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Factorizations of 288...889

Table of contents

  1. About 288...889
  2. Prime numbers of the form 288...889
  3. Factorizations of 288...889
  4. References

1. About 288...889

First ten terms

29, 289, 2889, 28889, 288889, 2888889, 28888889, 288888889, 2888888889, 28888888889

General term

(26·10n+1)/9

2. Prime numbers of the form 288...889

Last update

Jan 18, 2009

Searched up to

n≤10000

Difficulty of search

16.11%

Results

  1. (26·101+1)/9 = 29 is prime. (Makoto Kamada / Nov 24, 2004)
  2. (26·107+1)/9 = 28888889 is prime. (Makoto Kamada / Nov 24, 2004)
  3. (26·108+1)/9 = 288888889 is prime. (Makoto Kamada / Nov 24, 2004)
  4. (26·1011+1)/9 = 2(8)109<12> is prime. (Makoto Kamada / Nov 24, 2004)
  5. (26·1014+1)/9 = 2(8)139<15> is prime. (Makoto Kamada / Nov 24, 2004)
  6. (26·1019+1)/9 = 2(8)189<20> is prime. (Makoto Kamada / PPSIQS / Nov 24, 2004)
  7. (26·1032+1)/9 = 2(8)319<33> is prime. (Makoto Kamada / PPSIQS / Nov 24, 2004)
  8. (26·1041+1)/9 = 2(8)409<42> is prime. (Makoto Kamada / PPSIQS / Nov 24, 2004)
  9. (26·1053+1)/9 = 2(8)529<54> is prime. (Makoto Kamada / PPSIQS / Nov 24, 2004)
  10. (26·1061+1)/9 = 2(8)609<62> is prime. (Makoto Kamada / PPSIQS / Nov 24, 2004)
  11. (26·10133+1)/9 = 2(8)1329<134> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Makoto Kamada / PPSIQS / Jan 2, 2005)
  12. (26·10157+1)/9 = 2(8)1569<158> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Makoto Kamada / PPSIQS / Jan 2, 2005)
  13. (26·10239+1)/9 = 2(8)2389<240> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Makoto Kamada / PPSIQS / Jan 2, 2005)
  14. (26·101237+1)/9 = 2(8)12369<1238> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Tyler Cadigan / PRIMO 2.2.0 beta 6 / Sep 12, 2006)

3. Factorizations of 288...889

Last update

Jun 12, 2009

Completed up to

Range

n≤205

Terms which have not been factored yet

n=174, 175, 176, 177, 180, 182, 183, 184, 185, 186, 187, 190, 191, 192, 196, 198, 199, 200, 201, 202, 204, 205 (22/205)

Results

(26·101+1)/9 =
29
= definitely prime number
(26·102+1)/9 =
289
= 172
(26·103+1)/9 =
2889
= 33 · 107
(26·104+1)/9 =
28889
= 7 · 4127
(26·105+1)/9 =
288889
= 31 · 9319
(26·106+1)/9 =
2888889
= 3 · 962963
(26·107+1)/9 =
28888889
= definitely prime number
(26·108+1)/9 =
288888889
= definitely prime number
(26·109+1)/9 =
2888888889<10>
= 3 · 13397 · 71879
(26·1010+1)/9 =
28888888889<11>
= 72 · 71 · 8303791
(26·1011+1)/9 =
288888888889<12>
= definitely prime number
(26·1012+1)/9 =
2888888888889<13>
= 32 · 320987654321<12>
(26·1013+1)/9 =
28888888888889<14>
= 23 · 43 · 4639 · 6296659
(26·1014+1)/9 =
288888888888889<15>
= definitely prime number
(26·1015+1)/9 =
2888888888888889<16>
= 3 · 19 · 607 · 1583 · 1831 · 28807
(26·1016+1)/9 =
28888888888888889<17>
= 7 · 4126984126984127<16>
(26·1017+1)/9 =
288888888888888889<18>
= 3181 · 1272203 · 71385623
(26·1018+1)/9 =
2888888888888888889<19>
= 3 · 17 · 15671 · 32969 · 109637261
(26·1019+1)/9 =
28888888888888888889<20>
= definitely prime number
(26·1020+1)/9 =
288888888888888888889<21>
= 31 · 6113 · 559397 · 2725176379<10>
(26·1021+1)/9 =
2888888888888888888889<22>
= 32 · 577 · 556304426899458673<18>
(26·1022+1)/9 =
28888888888888888888889<23>
= 7 · 4126984126984126984127<22>
(26·1023+1)/9 =
288888888888888888888889<24>
= 61 · 494803 · 9571250425741183<16>
(26·1024+1)/9 =
2888888888888888888888889<25>
= 3 · 3671 · 6991613 · 37518703124681<14>
(26·1025+1)/9 =
28888888888888888888888889<26>
= 800416003 · 36092342957426963<17>
(26·1026+1)/9 =
288888888888888888888888889<27>
= 4327 · 66764245178851141411807<23>
(26·1027+1)/9 =
2888888888888888888888888889<28>
= 3 · 151 · 467 · 418601 · 32622368896993039<17>
(26·1028+1)/9 =
28888888888888888888888888889<29>
= 7 · 32141 · 128402480538381723783547<24>
(26·1029+1)/9 =
288888888888888888888888888889<30>
= 29 · 13043 · 763757250920400925556287<24>
(26·1030+1)/9 =
2888888888888888888888888888889<31>
= 33 · 1373 · 77928539529251676212912759<26>
(26·1031+1)/9 =
28888888888888888888888888888889<32>
= 881 · 1381 · 23249246477<11> · 1021297737597737<16>
(26·1032+1)/9 =
288888888888888888888888888888889<33>
= definitely prime number
(26·1033+1)/9 =
2888888888888888888888888888888889<34>
= 3 · 19 · 293 · 887 · 195013529551146434661770747<27>
(26·1034+1)/9 =
28888888888888888888888888888888889<35>
= 7 · 17 · 43 · 967 · 3228241 · 1808518678506210839611<22>
(26·1035+1)/9 =
288888888888888888888888888888888889<36>
= 23 · 31 · 317 · 28476656411681<14> · 44884154767793189<17>
(26·1036+1)/9 =
2888888888888888888888888888888888889<37>
= 3 · 47 · 523049222821<12> · 39171406410969323842649<23>
(26·1037+1)/9 =
28888888888888888888888888888888888889<38>
= 370594971956831<15> · 77952727573039037846119<23>
(26·1038+1)/9 =
288888888888888888888888888888888888889<39>
= 883 · 1499 · 4993 · 5189 · 8424095184959141726230021<25>
(26·1039+1)/9 =
2888888888888888888888888888888888888889<40>
= 32 · 59 · 58831 · 1625809 · 30505637 · 1864577612637970553<19>
(26·1040+1)/9 =
28888888888888888888888888888888888888889<41>
= 7 · 197 · 84533 · 247822246992246441594940403053127<33>
(26·1041+1)/9 =
288888888888888888888888888888888888888889<42>
= definitely prime number
(26·1042+1)/9 =
2888888888888888888888888888888888888888889<43>
= 3 · 257 · 6247 · 415868394142037<15> · 1442278199791785822881<22>
(26·1043+1)/9 =
28888888888888888888888888888888888888888889<44>
= 106651397259231131<18> · 270872108863894260585695419<27>
(26·1044+1)/9 =
288888888888888888888888888888888888888888889<45>
= 2039 · 452821 · 11822813 · 832535319017<12> · 31788026470970711<17>
(26·1045+1)/9 =
2888888888888888888888888888888888888888888889<46>
= 3 · 71 · 1949 · 38903087191<11> · 178877340563596587495227873167<30>
(26·1046+1)/9 =
28888888888888888888888888888888888888888888889<47>
= 7 · 450971 · 6372197021<10> · 1436134079435572775971850729297<31>
(26·1047+1)/9 =
288888888888888888888888888888888888888888888889<48>
= 1043647324755157<16> · 276807003703730229075920171947477<33>
(26·1048+1)/9 =
2888888888888888888888888888888888888888888888889<49>
= 32 · 131 · 37742794691564814539927<23> · 64920667841070315012733<23>
(26·1049+1)/9 =
28888888888888888888888888888888888888888888888889<50>
= 1172932154498627590699<22> · 24629633332234384428544768811<29>
(26·1050+1)/9 =
288888888888888888888888888888888888888888888888889<51>
= 17 · 31 · 1279 · 78283 · 4850612759<10> · 119363404453<12> · 9456151386434693113<19>
(26·1051+1)/9 =
2888888888888888888888888888888888888888888888888889<52>
= 3 · 19 · 222032456526307089835817<24> · 228265101424809068493632281<27>
(26·1052+1)/9 =
28888888888888888888888888888888888888888888888888889<53>
= 72 · 589569160997732426303854875283446712018140589569161<51>
(26·1053+1)/9 =
288888888888888888888888888888888888888888888888888889<54>
= definitely prime number
(26·1054+1)/9 =
2888888888888888888888888888888888888888888888888888889<55>
= 3 · 962962962962962962962962962962962962962962962962962963<54>
(26·1055+1)/9 =
28888888888888888888888888888888888888888888888888888889<56>
= 43 · 2827777254173877041<19> · 237583997937373257289228930665746203<36>
(26·1056+1)/9 =
288888888888888888888888888888888888888888888888888888889<57>
= 107 · 214616746058321470033<21> · 12580081505412416546457776235677819<35>
(26·1057+1)/9 =
2888888888888888888888888888888888888888888888888888888889<58>
= 34 · 23 · 29 · 1657 · 18301 · 33811 · 699931 · 74509116150155405891258247394598111<35>
(26·1058+1)/9 =
28888888888888888888888888888888888888888888888888888888889<59>
= 7 · 113 · 972620197933019<15> · 37550097666338443638529166514397548129341<41>
(26·1059+1)/9 =
288888888888888888888888888888888888888888888888888888888889<60>
= 6871 · 202127503433<12> · 254748858734243<15> · 816532040611655018921500936861<30>
(26·1060+1)/9 =
2888888888888888888888888888888888888888888888888888888888889<61>
= 3 · 179 · 443 · 5101 · 263761 · 64351153 · 140258952038559402792695723610264732863<39>
(26·1061+1)/9 =
28888888888888888888888888888888888888888888888888888888888889<62>
= definitely prime number
(26·1062+1)/9 =
288888888888888888888888888888888888888888888888888888888888889<63>
= 109 · 14880223 · 2173213771525211<16> · 81958207681319404926392297004256656857<38>
(26·1063+1)/9 =
2888888888888888888888888888888888888888888888888888888888888889<64>
= 3 · 151700393974293841997<21> · 1997451349518600880039<22> · 3177947108335753578761<22>
(26·1064+1)/9 =
28888888888888888888888888888888888888888888888888888888888888889<65>
= 7 · 1240848179409028187<19> · 650970322001478473107<21> · 5109200680220203536475903<25>
(26·1065+1)/9 =
288888888888888888888888888888888888888888888888888888888888888889<66>
= 31 · 1427 · 13381 · 62989 · 7748040590607834664652951068266402016623229621163933<52>
(26·1066+1)/9 =
2888888888888888888888888888888888888888888888888888888888888888889<67>
= 32 · 17 · 108877 · 41836050245001725789<20> · 4145267734550405400974469585244566598121<40>
(26·1067+1)/9 =
28888888888888888888888888888888888888888888888888888888888888888889<68>
= 292466815465771<15> · 76839389700925643415061<23> · 1285494833197550317558721536319<31>
(26·1068+1)/9 =
288888888888888888888888888888888888888888888888888888888888888888889<69>
= 7420409 · 94814323590377<14> · 410609548016004178729165465453820180391731019673<48>
(26·1069+1)/9 =
2888888888888888888888888888888888888888888888888888888888888888888889<70>
= 3 · 19 · 184118825148821<15> · 275269305936593635506268627224286243834853704474978237<54>
(26·1070+1)/9 =
28888888888888888888888888888888888888888888888888888888888888888888889<71>
= 7 · 233 · 2036051 · 122804303327441730697<21> · 70839361744063974297494550888605781503477<41>
(26·1071+1)/9 =
288888888888888888888888888888888888888888888888888888888888888888888889<72>
= 97 · 739 · 3359 · 4951 · 1779875305071571<16> · 136151414678998487757425356306690378366475897<45>
(26·1072+1)/9 =
2888888888888888888888888888888888888888888888888888888888888888888888889<73>
= 3 · 1471 · 230906111 · 2835054971714359162478972020715433016121835687008854049149523<61>
(26·1073+1)/9 =
28888888888888888888888888888888888888888888888888888888888888888888888889<74>
= 122860536559<12> · 235135623675352313735363693275931861046438691785698055075094871<63>
(26·1074+1)/9 =
288888888888888888888888888888888888888888888888888888888888888888888888889<75>
= 103302061 · 3460124177<10> · 808221068234417229854623214057814738461386004305554512237<57>
(26·1075+1)/9 =
2888888888888888888888888888888888888888888888888888888888888888888888888889<76>
= 32 · 1001297287<10> · 367239728101231<15> · 872922388802470327701274849910132457288938960361193<51>
(26·1076+1)/9 =
28888888888888888888888888888888888888888888888888888888888888888888888888889<77>
= 7 · 43 · 72739 · 16370063 · 44393660807<11> · 67221732451521805015361<23> · 27009466473293024965132018951<29>
(26·1077+1)/9 =
288888888888888888888888888888888888888888888888888888888888888888888888888889<78>
= 283 · 305921968669662273017<21> · 17370830247476360546653<23> · 192093717518575304845357185529583<33>
(26·1078+1)/9 =
2888888888888888888888888888888888888888888888888888888888888888888888888888889<79>
= 3 · 99089 · 10955972498481721<17> · 24902483279022939751293581<26> · 35619723808492084718293600281767<32>
(26·1079+1)/9 =
28888888888888888888888888888888888888888888888888888888888888888888888888888889<80>
= 23 · 1319 · 1996517291<10> · 570113931251411017397312569<27> · 836610821145936498253368062481211258243<39>
(26·1080+1)/9 =
288888888888888888888888888888888888888888888888888888888888888888888888888888889<81>
= 31 · 71 · 82994123 · 104003364948283104383484961<27> · 15206037777138174607902033410094274187256163<44>
(26·1081+1)/9 =
2888888888888888888888888888888888888888888888888888888888888888888888888888888889<82>
= 3 · 647 · 22163261 · 383794546679<12> · 9083975487263100869<19> · 19261800884504636858699935263388562801539<41>
(26·1082+1)/9 =
28888888888888888888888888888888888888888888888888888888888888888888888888888888889<83>
= 7 · 17 · 47 · 15061 · 64067 · 15521101 · 1710531191<10> · 4805011819<10> · 41961387425329497882906631914693778006770551<44>
(26·1083+1)/9 =
288888888888888888888888888888888888888888888888888888888888888888888888888888888889<84>
= 61 · 593 · 4969 · 1801810091520710347939858613<28> · 892007073808627035681243729136494107540161644769<48>
(26·1084+1)/9 =
2888888888888888888888888888888888888888888888888888888888888888888888888888888888889<85>
= 33 · 528469 · 31454221 · 1792688400831421<16> · 3590573451071835977225019035404363990547103344930994983<55>
(26·1085+1)/9 =
28888888888888888888888888888888888888888888888888888888888888888888888888888888888889<86>
= 29 · 8785822501<10> · 1243285534120387<16> · 91196786431728669024591466778739665121247682434491249960643<59>
(26·1086+1)/9 =
288888888888888888888888888888888888888888888888888888888888888888888888888888888888889<87>
= 690265599922418689349274086794069092703279<42> · 418518449885606495184642536764347035425069591<45> (Makoto Kamada / GGNFS-0.54.5b)
(26·1087+1)/9 =
2888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<88>
= 3 · 19 · 112408218710422963052733684956843<33> · 450876829025647797409801063851964315181343732592231939<54> (Makoto Kamada / GGNFS-0.54.5b)
(26·1088+1)/9 =
28888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<89>
= 7 · 2333 · 3795647885218887695861296627<28> · 5450281037809378681579410671<28> · 85509279278885368022594780807<29>
(26·1089+1)/9 =
288888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<90>
= 680456251 · 1307520029<10> · 2573458649481371<16> · 126172609680546041248323316482439214034490192817571632821<57>
(26·1090+1)/9 =
2888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<91>
= 3 · 185233 · 73250951 · 2114928915622555063<19> · 33556926825043030577100790079468538943078129606337908293347<59>
(26·1091+1)/9 =
28888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<92>
= 1932 · 269 · 35447 · 95531 · 687023 · 14045215433<11> · 88234910566348081122468612936041518410152081996001936287863<59>
(26·1092+1)/9 =
288888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<93>
= 1103 · 341591851 · 11657176903<11> · 16300630115467<14> · 4035060442540040573836387812285798657926452967535643302713<58>
(26·1093+1)/9 =
2888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<94>
= 32 · 119083 · 23816440120273<14> · 113177921700810749886374664912038872565193023867219110866153106776786461219<75>
(26·1094+1)/9 =
28888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<95>
= 72 · 589569160997732426303854875283446712018140589569160997732426303854875283446712018140589569161<93>
(26·1095+1)/9 =
288888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<96>
= 31 · 9318996415770609318996415770609318996415770609318996415770609318996415770609318996415770609319<94>
(26·1096+1)/9 =
2888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<97>
= 3 · 12511 · 4986405206859840920557<22> · 15435830193580369431676195054680942219268427444914822466268375601555169<71>
(26·1097+1)/9 =
28888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<98>
= 43 · 59 · 359 · 31718739687597253010748870904363486021246431794279086114792314842162061532647061801646373383<92>
(26·1098+1)/9 =
288888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<99>
= 17 · 136247 · 91537384859629<14> · 1362562611794070364984021539148190342888294495282866175672711727108299206332859<79>
(26·1099+1)/9 =
2888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<100>
= 3 · 1283 · 84761 · 9574864720328098721<19> · 15215941422355528433<20> · 5786545459104074135150143<25> · 10503547697670941501000046199<29>
(26·10100+1)/9 =
28888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<101>
= 7 · 9604551571452764923<19> · 429690454185347017147472449865725432390299733572932597178608536281695006471662349<81>
(26·10101+1)/9 =
2(8)1009<102>
= 23 · 1361 · 6367 · 7589 · 773726725896283<15> · 27451159718313817<17> · 8992432355181374745376268571340043804121436732909434901391<58>
(26·10102+1)/9 =
2(8)1019<103>
= 32 · 151 · 4001 · 27534227983<11> · 103546486712597<15> · 137937398534910999277468415702899697<36> · 1350991222158859136815206762630557093<37> (Makoto Kamada / Msieve 1.38 for P36 x P37 / 2.6 minutes on Pentium 4 3.06GHz, Windows XP and Cygwin / Oct 23, 2008)
(26·10103+1)/9 =
2(8)1029<104>
= 18631412312512850791<20> · 139135735199932899403<21> · 477032728582625786083857805619<30> · 23361364091827909274220028120532047<35> (Makoto Kamada / Msieve 1.38 for P30 x P35 / 36 seconds on Pentium 4 3.06GHz, Windows XP and Cygwin / Oct 23, 2008)
(26·10104+1)/9 =
2(8)1039<105>
= 10831 · 2603586013469181875411419<25> · 20356702669780098072759225649<29> · 503248998732969711348354299739970529181723904549<48>
(26·10105+1)/9 =
2(8)1049<106>
= 3 · 192 · 181 · 4999 · 225313786753025396587280359<27> · 13084372622237729040487980099107369659547110514675247248753197249590623<71>
(26·10106+1)/9 =
2(8)1059<107>
= 7 · 119293 · 230063 · 741567746167460389<18> · 23948460529423437252677669829306277951<38> · 8467254744731800927879371241029447756127<40> (Makoto Kamada / Msieve 1.38 for P38 x P40 / 9.7 minutes on Pentium 4 3.06GHz, Windows XP and Cygwin / Oct 23, 2008)
(26·10107+1)/9 =
2(8)1069<108>
= 6131 · 4529240548802073899<19> · 11065448137643271412974349227552569<35> · 940167271237404170383507021673321016669451674438449<51> (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=345491258 for P35 / Oct 15, 2008)
(26·10108+1)/9 =
2(8)1079<109>
= 3 · 2122591747<10> · 232275067429039<15> · 1953172125664284032748220552370420331443634842228341204245176539074747675570488868511<85>
(26·10109+1)/9 =
2(8)1089<110>
= 107 · 2185727459<10> · 3764215737119<13> · 2352715497850448405626204828134063318937<40> · 13947845666568227036142246713980273600953265951<47> (Sinkiti Sibata / Msieve 1.38 for P40 x P47 / 1.11 hours / Oct 24, 2008)
(26·10110+1)/9 =
2(8)1099<111>
= 31 · 22133 · 421045335732643984954430749135197171482210753595038919973370501920047701197728233697003145046717409107243<105>
(26·10111+1)/9 =
2(8)1109<112>
= 33 · 907 · 168767341619<12> · 1465655582681<13> · 476913318812121399388072549893256640345308788102859623458869393935186884044197300259<84>
(26·10112+1)/9 =
2(8)1119<113>
= 7 · 7079 · 3657427501779101<16> · 320527766521067057<18> · 518857361767438433<18> · 958454541512414491646574389200601980183778493632838796973<57>
(26·10113+1)/9 =
2(8)1129<114>
= 29 · 1686215041338380021572937791171<31> · 5907719703323257778586769068210524623648463541801532971095602379233154901093364271<82> (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=2579881558 for P31 / Oct 15, 2008)
(26·10114+1)/9 =
2(8)1139<115>
= 3 · 17 · 317 · 123853 · 2368486816503398807<19> · 609149508142605469200878679919382721159635905440338257763300981618138042155782554555677<87>
(26·10115+1)/9 =
2(8)1149<116>
= 71 · 887633 · 139816911036211<15> · 4052285520166099624316663<25> · 507454672971243130848301995461509<33> · 1594344078173797603574713727914653079<37> (Makoto Kamada / Msieve 1.38 for P33 x P37 / 1.7 minutes on Pentium 4 3.06GHz, Windows XP and Cygwin / Oct 23, 2008)
(26·10116+1)/9 =
2(8)1159<117>
= 20874883 · 1354195691<10> · 3985936200711109<16> · 2563864198137642900199053648779941451844871252989030529231156237796126912622991073957<85>
(26·10117+1)/9 =
2(8)1169<118>
= 3 · 217796488202037795124400663808785540452513197331<48> · 4421388842916857822576165384014630930811356834672941194996507478703873<70> (Makoto Kamada / Msieve-1.38 snfs / 1.98 hours on Pentium 4 3.06GHz, Windows XP and Cygwin / Oct 23, 2008)
(26·10118+1)/9 =
2(8)1179<119>
= 7 · 43 · 347 · 18493 · 142596099014873898701<21> · 310504758589188668868039465733010830759<39> · 337793737293839609947074217344570551540349654109001<51> (Sinkiti Sibata / Msieve 1.38 for P39 x P51 / 2.19 hours / Oct 24, 2008)
(26·10119+1)/9 =
2(8)1189<120>
= 736263616133061701623550210150297<33> · 392371539973909649382032778751456036602264866557453159976736681829768276853002659960737<87> (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=2585567636 for P33 / Oct 16, 2008)
(26·10120+1)/9 =
2(8)1199<121>
= 32 · 149 · 167 · 2621 · 46536431 · 5242136191<10> · 42910591189432423<17> · 2532197628334213822309<22> · 48367556102007245662123469<26> · 3838848349935957784999256458129<31>
(26·10121+1)/9 =
2(8)1209<122>
= 26297 · 1913341 · 16418789 · 31209553 · 1120478645616734146935469200989452276093229163403252015390360629397338765785008178232210453169121<97>
(26·10122+1)/9 =
2(8)1219<123>
= 74162267 · 237038273947153447<18> · 46879667831372870430779365910146268011<38> · 350545857881710086313544549379318576471907638151859610638951<60> (Serge Batalov / GMP-ECM 6.2.1 B1=4000000, sigma=2427505608 for P38 / Oct 24, 2008)
(26·10123+1)/9 =
2(8)1229<124>
= 3 · 19 · 23 · 293673451 · 14086235410802221<17> · 2260206644216843897235550228849<31> · 235678719982591680453016546251331940361325353146335698040419053881<66> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=1715797540 for P31 / Oct 24, 2008)
(26·10124+1)/9 =
2(8)1239<125>
= 7 · 46359253 · 7190093831059<13> · 773275929802648482592761218854738987<36> · 16011326705494942557586789847113370037134298211097213575458840860723<68> (Sinkiti Sibata / GGNFS-0.77.1-20050930-pentium4 snfs / 2.98 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Oct 25, 2008)
(26·10125+1)/9 =
2(8)1249<126>
= 31 · 115183 · 80906005363383566316178739663052004170891282648646036444359057491091704249839985036123131098504088413833719550597013193<119>
(26·10126+1)/9 =
2(8)1259<127>
= 3 · 383 · 461 · 59077 · 449119140387283944411011<24> · 205555871832887163019307151644464149010607016643751942398569882121898872644155834398272013583<93>
(26·10127+1)/9 =
2(8)1269<128>
= 458085681516861371474360406126427<33> · 7023583414196555680661945198122510555776461537<46> · 8978946353297513072321536821597066798123200152411<49> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona snfs / 1.91 hours on Core 2 Quad Q6700 / Oct 24, 2008)
(26·10128+1)/9 =
2(8)1279<129>
= 47 · 587621 · 608854427798862595293365769991723889<36> · 17179962200419555232686564654540718862779882714985860187643887329996349818496153104123<86> (Serge Batalov / Msieve-1.38 snfs / 2.00 hours on Opteron-2.8GHz; Linux x86_64 / Oct 24, 2008)
(26·10129+1)/9 =
2(8)1289<130>
= 32 · 431 · 2481979 · 300063351905773311205157292318746418570853662955638897798395900695948044805888889490481286765513711703936357223477141229<120>
(26·10130+1)/9 =
2(8)1299<131>
= 7 · 17 · 2393 · 6379 · 59238105054710539<17> · 268464841987219115685084707100679292933265037259546786068611150820593219109810858051226777082702081652607<105>
(26·10131+1)/9 =
2(8)1309<132>
= 24749 · 11672749965206226065250672305502803704751258187760672709559533269582160446437790976964276895587251561230307846332736227277420861<128>
(26·10132+1)/9 =
2(8)1319<133>
= 3 · 229 · 2651273 · 36877893731033<14> · 2726275397938340164900433126360846604110296672882596679<55> · 15775524934216280471244052315246368790827525421860015377<56> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 5.84 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Oct 24, 2008)
(26·10133+1)/9 =
2(8)1329<134>
= definitely prime number
(26·10134+1)/9 =
2(8)1339<135>
= 853 · 12766709 · 23777247334594406239<20> · 1115684173939333265351158427819754773809891630270023774905697145783257780455252610026220318063578874243263<106>
(26·10135+1)/9 =
2(8)1349<136>
= 3 · 3623 · 8298691 · 2984924145121567481231370167761731005911594902352492537<55> · 10729966269440986387424384155216021254035129543325817268738099540010143<71> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 5.86 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Oct 24, 2008)
(26·10136+1)/9 =
2(8)1359<137>
= 72 · 1009163 · 92173330259<11> · 109003884098615801826326739083592367603<39> · 58146849261168928709085037160922928516795192130437343258069237123101709831491811<80> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 10.84 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Oct 24, 2008)
(26·10137+1)/9 =
2(8)1369<138>
= 9631 · 14869 · 5722254078034531<16> · 9802201373737973<16> · 11175936684238851902101<23> · 942109337103983355597445301<27> · 3415872845459558480669333191518408929821445918077<49>
(26·10138+1)/9 =
2(8)1379<139>
= 34 · 197 · 2543 · 2647 · 35381 · 760167308372426344731521700795399460351483335380971015228287215345037312254814026971422009559580861531035911427317870289577<123>
(26·10139+1)/9 =
2(8)1389<140>
= 43 · 177269 · 79411635295193<14> · 1524870987576423772289<22> · 31297694513688989828891472140798986615816131799021375615871320663994169119525002500857195269794871<98>
(26·10140+1)/9 =
2(8)1399<141>
= 31 · 4973 · 13349257 · 146756720381<12> · 16946406410302077950728265839823308474681<41> · 56444025048774398773331902576688228725404795527707944697772162262625763068639<77> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 7.86 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin / Oct 24, 2008)
(26·10141+1)/9 =
2(8)1409<142>
= 3 · 19 · 29 · 3296148577<10> · 5839065893291<13> · 35712359448084329<17> · 144912971424315491<18> · 7537297685684934579476791673851030409<37> · 2327910906718027614464758526910877086171667909<46> (Serge Batalov / Msieve 1.38 for P37 x P46 / 0.28 hours / Oct 24, 2008)
(26·10142+1)/9 =
2(8)1419<143>
= 7 · 11779 · 209401 · 48358927 · 159074758657<12> · 217504224412151957911856291266645032919981637979651214212494610467687145820942849573456523484775452299253777074867<114>
(26·10143+1)/9 =
2(8)1429<144>
= 61 · 1187 · 117617 · 63544867 · 163152643 · 5008510873<10> · 242354794037594091064567695394505940331886690503589<51> · 2695537401622218909188582052352420335657517229979365604083<58> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 17.79 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Oct 25, 2008)
(26·10144+1)/9 =
2(8)1439<145>
= 3 · 3868456166380275987258850199506057417163<40> · 248926941794460034322836458820266164478157735098297360503167305646685102364493278068850644610523325296601<105> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 13.04 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin / Oct 24, 2008)
(26·10145+1)/9 =
2(8)1449<146>
= 23 · 16034479 · 187957327080463607012417<24> · 54896618346979991955469420943911<32> · 588289017691633394319116788695937<33> · 12904837953364134191960473735409301929999830768343<50> (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=3333414326 for P33 / Oct 17, 2008) (Serge Batalov / Msieve 1.38 for P32 x P50 / 0.2 hours / Oct 24, 2008)
(26·10146+1)/9 =
2(8)1459<147>
= 17 · 1367 · 185599 · 5265763 · 20930509 · 1124073153303578585771807081716025889983932995108149151131<58> · 540632434021785268234902288892949509330978466439075267476173783637<66> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 15.54 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin / Oct 24, 2008)
(26·10147+1)/9 =
2(8)1469<148>
= 32 · 972370937 · 39727826471<11> · 306375831071<12> · 300447610951927<15> · 90268930435770722711767732385165909698755136141628425667886097693461119696019314044374135619418771719<101>
(26·10148+1)/9 =
2(8)1479<149>
= 7 · 6869 · 600812946132497741174404444167146161614060871594719316367300062161031734477650913813382877293199028531682484222883116462967969737514067110806083<144>
(26·10149+1)/9 =
2(8)1489<150>
= 20179355711<11> · 106315628013331801<18> · 15750235873838074915509902031059707619<38> · 8549473520716549201848743714153027681604986908351797552246043947706893694574847601621<85> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 24.14 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin / Oct 25, 2008)
(26·10150+1)/9 =
2(8)1499<151>
= 3 · 71 · 3017003463910021527742494989600535726691290449142078503<55> · 4495473338205509039310196795964079881302715548106765302223250101153564129630339087731808697251<94> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 21.15 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Oct 26, 2008)
(26·10151+1)/9 =
2(8)1509<152>
= 367 · 11399 · 6075767 · 959734623010792392437077357<27> · 7947880915750697011047998057190331<34> · 51027845668162402739414306998386845861<38> · 2920028986625899746912414355924945584277<40> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=1288646471 for P34; Msieve-1.38 for P38 x P40 / 0.08 hours / Oct 24, 2008)
(26·10152+1)/9 =
2(8)1519<153>
= 23223504043387553<17> · 12439504751271350662645539821715552039890053793514581854225095076774775344637237109453745568666024816060341190664233281974217248304501913<137>
(26·10153+1)/9 =
2(8)1529<154>
= 3 · 263 · 171697 · 217829018959<12> · 1799406072605487269788642443251985797<37> · 3155029794925095373974038518269034733<37> · 17244187886143827169731047895923370766606567965331126953137387<62> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 37.34 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Oct 27, 2008)
(26·10154+1)/9 =
2(8)1539<155>
= 7 · 371567527 · 29471268699385870710400517<26> · 376874032411927810418233357862347954070267175040065594500083254358985061746168307840688160851101602687013313950275415253<120>
(26·10155+1)/9 =
2(8)1549<156>
= 31 · 59 · 72383 · 229093 · 538963150673787390706865573661610521092599<42> · 1528601204716243697472593549862635099435041001<46> · 11561534087493686424248097003525027478147253178845840561<56> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 20.88 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin / Nov 1, 2008)
(26·10156+1)/9 =
2(8)1559<157>
= 32 · 223 · 233769517 · 134568092601416937915213119<27> · 4694190438486921544482209313363107731432206332676001<52> · 9747489708959753624184848714122459667180630977918143237919612742549<67> (Sinkiti Sibata / GGNFS-0.77.1-20050930-pentium4 snfs / 48.37 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Oct 29, 2008)
(26·10157+1)/9 =
2(8)1569<158>
= definitely prime number
(26·10158+1)/9 =
2(8)1579<159>
= 105188220778305713<18> · 24222934745760446147<20> · 417696229209318550390360676653337<33> · 271441605526889400486767802727114167273548745703371791610999906296442521703183253981680827<90> (Jo Yeong Uk / GMP-ECM 6.2.1 B1=1000000, sigma=1028318472 for P33 / Oct 24, 2008)
(26·10159+1)/9 =
2(8)1589<160>
= 3 · 19 · 2897 · 47530117865256101258279<23> · 63372486529335247949657526960405508372415068972242089<53> · 5808150331783600012048251978464509513167533255570748146548143492258533560391311<79> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona snfs / 24.36 hours on Core 2 Quad Q6700 / Oct 30, 2008)
(26·10160+1)/9 =
2(8)1599<161>
= 7 · 43 · 4751 · 2160941477<10> · 15034052475361<14> · 431970434483796983<18> · 1439481945189507209057054169068060767630695907204010850971700032507094915760334263926555364338583114074961503893089<115>
(26·10161+1)/9 =
2(8)1609<162>
= 76423 · 220372643 · 1474229971<10> · 147156782343257<15> · 10361570462978943081240648695403377<35> · 7630938828349621287861991098515099831174529504441192479176022590263801165241085184406853279<91> (Jo Yeong Uk / GMP-ECM 6.2.1 B1=1000000, sigma=4091174184 for P35 / Oct 25, 2008)
(26·10162+1)/9 =
2(8)1619<163>
= 3 · 17 · 107 · 3932444423<10> · 5161231151<10> · 8309646714841<13> · 3138906803206599113287052920695721758326401681039758067069838332780654379708863209964377320441674032386211183467363438687006089<127>
(26·10163+1)/9 =
2(8)1629<164>
= 7457 · 18506641791872782624357<23> · 40079919846728870051247378643<29> · 28009093238970577101538416824495651053679<41> · 186471808485408531378078405605085883074515478870902537239877522909513<69> (Sinkiti Sibata / GGNFS-0.77.1-20050930-pentium4 gnfs for P41 x P69 / 28.21 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Oct 27, 2008)
(26·10164+1)/9 =
2(8)1639<165>
= 1297 · 411676655521<12> · 4990807523509232364418465886288926752428403251<46> · 108408616165558846036225029730435357616003437405601641863437365460786398813070202087637446096562159822547<105> (Serge Batalov / Msieve-1.38 snfs / 22.00 hours on Opteron-2.6GHz; Linux x86_64 / Nov 5, 2008)
(26·10165+1)/9 =
2(8)1649<166>
= 33 · 117851 · 518327 · 58366361 · 17084746139318579<17> · 1461695095426919438797142366846476947894188853677<49> · 1201716525739254573467518321801984231101319213539948807673545053111692159046723257<82> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona snfs / 31.99 hours on Core 2 Quad Q6700 / Nov 3, 2008)
(26·10166+1)/9 =
2(8)1659<167>
= 7 · 1667 · 6479340028054522941348709917163<31> · 382090664543561576649417393525054205485383414004188396956282953099429824152707303462083388779904441883425715160662357958463678303487<132> (Markus Tervooren / GGNFS snfs / 78.56 hours on Core 2 Q6700, Linux 2.6.22 / Oct 29, 2008)
(26·10167+1)/9 =
2(8)1669<168>
= 23 · 97 · 7440716741<10> · 994429931053939659460376462395301<33> · 8171083938783497384303320933326590394457<40> · 2141719727669073859289699777557563993829652102083579639846097856848841724268160287<82> (Erik Branger / GGNFS,Msieve snfs / 72.08 hours / Nov 10, 2008)
(26·10168+1)/9 =
2(8)1679<169>
= 3 · 156641 · 21214442884961<14> · 23964088941151470239380261199<29> · 26698194639575122525661827534142287<35> · 452928540577266887157236259134255076239219768187618558929062743927670190164498760454451<87> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=274814543 for P35 / Oct 24, 2008)
(26·10169+1)/9 =
2(8)1689<170>
= 29 · 100913 · 21379041680182019<17> · 629791800841938978959882287717<30> · 237851355259520245767693083629268399033<39> · 3082441596275624181609734228458130179747319199386915262705645132263828924699723<79> (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=664282463 for P30 / Oct 19, 2008) (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona gnfs for P39 x P79 / 29.59 hours on Core 2 Quad Q6700 / Nov 1, 2008)
(26·10170+1)/9 =
2(8)1699<171>
= 31 · 109 · 113 · 9660131363<10> · 488636161233487<15> · 5122903932197939<16> · 31288111868874775466217091531671853408886748527034530353222192576181955508036378282114946026152486735425294704662642089719973<125>
(26·10171+1)/9 =
2(8)1709<172>
= 3 · 7927 · 2064534799<10> · 58840793128050175178298051481219826016901405745440710990739997380870205354950136171364165089471873076754440737769643140949485627710576957651466187196501930731<158>
(26·10172+1)/9 =
2(8)1719<173>
= 7 · 1181 · 65111 · 3923159 · 246579306925687<15> · 50169052621949839<17> · 8814210924167472918102113645618339<34> · 125463286336434572308957135668122719389564410798397992166471206788212294955363170100495218929<93> (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=4060022048 for P34 / Oct 19, 2008)
(26·10173+1)/9 =
2(8)1729<174>
= 458557838989194890719<21> · 73305096001558563409944288559304387<35> · 8594142483414908579347938546811251556448886758055864089876219871162756829401458004039178884223538718178148112968531213<118> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=512132224 for P35 / Nov 11, 2008)
(26·10174+1)/9 =
2(8)1739<175>
= 32 · 47 · 877 · 1487 · 14923 · 327647 · 58842514411389697<17> · [18202303528750714751999375978758795050474178749315650727955579893653378072126003937587614459898874063536769137305657279010835728694069820801<140>] SUBMIT/RESERVE
(26·10175+1)/9 =
2(8)1749<176>
= 6037 · 13892588197<11> · 1188980002162363873832000747<28> · [289702304531732264824626160196576487064447871737954430731494358959613368306656478872301871250854823259989291596894135042351511390403283<135>] SUBMIT/RESERVE
(26·10176+1)/9 =
2(8)1759<177>
= 5009083614373<13> · [57673001915950221383994540825139223791186640474150462442656036365732382307258229426769071559903097516360411370702756140420210771213560794680364206129044073889311493<164>] SUBMIT/RESERVE
(26·10177+1)/9 =
2(8)1769<178>
= 3 · 19 · 151 · 3587179 · 189131176702050198928735399<27> · [494723866921949265776147650483083272859020550471278322464267583255337774197441602650191914334454564364754320245469832535748349003659478881987<141>] SUBMIT/RESERVE
(26·10178+1)/9 =
2(8)1779<179>
= 72 · 17 · 131 · 6221 · 13170991 · 117211700666225923<18> · 27565439411382742645908646018114305337104147936924500277803798782868761286802694706119468317363371218282573585135473071383587254356858254533581531<146>
(26·10179+1)/9 =
2(8)1789<180>
= 293 · 479 · 9059 · 25169 · 9027790751859335506668040864864758401996398739956247347419035799324832109207043485165147762602174992086136311582094141058247493951915948178702638618784123617692163097<166>
(26·10180+1)/9 =
2(8)1799<181>
= 3 · 954929 · 117938593743891369844723<24> · [8550323690759118672513771387757109109765129674668281399400469572236458345270049041012863304555962530531249575504295985587408486118357109892646622947889<151>] SUBMIT/RESERVE
(26·10181+1)/9 =
2(8)1809<182>
= 43 · 4007 · 16993 · 2070546246863<13> · 2753324676418189<16> · 1436002109176389918189437<25> · 1205245567709978556828899668455099839468645763352818840969598865453926297059914012506745024102553726678337923406913608747<121>
(26·10182+1)/9 =
2(8)1819<183>
= 7043 · 96867847 · [423441581472782218551274934429479760556485712944305551477735970030654048377532296038055474459458280245544108380722557461971676466296907814755171595193405883171050879449109<171>] SUBMIT/RESERVE
(26·10183+1)/9 =
2(8)1829<184>
= 32 · 523 · 396581 · [1547585801883413266101310966581442134392224490655038638368470053812629098852401004280973332373894420498926111670804742354527977606505826144513509919091051802507816638181656567<175>] SUBMIT/RESERVE
(26·10184+1)/9 =
2(8)1839<185>
= 7 · 337 · 5469233617643<13> · [2239115122225703957188400770977879295898359478833213170351913825136253355133391141041654812398644565741158731199721520434478048146804262231639399203351434071477324313197<169>] SUBMIT/RESERVE
(26·10185+1)/9 =
2(8)1849<186>
= 31 · 71 · 20615533660491618785251220567<29> · [6366726799616909203328651675391396047323472151698399405801674183954186377734041965556883970464107239844578251111610817931055522810778015846335610768935367<154>] SUBMIT/RESERVE
(26·10186+1)/9 =
2(8)1859<187>
= 3 · 2595473 · 1512878213996179<16> · [245238753200526392644680938586179276631389733296964845328715576338542936817338967233277216083947075733531992648047206944556693516131490611795387022380856056637211889<165>] SUBMIT/RESERVE
(26·10187+1)/9 =
2(8)1869<188>
= 176383 · 4502341 · 968947597 · [37543558913529886545611820414315614937390342314823240763383102937094296729110686844396051343637458969230409773500962702982372432655414917570324199668472238236304660679<167>] SUBMIT/RESERVE
(26·10188+1)/9 =
2(8)1879<189>
= 809 · 266981218891<12> · 1337524067345341167803774434898181677742753591005557875037628704076689946310957500190365837970607380279612434516380367670741482594465309962442353727642270672999399206924448531<175>
(26·10189+1)/9 =
2(8)1889<190>
= 3 · 23 · 601 · 2671 · 10639819 · 2451315141290536453343696446972536501129045742862048257854053357119404631410734942123037931677709655054076327251612792681661247758107421794562791028204125019421341175895629769<175>
(26·10190+1)/9 =
2(8)1899<191>
= 7 · 15168778577<11> · 30634497431<11> · [8881195427811526052226924658109603036907334862996024917808425831111630044106728779829923816519611573852218422818528955232259848559775571073292437092132295560144550018121<169>] SUBMIT/RESERVE
(26·10191+1)/9 =
2(8)1909<192>
= 6546636591067<13> · 48421679091043459756832926021<29> · [911323899516326686399636842797269915989285661862284985185844909523504739246037165181304002231651589622047192324866562724454074947247293540738229505727<150>] SUBMIT/RESERVE
(26·10192+1)/9 =
2(8)1919<193>
= 33 · 21810230190172589513<20> · [4905765956650633024931815551923855502845116326853898710076650574458659307025508650010421313998060346965162993026097734401333012068429191388198340553409743484495381608736739<172>] SUBMIT/RESERVE
(26·10193+1)/9 =
2(8)1929<194>
= 317 · 2963 · 109515738733<12> · 411435617161<12> · 25800375226586219898912662777<29> · 26456688297984493357462028451361017695070187538368241646106358619730267766259668810167025687166909487184203065039237925744068631923548059<137>
(26·10194+1)/9 =
2(8)1939<195>
= 17 · 505313 · 12771221 · 56982194136793<14> · 46211477855398204035436513722866869060182788600220689393443418575672795428644154937534110578691264240358127496156580749926936605528091080359295935753389281501664230253<167>
(26·10195+1)/9 =
2(8)1949<196>
= 3 · 19 · 192497 · 167449669 · 54054658379899<14> · 303234856492361593<18> · 95925810076280840598050616441441745295780029403633193468420983180944747763292013336061880943284829801891488844768001883836271562254601175879034163327<149>
(26·10196+1)/9 =
2(8)1959<197>
= 7 · 1401709204154971<16> · [2944251286037680478895135189173851632014769281431618661051643313217691312408850592529044275971070534892923634012246136679869577341783694754060716838421062144184960139162815632336237<181>] SUBMIT/RESERVE
(26·10197+1)/9 =
2(8)1969<198>
= 29 · 9371191 · 1493505089459<13> · 1565373932131998097<19> · 1494079400538155617261<22> · 639900809943620340672158725117<30> · 475583642631248084680030923183755462497251138565228616126060593087253780870104126913586414931844328199210801<108> (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=2376128635 for P30 / Oct 22, 2008)
(26·10198+1)/9 =
2(8)1979<199>
= 3 · 77279 · [12460862109537687637818333091305050051928246521861863675292938093957775889477904255528189585307301633858654524035804849479974675694082001099431449203055978505971388902068646889361443121196741197<194>] SUBMIT/RESERVE
(26·10199+1)/9 =
2(8)1989<200>
= 373864121956335499<18> · 5320197646371110461841<22> · [14524101722795114506617668919734792005983161065923191563350679362939212861868401529661722077642042622619876330184250632207542566783964196035461922247663832194971<161>] SUBMIT/RESERVE
(26·10200+1)/9 =
2(8)1999<201>
= 31 · 704269 · 1142785101494011<16> · 31707950796792711487<20> · [365172300018773896154527858212131259225523111201578266707242638528957353492178094459662902017207636547874161814850444179085039657856458529685216769739946706343<159>] SUBMIT/RESERVE
(26·10201+1)/9 =
2(8)2009<202>
= 32 · 1329143 · 87676933 · 672667087 · [4094784895824382294562402214757152050168608529102818142318633701542932430920600826762025956510305949519309678567972202148569821916186596837303624846094684789137615127986268139557<178>] SUBMIT/RESERVE
(26·10202+1)/9 =
2(8)2019<203>
= 7 · 43 · 33739 · 8179693 · 41316437 · 780868339 · 4999350253283<13> · 1001553437158757072561<22> · [2152815273424542897125727861475328690897625509797906118796457455136664996946843316058630955180514572528820942826446265156479648694967920623<139>] SUBMIT/RESERVE
(26·10203+1)/9 =
2(8)2029<204>
= 61 · 9819918737<10> · 37287396313<11> · 100744959165252560987<21> · 5394637429152624442511<22> · 1591392095289804421962004160362504930638566818651<49> · 14954375035445075432517592802281751545607225577975759746369031858970547474844079393319097347<92> (Dmitry Domanov / GGNFS/msieve 1.41 gnfs for P49 x P92 / 484.30 hours / Jun 11, 2009)
(26·10204+1)/9 =
2(8)2039<205>
= 3 · 11027 · 12347 · 214761986819<12> · [32933155746618384230635078922489482058585852552343935890675380185817087796146262477197096891629471197007754370544871623575359344682742318516185994210228852515022262611743399469933438033<185>] SUBMIT/RESERVE
(26·10205+1)/9 =
2(8)2049<206>
= 1019 · 19501 · 23789 · 7928831891<10> · 745122950291407<15> · [10343950552472031681005712364399820062945125787745975468952602468643196203790173241528373209398493097306354784750104828984156442628967866140332592692513800677503846485567<170>] SUBMIT/RESERVE

4. References

Copyright (C) 1999-2009 Makoto Kamada All Rights Reserved.