msieve 1.38 snfs for P68 x P118 / 64.71 hours, 16.53 hours /
October 12, 2008 2008 年 10 月 12 日)
26×10186-539 = 2
(8
)1853
<187> = 3
5 × 157 × 255755548226249
<15> ×
296073712015724454320467006971773427889531916661278788572184802035594065336004347438818908177886347930247375042325751235873791712768620866878288896056547323002518026317<168>
26×10187-539 = 2
(8
)1863
<188> = 29 × 10034553714807007
<17> × 4405806571350986248725535064223823448621220686149401293388821506217652569
<73> × 22532498571582195250818256341215174676422219155535062603765144586285580133719085617908490106531769
<98> (Kenji Ibusuki / Msieve v. 1.49 (SVN unknown) + GGNFS-0.77.1-VC8 with factMsieve.pl (decomposed + modified) snfs (without procrels.exe, matbuild.exe for "finalFF" calculation) /
March 17, 2018 2018 年 3 月 17 日)
26×10188-539 = 2
(8
)1873
<189> = 163 × 126615116466869
<15> × 242454230536999579574248898107253798373127
<42> × 73952651541143383855877329528338599906295195498044099699681
<59> × 780681986995396907452793539483572410186061343662364583049027014047346347
<72> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1265340291 for P42 /
May 7, 2013 2013 年 5 月 7 日) (Erik Branger / GGNFS, Msieve gnfs for P59 x P72 /
June 16, 2013 2013 年 6 月 16 日)
26×10189-539 = 2
(8
)1883
<190> = 3 × 1553 × 5563 × 1716856439
<10> × 33281651354256743
<17> × 220093334692314683
<18> × 12440847919526437323031549
<26> × 19176512476342391558103973
<26> × 37150419371833925898457792019134544145819010399802274471317333750664669120403165072227257
<89>
26×10190-539 = 2
(8
)1893
<191> = 113 × 2141 × 12979 × 185673748573
<12> × 1084235366241799973789348448668859958552750252600343
<52> × 103199837035235633159366567046015824809629313786419361
<54> × 442834460126984342812781072059928936214251289152911189210048694911
<66> (Robert Balfour / GMP-ECM 7.0.5 B1=11000000, sigma=1:4265662328 for P54 /
April 13, 2020 2020 年 4 月 13 日) (Dmitry Domanov / YAFU for P52 x P66 /
April 15, 2020 2020 年 4 月 15 日)
26×10191-539 = 2
(8
)1903
<192> = 7 × 131 × 379 × 4877 × 177301297 × 9235011307524378177614844189954982329700934572119677
<52> ×
104092680728437587943500420687763239790931333434282632708193904354287841800934421747902852527368513930749492856618596495837<123> (Edwin Hall / CADO-NFS/Msieve for P52 x P123 /
December 28, 2020 2020 年 12 月 28 日)
26×10192-539 = 2
(8
)1913
<193> = 3 × 10683249209
<11> × 233948408030972261370023921501248280422579230481195601
<54> × 107364190578448740457889688379508213740943833119862916279073581
<63> × 3588613412062468961426599934006354849570911105274260802160756090509
<67> (Robert Backstrom / Msieve 1.44 snfs for P54 x P63 x P67 /
March 22, 2012 2012 年 3 月 22 日)
26×10193-539 = 2
(8
)1923
<194> = 19 ×
1520467836257309941520467836257309941520467836257309941520467836257309941520467836257309941520467836257309941520467836257309941520467836257309941520467836257309941520467836257309941520467836257<193>
26×10194-539 = 2
(8
)1933
<195> = 9181 × 33131310762757534463314113982209864083
<38> × 71560706656797374735771430031012361122553971299922847
<53> ×
13271732283038414200610610109504916259462244445922036888329639191659200740560005511971751385434751243<101> (matsui / GMP-ECM 6.2.1 for P38 /
November 5, 2008 2008 年 11 月 5 日) (Eric Jeancolas / cado-nfs-3.0.0 for P53 x P101 /
February 5, 2021 2021 年 2 月 5 日)
26×10195-539 = 2
(8
)1943
<196> = 3
2 × 443 × 358487 × 17671297873193647462145461
<26> ×
114378064739778988438057178813407340541905764372470082159460520094310343452954566849236687402930613723374857943874345635250228158864546720322313852761533253603787<162>
26×10196-539 = 2
(8
)1953
<197> = 17 × 1087 × 929315689 × 34487954531312019203
<20> ×
48777739128054713237482630843607958367591907153826181935680137677457394533627104344419090728662645805467438434676748055569904171499013770145983648595090641323846631<164>
26×10197-539 = 2
(8
)1963
<198> = 7 × 71 × 5827 × 33931 × 11178789730567
<14> × 160474133236419241
<18> × 56306547250849852600833678809
<29> × 75596565104432146039405528529
<29> × 385009979678762504086786747134199125917805790129411664760128132679332492042940092757602857005240341
<99> (Serge Batalov / GMP-ECM 6.2.1 B1=1000000, sigma=3961827852 for P29(7559...) x P99 /
October 7, 2008 2008 年 10 月 7 日)
26×10198-539 = 2
(8
)1973
<199> = 3 × 31 × 9643 ×
3221333753593490725222584870064405612505019395526632934346368460367249393552946523010048950644334894317331853502165913308209408004345331438693496412115634483188416678529847701535002702822916717<193>
26×10199-539 = 2
(8
)1983
<200> = 23 × 47 × 16889 × 99702319614580169855411929984280159751927071464169353
<53> × 112879180833728107731930758513538191485513904518507517567
<57> × 140598956467960922663752484626699497444761638897555138382562440204673333874313016437
<84> (Robert Backstrom / Msieve 1.44 snfs for P53 x P57 x P84 /
October 26, 2010 2010 年 10 月 26 日)
26×10200-539 = 2
(8
)1993
<201> = 2243 × 1122891043063499300397046028860259110510362089603833836841519
<61> ×
114700139824709944947549097588800537244671592745208301914546443009726570234479963997583593042030271231169869530665744108323843803528447999<138> (Robert Backstrom / Msieve 1.42 snfs for P61 x P138 /
April 21, 2010 2010 年 4 月 21 日)
26×10201-539 = 2
(8
)2003
<202> = 3 × 211 × 19993478767109
<14> × 10949753710198470975370811
<26> × 14547107664863174119264709809936747027083323881700350219149290223549109
<71> × 1433038171605095605578405546541125117380653089473368837972729901136421193084887276174344361
<91> (Bob Backstrom / Msieve 1.44 snfs for P71 x P91 /
December 26, 2023 2023 年 12 月 26 日)
26×10202-539 = 2
(8
)2013
<203> = 53279696384653331834409841423141
<32> ×
542211965329630444294633841069991684295684552564765900896382668880030671112219250967009645694458185380197343081121594656770257833813534962224167635690410800825067937491063<171> (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=3231428238 for P32 x P171 /
October 6, 2008 2008 年 10 月 6 日)
26×10203-539 = 2
(8
)2023
<204> = 7
2 × 248033 × 95574438551
<11> × 49880012460521
<14> × 9812895652507523
<16> × 255734376119298683215859845920412756944419
<42> ×
1986875673850326665568157162377965413921846211930213866225273560834674752530207840862283568926636764656231525164837<115> (Bob Backstrom / GMP-ECM 7.0.4 B1=36470000, sigma=1:360490141 for P42 x P115 /
October 8, 2021 2021 年 10 月 8 日)
26×10204-539 = 2
(8
)2033
<205> = 3
2 × 199 × 463 × 868884451118897
<15> × 156502951782418193
<18> × 694430743408346543317934266065283
<33> ×
36892727464062353803746935998125110790437863065618259953712823593194923501179666721819922557179370336183877369556062715328482342983457<134> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=2172110407 for P33 x P134 /
October 7, 2008 2008 年 10 月 7 日)
26×10205-539 = 2
(8
)2043
<206> = 150497 × 1472282782226999190085273
<25> × 7820116104038038865248694435677276158133
<40> × 199129698089302637953117967873480810390257788243589471031489
<60> × 83726420829401070715176436757509323551820697232707675136558382891929763584639
<77> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=2113927963 for P40 /
June 19, 2013 2013 年 6 月 19 日) (Erik Branger / GGNFS, Msieve gnfs for P60 x P77 /
December 1, 2014 2014 年 12 月 1 日)
26×10206-539 = 2
(8
)2053
<207> = 139 × 173747617 × 76374204656211541488657974941980929
<35> × 28217547269776474315093822307602809739
<38> × 179012084628061888026383193649999304699543719559933444232607
<60> × 31006223239062311275168659263149647499272835988537997877366096373
<65> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2924473540 for P35 /
May 7, 2013 2013 年 5 月 7 日) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=4079992771 for P38 /
June 19, 2013 2013 年 6 月 19 日) (Erik Branger / GGNFS, Msieve gnfs for P60 x P65 /
June 22, 2013 2013 年 6 月 22 日)
26×10207-539 = 2
(8
)2063
<208> = 3 × 173 × 988579 × 1201505863
<10> × 1173198873857
<13> ×
[3994427731801348373078330396141615758811979417741495354587839418427764843163579942963661631735451129313349814714977781810128588552898318806711887545273032481102254127784831611713<178>]
Free to factor
26×10208-539 = 2
(8
)2073
<209> = 571 × 8288453 × 5696373047756975432345878533294413
<34> ×
1071575630011821520721084469602477890414379323100075456462225211544231119599327225068812358656562866143798791678716497252975920380882768589247896720015425359635554857<166> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=848187652 for P34 x P166 /
May 7, 2013 2013 年 5 月 7 日)
26×10209-539 = 2
(8
)2083
<210> = 7 × 911 × 4969 × 254099168745046904104114508221174859
<36> ×
35879152867419350155318437056198755040400666689908267524480890512280488705940757035446587019812295255540663157802578849888739801086266608082150527489294905612860558249<167> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=1630480796 for P36 x P167 /
May 7, 2013 2013 年 5 月 7 日)
26×10210-539 = 2
(8
)2093
<211> = 3 × 11177 × 90067 × 10254311 ×
93285071923841329599428632232738935402659408998742222567410282572083500176874742372133849141640911814531495131768370843125710137920102476190013677218869313056369564589652811584042849297181174389<194>
26×10211-539 = 2
(8
)2103
<212> = 19 × 2282176632989756411656415048991301
<34> ×
666235826919946641602119884025819683683919154448590882223997881075893060613774874532390140609958824969926011168802001106406992342931892729266364107705286639660667586448113602157<177> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=2406093671 for P34 x P177 /
May 7, 2013 2013 年 5 月 7 日)
26×10212-539 = 2
(8
)2113
<213> = 17 × 59 × 359 × 79091867 ×
10143868942612250544355267042799809276095997605610884506479843676504977849171295342584443833181244455701475499757566515874398212264158814743135388010142968512612746570757795685330528851057167666552237<200>
26×10213-539 = 2
(8
)2123
<214> = 3
3 × 31 × 109 × 18378617 ×
[1722923740191361366934165739040409313553324594846568778901159471808954297148096365111806900037389442554271175277670857803726481416164381898732288878750420571280589721941737592381116022057513864536858603<202>]
Free to factor
26×10214-539 = 2
(8
)2133
<215> = 5023 × 193470954241
<12> × 5766766681578540224986556100522516181562663
<43> × 2629786736957168937241540679991993182982064726401703
<52> ×
1960193638212007201135499872189998882220470959127059602411641578890681016679312366061995436137392415015229<106> (Bob Backstrom / Msieve 1.54 snfs for P43 x P52 x P106 /
October 22, 2020 2020 年 10 月 22 日)
26×10215-539 = 2
(8
)2143
<216> = 7 × 29 × 33120044753
<11> × 37619110458434137
<17> ×
1142182136657885983180173887498826665800716334995346921566532613546230294684626202129039580279608071455112006348549015709166748055440618490247142372929250820400707079309239527976460048401<187>
26×10216-539 = 2
(8
)2153
<217> = 3 × 227 × 9103 × 232103 × 14704933 × 2831843327237
<13> × 45362060754169739145426891311925731
<35> ×
1062902385730232648114643952102411338350504261912478717632895324040288225993759778146801895521717390543560804075726524807200125965565958523945987903177<151> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=991511848 for P35 x P151 /
May 7, 2013 2013 年 5 月 7 日)
26×10217-539 = 2
(8
)2163
<218> = 1109 × 2194212043939641370247
<22> × 149646311097227365434442803826469
<33> × 137591281122428693985268941376865759
<36> × 807313541805248586611575808094611165191477
<42> × 714202770330891375643901235133357394344640197669245947760884451410884116512721257063
<84> (Dmitry Domanov / GMP-ECM B1=3000000, sigma=8642252 for P33, B1=3000000, sigma=1735152110 for P36 /
May 7, 2013 2013 年 5 月 7 日) (Dmitry Domanov / Msieve 1.50 gnfs for P42 x P84 /
May 13, 2013 2013 年 5 月 13 日)
26×10218-539 = 2
(8
)2173
<219> = 457 × 521 × 751 × 4397 × 67231 × 1868843 × 17005244444862403021
<20> ×
171971010889178839892916336044536666745133359896156184254123891429779910245406830216318514966792969460241172027256022659937740200874647658098908956465280642633658756238930299409<177>
26×10219-539 = 2
(8
)2183
<220> = 3 × 205950509 ×
4675700815883698364459798266208523733063281542863110685310143918910940700627076201899374586944880835244563357514998727014376851882230419556588534398635368087208577682917807029857658487083238832699184846214499829<211>
26×10220-539 = 2
(8
)2193
<221> = 619313 × 605356816937
<12> × 449078378333784489535203376367969093507
<39> ×
171588058028081507728920397032330110283603100819261664126547167026036356374606274337332493228915237103358683682600448484807232539829185485489480483793808999372957049<165> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=3791084369 for P39 x P165 /
July 1, 2013 2013 年 7 月 1 日)
26×10221-539 = 2
(8
)2203
<222> = 7 × 23 × 2341 × 191911 × 73833371 × 89739478974181
<14> × 687051515242921
<15> × 18731491240274123
<17> × 90975860072698033
<17> × 1901386398749589426784433
<25> ×
270775415544983300544618578273341339969912581521164666696832865052689319602195517990762445950030479585651483862030669<117>
26×10222-539 = 2
(8
)2213
<223> = 3
2 × 1170406571
<10> × 8022109204363
<13> × 30801708164601050305279094813340871
<35> ×
1109911129502152063312689747972117829534654008358273117083075497927741281503452708909585491539428179509041827010592017818942566184733525005063226872285270821542983189<166> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=484961250 for P35 x P166 /
May 3, 2013 2013 年 5 月 3 日)
26×10223-539 = 2
(8
)2223
<224> = 17316229797498571
<17> × 1453032624017013000763127203926120827602414537
<46> ×
[1148159259616932493498885730410222309098428211072342896293472151729863707483579954125488380953971034412631227559922324217957647238936367459870566601621679576902129<163>] (Dmitry Domanov / GMP-ECM B1=11000000, sigma=690260957 for P46 /
July 1, 2013 2013 年 7 月 1 日)
Free to factor
26×10224-539 = 2
(8
)2233
<225> = 61 × 311 × 2963 × 296201 × 152052997 ×
[114110986000624007986527262195442557034016161932712461983590973312057780492408944772039621467027896928763670833460465933681000277532984627810595879539137123009378436639449148375386375394280407086620059743<204>]
Free to factor
26×10225-539 = 2
(8
)2243
<226> = 3 × 233 × 317 × 32221529 × 36747314251
<11> × 40703774826556696577587
<23> × 189176552245069293302671266011
<30> ×
[1429949364043194166140210375322519922265550152935435414024046420237962102453417331461503260894676195138879066953494671300894300637663897128695102088367<151>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2087530737 for P30 /
May 3, 2013 2013 年 5 月 3 日)
Free to factor
26×10226-539 = 2
(8
)2253
<227> = 491 × 1093 × 1199257 × 3307873 × 91051786544605781
<17> × 10556581690282142728123
<23> ×
[14117451707179041981684143259991268996595592821091837249246761875226496839538549472687058651590976651742595084473437617548729727725038385874244125383398983380315373836187<170>]
Free to factor
26×10227-539 = 2
(8
)2263
<228> = 7 × 197 × 388313 × 233416591 × 15840254730822502333841143
<26> × 30723479775785650317304769111707826256727
<41> × 280989247470751082413299473872495720244740703
<45> × 2440362493956337382154420951559699282236111241
<46> × 6925901539131042572747260842405952827578058804031851473
<55> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=3900110891 for P41 /
June 24, 2013 2013 年 6 月 24 日) (Serge Batalov / GMP-ECM 6.5 B1=11000000, sigma=1240604439 for P45; Msieve v. 1.51 (SVN 719M) for P46 x P55 /
November 8, 2013 2013 年 11 月 8 日)
26×10228-539 = 2
(8
)2273
<229> = 3 × 17 × 31 × 149 × 274777 ×
44630558602596612257293799835642140911544422498670635584750813369716959198775615715326053030976342320135865755038454104982736625651984618228890699312427206892357480795762315460145042719027546327131838904321226019411291<218>
26×10229-539 = 2
(8
)2283
<230> = 19 × 97 × 65039759 × 2798678952431
<13> × 113409073660511
<15> × 69484758049987795883
<20> ×
10927885743345392255159258662085260953921865351086842624638068556667326642995111665812917911831754319935469531300456072111016075222196399738755235138427255867001629707849053<173>
26×10230-539 = 2
(8
)2293
<231> = 321830857 × 283610885748986682917
<21> ×
3165047707232945412304984494626736211415841707058342495794339994028631515346862986263512114791478008721652671313923707974692438517635704881723053738914237816709972422099753283668501886251678258927654207<202>
26×10231-539 = 2
(8
)2303
<232> = 3
2 × 211 × 16273 × 6844433 × 37035632552930471
<17> ×
[368791587822017221422682090252215115916753952321463510871481179597621297560792637524429091641599194243570898606003962005641891486297326695012954413668495750889301127183222675043572437129542186665791903<201>]
Free to factor
26×10232-539 = 2
(8
)2313
<233> = 71 × 29191 × 1431277 ×
9738673917277343159435374957561243362757409776328642680034045389108637976544346053453468279508784098177342504496230765612317617798400946210393710505419428478801981942147059186387654869754988465395328041956799710181572239<220>
26×10233-539 = 2
(8
)2323
<234> = 7 × 257 ×
[160583039960471867086653078870977703662528565252300660860972145018837625841516892100549688098326230621950466308442962139460193934902106108331789265641405719226730899882650855413501327898215057748131678092767586931011055524674201717<231>]
Free to factor
26×10234-539 = 2
(8
)2333
<235> = 3 × 167 × 10285380683
<11> × 6428216071673374057838632969
<28> ×
[87213210873235222036690064513019148257377787829624490627033592590247997134331633454844120974317125116474805025826603636641224531306743238421433055993297339106832394143253621158666010145504705229<194>]
Free to factor
26×10235-539 = 2
(8
)2343
<236> = 42349 × 246527 × 74426253893
<11> × 147529820899
<12> × 47187849343166747311
<20> ×
5340562827855026746521984045480686678990515884747423315909654125892157940002780125667193157850438982624916772933671093695978657837524189464237907355393983171376750842101583110462964673<184>
26×10236-539 = 2
(8
)2353
<237> = 6367 ×
[45372842608589428127672198663246252377711463623195993228975795333577648639687276407866952864596966999982548906689004066104741462052597595239341744760309233373470847948623981292427970612358864282847320384622096574350383051498176360749<233>]
Free to factor
26×10237-539 = 2
(8
)2363
<238> = 3 × 4157 × 23623 × 21402739 × 2959063441219729
<16> ×
[154835620028846333451339040320310629237054479517436833043562111559358463627089696860899506524244015722026697197060242680904305709169993900632015220598066545558809811133977804374788808543061022020038081454321<207>]
Free to factor
26×10238-539 = 2
(8
)2373
<239> = 340933 × 106161688858853
<15> × 10245944907770432579
<20> ×
77900808190130620411443981596955770473251209656224952352814818708450057211149011617120740490218816169158591342518963879385782520430522822792359249267286142774416432577611868284234210534019224451373273<200>
26×10239-539 = 2
(8
)2383
<240> = 7 × 643 × 3082312469
<10> ×
[20823089339996373935665104672635694110150380842416301823514614558266521280982594225256257981156195677484563318101448373677720535945762992006441489185440507074522503070978277954345557571196425048805908248920724388210017202024907<227>]
Free to factor
26×10240-539 = 2
(8
)2393
<241> = 3
3 × 874607638441877
<15> ×
[122335868189165236872200115331737720784940461031100762017306065826675754449602938132663194602029918470901855790595308570220453843379212089667353983383129412155706593246968203767688650522582274966272002471672979710523252645477<225>]
Free to factor
26×10241-539 = 2
(8
)2403
<242> = 1225009 × 729111049 ×
[32344309158920777136897977026461659056788576578738020753262898456512625130211999638945004635802337588143878842368107478604119103532957223793509250405723943095220224380462619251072094156785040462683629705098267571015098223705163<227>]
Free to factor
26×10242-539 = 2
(8
)2413
<243> = 18493 × 450787 × 4299937003740734161290109483
<28> ×
8059163984453372511940872256835171700893448143774314437059933790769488747033695082948614500602426239514281116859911352756495063258922713784385740602969890546642222222638322537535709371186365421872086296911<205>
26×10243-539 = 2
(8
)2423
<244> = 3 × 23 × 29 × 31 × 1019 × 133213 × 92501993 ×
[3708943121589547559370628245195373445014226607260847614468603868143372686837428469975958437104662683611928122021185828471162026010829484276067621194397907393611888437261535191270784586936442865504175553913762618724621671483<223>]
Free to factor
26×10244-539 = 2
(8
)2433
<245> = 17 × 39989 × 17531531 × 206389259320909738261763860391
<30> ×
[11744497418566337170904718013855382364104771077474498124985906548835380543447327754601131331885256306198591812926957393768019183676750990562995979516907028234510778906573863418690941164515708078841716371<203>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2302979644 for P30 /
May 4, 2013 2013 年 5 月 4 日)
Free to factor
26×10245-539 = 2
(8
)2443
<246> = 7
2 × 47 × 46817 × 16804905850583
<14> × 4416299956873514946671
<22> × 5786749196685247085353
<22> ×
[6238842366894238712343927585309577519548244883552138192400826722413062463984037176340045178681739269327173473527009942597971981097270780400878743109156993747853647338289448736387277<181>]
Free to factor
26×10246-539 = 2
(8
)2453
<247> = 3 × 1000354673364987616726525991501888666227431528383143187
<55> ×
[962621546739771183943688872500188301155112943427102076407100486303595400561691173626782061304814933503544709688336034150098971928175310737429671596936775666654654045572693388643692958446208203<192>] (Serge Batalov / GMP-ECM B1=110000000, sigma=342608600 for P55 /
November 15, 2013 2013 年 11 月 15 日)
Free to factor
26×10247-539 = 2
(8
)2463
<248> = 19
2 × 5074923630709
<13> × 722480844686690845665000737
<27> ×
[21825680248181045290304639887616117901603126013016016155861032446226104656519593256335371743638304660863848531899448856429482279061093618793280553084069394652958541883071285439272137496377732197458930162191<206>]
Free to factor
26×10248-539 = 2
(8
)2473
<249> = 8263 × 26437 × 25815241321
<11> × 3534701849191
<13> ×
[14492787968186654647573273249220638546346700154349305860999131633284675892432531836885590026508896557154606185791024483391763341394327013777097486856736796087717922508650725677260754706779461951314431100557557087918863<218>]
Free to factor
26×10249-539 = 2
(8
)2483
<250> = 3
2 × 151 × 3296393 ×
[644870334060859401605635108814869425361422296818996987282942444117546427464441409965915030511259935025926289898183281421828262164907899986093477897609738608044744425752260224332045635093573111052781448470869193638478574779767499125879440309<240>]
Free to factor
26×10250-539 = 2
(8
)2493
<251> = 173 × 140045662396513
<15> × 3470563048949657
<16> × 188439419430822299
<18> × 7261749170678318353
<19> × 1482374505507383402040750083554707040341658991
<46> ×
169373006350200288083312727937230326102560812513878735651342575328754110066602223590844771800118709260883444447732746753423001711488359403<138> (Dmitry Domanov / GMP-ECM B1=11000000, sigma=3372157364 for P46 x P138 /
June 19, 2013 2013 年 6 月 19 日)
26×10251-539 = 2
(8
)2503
<252> = 7 × 683 × 9528732553369234575028765285228738578754287233846830409
<55> ×
6341280398493199008328206757579659128980640148275403493200669761807170870725406612993790814057534674879276089559908081744734650618334280582602918883552756636543909054546326365351718384216858727<193> (Seth Troisi / GMP-ECM 7.0.6, ecm-db 0.1.2 B1=10000000000 for P55 x P193 /
December 20, 2023 2023 年 12 月 20 日)
26×10252-539 = 2
(8
)2513
<253> = 3 × 139 × 3637 × 189506617 × 26987472970033
<14> × 5651195271384282079
<19> × 28121158376165371787891
<23> ×
[2343642488416148162933099563881603369822879607895755706897620213380251455106225772232888016023880022124559451614449583611971754182867271578329418744161861881677868218509782015363321963<184>]
Free to factor
26×10253-539 = 2
(8
)2523
<254> = 28493 × 68108313063151426081
<20> × 782426576285827075727
<21> × 17233295106203079646241731
<26> ×
[1104029348216006856949487737891488762415663829807987005052722466989987168047618537918232466128048288222383162081061314075787399829174018128397707507382102473910549497140361076900043323<184>]
Free to factor
26×10254-539 = 2
(8
)2533
<255> = 883 × 608609 × 10490473666237
<14> × 147648569456754057886633
<24> ×
347062286126891833125096653707939260639724384454730512670105713080804727362442977921429606748565177740159059927276580426377489355013257240117342918011472613763060556772421704405698863402504496361561941918080109<210>
26×10255-539 = 2
(8
)2543
<256> = 3 × 47873498891
<11> × 629785177445208859567009471
<27> ×
[31939048901289966283634450410042428784292270927078037020459593219273749585150219374743462594075955159028733145720444538232416138540923542834200824315916072013073535162235223868659467911280154111051272866663236884888301<218>]
Free to factor
26×10256-539 = 2
(8
)2553
<257> = 1579 ×
[18295686440081626908732671873900499612975863767504046161424248821335585110125958764337485046794736471747238055027795369783970163957497713039194989796636408416015762437548378017029061994229821968897333051861234255154457814369150657941031595243121525578777<254>]
Free to factor
26×10257-539 = 2
(8
)2563
<258> = 7 × 6101 × 8581211 ×
[788284873167296016344754999021706724226118830869100761206476355997068323955532702309605251372400428044436607354194363695352045369614680589083604476070281392680920157686521503026507061099887860251675990090570344603153367444098460047101304626857779<246>]
Free to factor
26×10258-539 = 2
(8
)2573
<259> = 3
2 × 31 × 349507 × 49162007499721
<14> × 2868049629263867
<16> × 2502620888336393378225418228473
<31> ×
83957485076933830600984511288505455204391676431512383287043123947955206570301394285865578389780340016163333390291992237497129353814451914027845598647650611446297206544431960774905443565135701<191> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=4067427940 for P31 x P191 /
April 7, 2016 2016 年 4 月 7 日)
26×10259-539 = 2
(8
)2583
<260> = 293860767117401509507
<21> ×
[98308083696478514487038737185075043913493993917093333103713895134245342156470255556215771735337175481337253821862331092494039330838159263528570371673192141476919571894565383571719531406043586302164241320376662383240992246106443532952154769<239>]
Free to factor
26×10260-539 = 2
(8
)2593
<261> = 17 × 179 × 33100600011243749209
<20> × 13909515327789688410617447
<26> × 4121878149972642343686552229
<28> ×
[50024859019799505080077715170806531179903991246298768304056972901743546392854945948958041803023597343513702257010555421235041040680336294116791087681046362825144512497087443669682301843<185>]
Free to factor
26×10261-539 = 2
(8
)2603
<262> = 3 × 211 × 9791 × 315613 × 5223291642979715245494181
<25> × 608248188346503903761311781614781275513
<39> ×
464857770680396044000695729215003958130983800904778888348882899955753460456878580858933734894227267792160459567178981092877699509062739539254989512385237713909065587290614015537854861549<186> (Dmitry Domanov / GMP-ECM 7.0.5 B1=3000000 for P39 x P186 /
January 8, 2024 2024 年 1 月 8 日)
26×10262-539 = 2
(8
)2613
<263> = 55743181346782370915768955349771060645613
<41> ×
[518249733705886241186984969041112825838511922404993678989505023535619626016048098097437176605153242454517404843682104757170769215016287260239557306745294963928225283649404844542764500129372763923330554277689960304187493791<222>] (Serge Batalov / GMP-ECM B1=6000000, sigma=3122407154 for P41 /
May 1, 2016 2016 年 5 月 1 日)
Free to factor
26×10263-539 = 2
(8
)2623
<264> = 7 × 280022214043328654704781237
<27> × 23245038919704131868712070356909864502599601
<44> ×
6340303330561755526398392040857162336360476993080061875350381157000575624453368896164631697588833061717558227025513212002695549448471657400346476450130580287428766423577573537581974747781176337<193> (Ignacio Santos / GMP-ECM B1=3000000 for P44 x P193 /
April 4, 2024 2024 年 4 月 4 日)
26×10264-539 = 2
(8
)2633
<265> = 3 × 157 × 441359 × 1055890567
<10> × 1378059247406788829
<19> × 121054328869219495460824480381271
<33> ×
[78895243397936995091386264718799814742850984435139199238946102620134526151066313655913873671635067075139712854086479696245310804255245550713367311891837756121540467808817432136069100762386182740999<197>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3502986778 for P33 /
April 7, 2016 2016 年 4 月 7 日)
Free to factor
26×10265-539 = 2
(8
)2643
<266> = 19 × 23 × 3697 × 59053 × 117351059869
<12> × 13136513290463
<14> × 11646533119594843727811407293273
<32> ×
[16865304768351951126773982204089902170249710267946638724257564257502413486901350474481544272410640115875834156108869373099624312808821467573985237201858410886359950769103179780528644908716411400651129<200>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2296376251 for P32 /
April 7, 2016 2016 年 4 月 7 日)
Free to factor
26×10266-539 = 2
(8
)2653
<267> = 193 × 331 × 649634962850201
<15> × 1896200921087748740321
<22> ×
3671062617016411966709845768063876923149903231524042267867814745474054105009560995407337841192698674522766555101131622406675893729307736004608550032161756035908055334815886881652052136754955802111623246053334890796307378602881<226>
26×10267-539 = 2
(8
)2663
<268> = 3
4 × 71 × 739 × 38874407261
<11> ×
[17485548187414561040322328311003685887530863607960089426305864523538888674589482981790428663291384593899438636793772295985924462611676885664622337737870740460948414981712249108497799270180823818598915049055903649045349730235365605371325839341601442627<251>]
Free to factor
26×10268-539 = 2
(8
)2673
<269> = 56936916811759813
<17> × 3671599894906251715567
<22> ×
138191567738860520019990680927581105607300457864253878454601083817060040351895444241481442197977885778564112419077339515802626616972290655935062248206873217929675079797838238736282619291300239436820877842511235335235480178830554073<231>
26×10269-539 = 2
(8
)2683
<270> = 7 × 163 × 2789 × 47161 × 16115277884369
<14> × 36239418724703
<14> × 87560551555379906537147536437097899179
<38> × 338758743040494193369522626697666908553277
<42> ×
111120874742418987630485022596873524263440169462829834369469613354440733928004698321114968256801606918626578532190615364338800736321728249997798624913987<153> (Ignacio Santos / GMP-ECM B1=3000000 for P42 /
April 4, 2024 2024 年 4 月 4 日) (Ignacio Santos / GMP-ECM B1=3000000 for P38 x P153 /
April 5, 2024 2024 年 4 月 5 日)
26×10270-539 = 2
(8
)2693
<271> = 3 × 59 × 521 × 20996567 × 12213454024279
<14> × 25277774031536353
<17> × 55128781976773697462782422151082009533
<38> ×
[87662899365915944050875300880445333167476882898405436760843588344535379519257002376299902274106457549568069501588879484604987680866449616521088378469345993098405627918775140261746482627642007<191>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=635239030 for P38 /
April 8, 2016 2016 年 4 月 8 日)
Free to factor
26×10271-539 = 2
(8
)2703
<272> = 29 × 10973 × 53593 × 575549355187041673
<18> ×
[2943179984213932731141100089642906241869859690675538256102014281687747575955204694501946755692431301364599655083957353515129107386637650879092138795187924990797545432244960774988138159462843300484786622903261876532881965206708123311749762784891<244>]
Free to factor
26×10272-539 = 2
(8
)2713
<273> = 49843 × 552353 × 7895772133
<10> ×
1328970500274068576972396699672226774589345271646073702561958218346197882770463519498656129723121551394644267753393854641511367777542873377667477245470837598175246172709070982345617746034062755768281425723807502423044160812597232849086469603398697256269<253>
26×10273-539 = 2
(8
)2723
<274> = 3 × 31 × 212815553 × 204504369939829
<15> × 3446768950590899
<16> × 4024566624705159025790939
<25> × 169651690863984418442030694441735503624701
<42> ×
303286058862640660864762884419727448868477387491193915718982126350741052618222190031202647999699026789797271884637485885302640140990735256162117920987929600727144911183<168> (Marlon Trifunovic / GMP-ECM 7.0.5-dev B1=3000000, sigma=1:3043075039 for P42 x P168 /
February 28, 2022 2022 年 2 月 28 日)
26×10274-539 = 2
(8
)2733
<275> = 5813 × 363157 × 13252879 × 1537209862220900321
<19> ×
671726838822047831613786506367300222466981688679708661507658495120180002103847198900200269503841575082821048694999248671223873447852554631193965253460721802548572446227219329222797894348078477244375133772933064732602004167389726504157191557<240>
26×10275-539 = 2
(8
)2743
<276> = 7 ×
[41269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269841269<275>]
Free to factor
26×10276-539 = 2
(8
)2753
<277> = 3
2 × 17 × 6437541969654541
<16> × 130576639619634390373
<21> ×
[22462280507828185881278615378071398266358488891995567846532694416632617748082132016280217100211812606023948873185945199153410010484190865768135503748749200187427101393709683150384434539507635460277481258460409153368003343172676129306110027<239>]
Free to factor
26×10277-539 = 2
(8
)2763
<278> = 8239478069287
<13> × 115697664134749033
<18> × 7659518696781635292239
<22> × 1207249006271134279296911
<25> × 4764049099872394575570375556449037
<34> × 430190996789666216141939055620099597
<36> ×
1599081733924154744887409969677080947979498004641584051182865568919821568118713803868642882575924821290537784734833273961340315234533<133> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=1753184543 for P34 /
April 8, 2016 2016 年 4 月 8 日) (Serge Batalov / GMP-ECM B1=3000000, sigma=3413991514 for P36 x P133 /
April 27, 2016 2016 年 4 月 27 日)
26×10278-539 = 2
(8
)2773
<279> = 48953 × 8577018325409
<13> × 2130694290665669
<16> × 3645419216227714089850837
<25> ×
[88582221581223939390649027883869115330716798937043671078569833012362670215609656880570150489825368361779153433698239739343054639528606787130322970382380714381592584728781679430484023249957705033931603576851422711022744243<221>]
Free to factor
26×10279-539 = 2
(8
)2783
<280> = 3 ×
[962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962962961<279>]
Free to factor
26×10280-539 = 2
(8
)2793
<281> = 2803 × 51147574718338515908314694609013683591
<38> ×
201503547016535556350809637728206121640207343486129382409800870481495740800633971338424613116389505864853272085233311273837768739080429175814756100818368340622882966503814646430706573518946371141949605966846220782732665971788943772962468471<240> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=2924608083 for P38 x P240 /
April 8, 2016 2016 年 4 月 8 日)
26×10281-539 = 2
(8
)2803
<282> = 7 × 3449 × 1231261 × 382032839 × 4293375436073
<13> × 328302748078232725217454911952253
<33> ×
18047431395071848243472627116192509559260869744212289240068031526766045860562017400542701853144561894812794649329074383689223671249006301940868895455593549101554831216620450904283140945317288207347388686481456197915531<218> (Makoto Kamada / GMP-ECM 6.4.4 B1=25e4, sigma=208680681 for P33 x P218 /
April 8, 2016 2016 年 4 月 8 日)
26×10282-539 = 2
(8
)2813
<283> = 3 × 9100951 × 10805632914919873
<17> × 111538047040631764649
<21> × 3695476494670945888471552932191
<31> ×
23756317321911370999195539094867218283170853359510988693411435461586627209238676519030346412236956106978872120192739224839332334221201167390505065188361869324301417629026783034501632217236027864873712447186273<209> (Makoto Kamada / GMP-ECM 6.4.4 B1=25e4, sigma=4192375599 for P31 x P209 /
April 8, 2016 2016 年 4 月 8 日)
26×10283-539 = 2
(8
)2823
<284> = 19 × 3725126411272433
<16> × 15726911347681486395718597129379885170985423
<44> ×
[25953311773147900512104560318258576545204788325974145933977025911095607036954901656408164090165008656734963445661959475858075828106894297360984085523597065997757827326425608644613313481611161464670422871431556978110910623423<224>] (Ignacio Santos / GMP-ECM B1=3000000 for P44 /
April 4, 2024 2024 年 4 月 4 日)
Free to factor
26×10284-539 = 2
(8
)2833
<285> = 61 × 283 × 3792673 × 315247619 × 1720855483
<10> × 86282353511
<11> × 515613969393272324949639704459479
<33> ×
[182821090525333769674684994709464382671826587723633610069639483911359006532429905372788377121073205116886333679846732645471488354227750554761933666206219228516393702334222243346919306401714775208588678128820784109<213>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=1862682120 for P33 /
April 9, 2016 2016 年 4 月 9 日)
Free to factor
26×10285-539 = 2
(8
)2843
<286> = 3
2 × 18630541 ×
[17229110755344552491577547550604550577516114766661239430512922535152771694659197192448016100068573119856672671018391485302957886246440955256621604331707507634247138662675137613430244510218695258911392910579157147806621449567906857221930430665127812856015345322195473961508739207<278>]
Free to factor
26×10286-539 = 2
(8
)2853
<287> = 2286601 × 297092772462076813
<18> ×
[42525395641866710280251081687277512868642503393300174235862666434725845262165826547323246791334563349167468709982118432832271846509593677314683436086107032620786340275447287192928910253977840539349815464384161781623425577348539427010818213787234334465994433734791<263>]
Free to factor
26×10287-539 = 2
(8
)2863
<288> = 7
2 × 23 × 161237906269883
<15> × 1269514259708905879519
<22> ×
[1252282146589951501154815969942825067188235285413487476816255055871645722714227658989616248148758245850075075136015445428133899630520055208722269594171429406917482337060066095458897328815775019744106662593936627457101233413514162303199883350735084977<250>]
Free to factor
26×10288-539 = 2
(8
)2873
<289> = 3 × 31 × 760064803 ×
[40869306489781018136846136660311927799379893178744288447076046308279566396434046323528945243190430153232646221247776818881407038902052712291324698931008206837576587572972144831579618696435527355989227830861550934181754744275444449598313924333979876957809913299355062889329797477<278>]
Free to factor
26×10289-539 = 2
(8
)2883
<290> = 1585234150253108263542566155854285537602604175532869
<52> ×
[18223736149184214002020446725836404367469093116563963292952998542968247499876494746154337808843186566970974497158535017423034952574133994576774662651254378825837082565218334753722270856307383090170158195866801044013730992721283386715965207<239>] (Dmitry Domanov / GMP-ECM B1=43000000, sigma=2652327984 for P52 /
September 19, 2016 2016 年 9 月 19 日)
Free to factor
26×10290-539 = 2
(8
)2893
<291> = 293 × 36339304817
<11> × 5407713023867943793493
<22> ×
[5017333471499618183373909144821154231778361160683056233276853667608361204918898163325632434270267538977504777849437871557837149036768029629191477286988323975373104190375186989652970080110217348478622779460878028863243837194871915316660407039820253352539851<256>]
Free to factor
26×10291-539 = 2
(8
)2903
<292> = 3 × 47 × 211 × 1453 × 3550861 × 41898908725629525818383
<23> × 2278630955520836358828679762072533768560608228051081
<52> ×
[197130253105402174949211804104406298957698914579189130770399686723461257595803756402126481926781170347793100740214867247334861088887739645015734732375431259245587694710168622213418899850359177353015080987<204>] (Seth Troisi / GMP-ECM 7.0.6, ecm-db 0.1 B1=10000000000 for P52 /
January 5, 2024 2024 年 1 月 5 日)
Free to factor
26×10292-539 = 2
(8
)2913
<293> = 17 × 389 × 761 × 13039778061511087
<17> ×
440227794870449616301564759517021882488484954754419088172122348375307633473122266992292171298322288379823133286479297555558243920088332124504293862385241307817983519924257693505061999959147675363143681562714041449271353666316261691175750137409679630826523654613947503313<270>
26×10293-539 = 2
(8
)2923
<294> = 7 × 173 × 95190377873783466041
<20> × 62515482924943780952208003929
<29> × 51285038757974344362314652841553
<32> ×
781655460430730006195545309621824540987034977195265461806670391121326786108736065672823153803948734307315356782231590372367039946917545290225137613423489817127593821721346601778587076507059503047593203506686409<210> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3517669109 for P32 x P210 /
April 10, 2016 2016 年 4 月 10 日)
26×10294-539 = 2
(8
)2933
<295> = 3
3 × 307 × 891852335049899
<15> × 715626867717113628352735027
<27> ×
[546070993033054275369449681268823672643540800273605105220864479404767125341945804856966210112071413984899652420441548586166140056728749438585637601100518524331976399247226892262119401799007754092423877942768751640688576506032111501021681739106848739<249>]
Free to factor
26×10296-539 = 2
(8
)2953
<297> =
[288888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888883<297>]
Free to factor
26×10297-539 = 2
(8
)2963
<298> = 3 × 373 × 321169 × 495787 × 202665461 ×
[80000418082261464221454037277552515184756832814006414410180875134272426496869148494826650937192132522906452370979018933112389843974635069742738922785452565866749086817683872832017003382093869237986704930734375102688115165921289589293513602565340248800535744685356010595013979<275>]
Free to factor
26×10298-539 = 2
(8
)2973
<299> = 139 × 259944490641500999128702642919
<30> ×
799531209531269768203791156731133880087156616688851952842547385106626920021356625045627964154878390287260119425631660819809527327500717370025634971912635817804791540670271511057647507627282772418703422062502042155434807971465977131388852752000504389993576644415839263<267> (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=3407494919 for P30 x P267 /
April 10, 2016 2016 年 4 月 10 日)
26×10299-539 = 2
(8
)2983
<300> = 7 × 29 × 1597 × 92473723 ×
[9636327284036384598148139322661037212309740617215146027258207682489430463789859601673447955201925920844828872354569795241020658301007468025055986647669922753928904431936709881385235891778584010367853048268362869241312261047830962392638549153642290774834595629371144075418980059331991031<286>]
Free to factor
26×10300-539 = 2
(8
)2993
<301> = 3 × 966994969339297479691307226479
<30> × 20414930358147763257538021821903853088923
<41> ×
[48779513696750261049846164353668940620228321338571830923137032672704746349918416580915834584460414403471264208889563959013887578836497373645823128118870737569962893653136032281475515264415848155445669595574637700077835779022564333<230>] (Makoto Kamada / GMP-ECM 6.4.4 B1=1e6, sigma=1535874072 for P30 /
April 11, 2016 2016 年 4 月 11 日) (Dmitry Domanov / GMP-ECM B1=11000000, sigma=373005712 for P41 /
May 1, 2016 2016 年 5 月 1 日)
Free to factor