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Factorizations of 288...881

Table of contents

  1. About 288...881
  2. Prime numbers of the form 288...881
  3. Factorizations of 288...881
  4. References

1. About 288...881

First ten terms

21, 281, 2881, 28881, 288881, 2888881, 28888881, 288888881, 2888888881, 28888888881

General term

(26·10n-71)/9

2. Prime numbers of the form 288...881

Last update

Jan 18, 2009

Searched up to

n≤10000

Difficulty of search

19.34%

Results

  1. (26·102-71)/9 = 281 is prime. (Makoto Kamada / Nov 24, 2004)
  2. (26·1012-71)/9 = 2(8)111<13> is prime. (Makoto Kamada / Nov 24, 2004)
  3. (26·1027-71)/9 = 2(8)261<28> is prime. (Makoto Kamada / Nov 24, 2004)
  4. (26·1044-71)/9 = 2(8)431<45> is prime. (Makoto Kamada / Nov 24, 2004)
  5. (26·1080-71)/9 = 2(8)791<81> is prime. (Makoto Kamada / Nov 24, 2004)
  6. (26·10119-71)/9 = 2(8)1181<120> is prime. (searched by Makoto Kamada / PFGW / Dec 23, 2004) (certified by Makoto Kamada / PPSIQS / Dec 31, 2004)
  7. (26·10131-71)/9 = 2(8)1301<132> is prime. (searched by Makoto Kamada / PFGW / Dec 23, 2004) (certified by Makoto Kamada / PPSIQS / Dec 31, 2004)
  8. (26·10275-71)/9 = 2(8)2741<276> is prime. (searched by Makoto Kamada / PFGW / Dec 23, 2004) (certified by Makoto Kamada / PPSIQS / Dec 31, 2004)
  9. (26·10315-71)/9 = 2(8)3141<316> is prime. (searched by Makoto Kamada / PFGW / Dec 23, 2004) (certified by Makoto Kamada / PPSIQS / Dec 31, 2004)
  10. (26·10876-71)/9 = 2(8)8751<877> is prime. (searched by Makoto Kamada / PFGW / Dec 23, 2004) (certified by Tyler Cadigan / PRIMO 2.2.0 beta 6 / May 29, 2006)
  11. (26·101307-71)/9 = 2(8)13061<1308> is prime. (searched by Makoto Kamada / PFGW / Dec 23, 2004) (certified by Tyler Cadigan / PRIMO 2.2.0 beta 6 / Sep 10, 2006)

3. Factorizations of 288...881

Last update

Jan 5, 2009

Completed up to

Range

n≤205

Terms which have not been factored yet

n=173, 174, 175, 177, 178, 179, 180, 184, 185, 189, 190, 191, 196, 200, 202, 204 (16/205)

Results

(26·101-71)/9 =
21
= 3 · 7
(26·102-71)/9 =
281
= definitely prime number
(26·103-71)/9 =
2881
= 43 · 67
(26·104-71)/9 =
28881
= 32 · 3209
(26·105-71)/9 =
288881
= 17 · 16993
(26·106-71)/9 =
2888881
= 179 · 16139
(26·107-71)/9 =
28888881
= 3 · 72 · 196523
(26·108-71)/9 =
288888881
= 1259 · 229459
(26·109-71)/9 =
2888888881<10>
= 14939 · 193379
(26·1010-71)/9 =
28888888881<11>
= 3 · 23 · 173 · 2420113
(26·1011-71)/9 =
288888888881<12>
= 11923 · 24229547
(26·1012-71)/9 =
2888888888881<13>
= definitely prime number
(26·1013-71)/9 =
28888888888881<14>
= 32 · 7 · 17737 · 25852951
(26·1014-71)/9 =
288888888888881<15>
= 76631 · 3769869751<10>
(26·1015-71)/9 =
2888888888888881<16>
= 257 · 829 · 6073 · 2232749
(26·1016-71)/9 =
28888888888888881<17>
= 3 · 229 · 251 · 1801 · 93022213
(26·1017-71)/9 =
288888888888888881<18>
= 19 · 29 · 107 · 593 · 8263057381<10>
(26·1018-71)/9 =
2888888888888888881<19>
= 74017 · 275461 · 141690013
(26·1019-71)/9 =
28888888888888888881<20>
= 3 · 7 · 1117 · 11159 · 110365438487<12>
(26·1020-71)/9 =
288888888888888888881<21>
= 223 · 57947 · 22356047240701<14>
(26·1021-71)/9 =
2888888888888888888881<22>
= 17 · 17551 · 252899 · 38285377957<11>
(26·1022-71)/9 =
28888888888888888888881<23>
= 33 · 193 · 5543828226614639971<19>
(26·1023-71)/9 =
288888888888888888888881<24>
= 613 · 78311 · 2163919 · 2781035893<10>
(26·1024-71)/9 =
2888888888888888888888881<25>
= 43 · 8209 · 11093 · 737773606171991<15>
(26·1025-71)/9 =
28888888888888888888888881<26>
= 3 · 7 · 2385167227<10> · 576756782538743<15>
(26·1026-71)/9 =
288888888888888888888888881<27>
= 127 · 13799 · 44562403 · 3699226308499<13>
(26·1027-71)/9 =
2888888888888888888888888881<28>
= definitely prime number
(26·1028-71)/9 =
28888888888888888888888888881<29>
= 3 · 857 · 455431 · 38926891 · 633806157791<12>
(26·1029-71)/9 =
288888888888888888888888888881<30>
= 47 · 154487 · 39786985985998255707929<23>
(26·1030-71)/9 =
2888888888888888888888888888881<31>
= 167 · 281 · 3301 · 41213 · 452510117698375631<18>
(26·1031-71)/9 =
28888888888888888888888888888881<32>
= 32 · 7 · 14563 · 31487591285252023652994149<26>
(26·1032-71)/9 =
288888888888888888888888888888881<33>
= 23 · 1579 · 7954646278296359525535944293<28>
(26·1033-71)/9 =
2888888888888888888888888888888881<34>
= 379 · 2339 · 16885432592629<14> · 192996403211069<15>
(26·1034-71)/9 =
28888888888888888888888888888888881<35>
= 3 · 59 · 6141981383608039<16> · 26573519410973527<17>
(26·1035-71)/9 =
288888888888888888888888888888888881<36>
= 19 · 683 · 932051587867<12> · 23884523597314400659<20>
(26·1036-71)/9 =
2888888888888888888888888888888888881<37>
= 67 · 138268168457<12> · 311841438933148995814499<24>
(26·1037-71)/9 =
28888888888888888888888888888888888881<38>
= 3 · 7 · 17 · 113 · 10211365123<11> · 70129440425037205245967<23>
(26·1038-71)/9 =
288888888888888888888888888888888888881<39>
= 87503816841621163<17> · 3301443289174089827987<22>
(26·1039-71)/9 =
2888888888888888888888888888888888888881<40>
= 198997547187721<15> · 14517208527016184712009961<26>
(26·1040-71)/9 =
28888888888888888888888888888888888888881<41>
= 32 · 3209876543209876543209876543209876543209<40>
(26·1041-71)/9 =
288888888888888888888888888888888888888881<42>
= 149 · 359 · 5400700844794243683776502381501353291<37>
(26·1042-71)/9 =
2888888888888888888888888888888888888888881<43>
= 58147 · 9373703 · 5300200961631623268574798740941<31>
(26·1043-71)/9 =
28888888888888888888888888888888888888888881<44>
= 3 · 7 · 163 · 22245284071<11> · 379390090706153081176280864057<30>
(26·1044-71)/9 =
288888888888888888888888888888888888888888881<45>
= definitely prime number
(26·1045-71)/9 =
2888888888888888888888888888888888888888888881<46>
= 29 · 43 · 1151 · 2012746413382658006592983117005671222673<40>
(26·1046-71)/9 =
28888888888888888888888888888888888888888888881<47>
= 3 · 228518093 · 30932380872488993<17> · 1362309055912122868423<22>
(26·1047-71)/9 =
288888888888888888888888888888888888888888888881<48>
= 877 · 329405802609907512986190295198276954263271253<45>
(26·1048-71)/9 =
2888888888888888888888888888888888888888888888881<49>
= 97 · 457 · 919 · 714373755631<12> · 99266315325830601677515832401<29>
(26·1049-71)/9 =
28888888888888888888888888888888888888888888888881<50>
= 34 · 72 · 5881 · 28859 · 42886171901366639655443486248759325531<38>
(26·1050-71)/9 =
288888888888888888888888888888888888888888888888881<51>
= 109 · 2089807 · 122474249 · 2332765607<10> · 4438970637091640993469509<25>
(26·1051-71)/9 =
2888888888888888888888888888888888888888888888888881<52>
= 227 · 1212042911<10> · 337024098253867<15> · 31154876223567312107639119<26>
(26·1052-71)/9 =
28888888888888888888888888888888888888888888888888881<53>
= 3 · 2917 · 760661654172934917383<21> · 4339919072207608163860159657<28>
(26·1053-71)/9 =
288888888888888888888888888888888888888888888888888881<54>
= 17 · 19 · 173 · 1234253 · 4188688086903652093021444325497477823006563<43>
(26·1054-71)/9 =
2888888888888888888888888888888888888888888888888888881<55>
= 232 · 61 · 1093 · 234669951697<12> · 2919387997457<13> · 119557236341326738200017<24>
(26·1055-71)/9 =
28888888888888888888888888888888888888888888888888888881<56>
= 3 · 7 · 647 · 3377887 · 75195061 · 8370913034588550268284093104442817409<37>
(26·1056-71)/9 =
288888888888888888888888888888888888888888888888888888881<57>
= 331 · 13634164596751<14> · 64013903687959235457484019205255951790301<41>
(26·1057-71)/9 =
2888888888888888888888888888888888888888888888888888888881<58>
= 433 · 4297 · 24407737 · 63613614611362159829936266854730545900578113<44>
(26·1058-71)/9 =
28888888888888888888888888888888888888888888888888888888881<59>
= 32 · 151 · 281 · 4139 · 322802317 · 36844731349<11> · 1536730100093179350755660862197<31>
(26·1059-71)/9 =
288888888888888888888888888888888888888888888888888888888881<60>
= 1020821 · 282996616340072244682357522904494410762404857353922861<54>
(26·1060-71)/9 =
2888888888888888888888888888888888888888888888888888888888881<61>
= 40153039375403059903673<23> · 71946954298522263644201673139674026297<38>
(26·1061-71)/9 =
28888888888888888888888888888888888888888888888888888888888881<62>
= 3 · 7 · 1375661375661375661375661375661375661375661375661375661375661<61>
(26·1062-71)/9 =
288888888888888888888888888888888888888888888888888888888888881<63>
= 557 · 518651506084181129064432475563534809495312188310392978256533<60>
(26·1063-71)/9 =
2888888888888888888888888888888888888888888888888888888888888881<64>
= 839 · 2275327 · 59138137 · 105247136447<12> · 1163529163938857<16> · 208963222219616598599<21>
(26·1064-71)/9 =
28888888888888888888888888888888888888888888888888888888888888881<65>
= 3 · 16972611604966540301143<23> · 567362869884549710132756551538829507395389<42>
(26·1065-71)/9 =
288888888888888888888888888888888888888888888888888888888888888881<66>
= 293 · 205303165423<12> · 4802502202175903267180706336114502579157435218899379<52>
(26·1066-71)/9 =
2888888888888888888888888888888888888888888888888888888888888888881<67>
= 43 · 251 · 1889 · 2861 · 3727 · 13288606855937932537772430320250538588501246680720899<53>
(26·1067-71)/9 =
28888888888888888888888888888888888888888888888888888888888888888881<68>
= 32 · 7 · 487 · 941588895045431664185942077796971705253703884778491212440562201<63>
(26·1068-71)/9 =
288888888888888888888888888888888888888888888888888888888888888888881<69>
= 127 · 2714919829717411<16> · 837857396613881405045843727358879425420241839209573<51>
(26·1069-71)/9 =
2888888888888888888888888888888888888888888888888888888888888888888881<70>
= 17 · 67 · 7069211119<10> · 113853020927<12> · 28020098775172139203<20> · 112466179465344525757826761<27>
(26·1070-71)/9 =
28888888888888888888888888888888888888888888888888888888888888888888881<71>
= 3 · 107 · 93629 · 503550567472035121<18> · 3377175130719667906207<22> · 565221598503236996190347<24>
(26·1071-71)/9 =
288888888888888888888888888888888888888888888888888888888888888888888881<72>
= 19 · 17597 · 37885982977<11> · 4370470381057693871797<22> · 5218333876165203778950271917818443<34>
(26·1072-71)/9 =
2888888888888888888888888888888888888888888888888888888888888888888888881<73>
= 181 · 6924577510111<13> · 100777008704819873<18> · 22871651208006712143472936889482792812467<41>
(26·1073-71)/9 =
28888888888888888888888888888888888888888888888888888888888888888888888881<74>
= 3 · 7 · 29 · 85487 · 34447009 · 16108754051421344280728272168583658607199338089032883110623<59>
(26·1074-71)/9 =
288888888888888888888888888888888888888888888888888888888888888888888888881<75>
= 613 · 1297 · 10037 · 106441 · 27645340962411214638532669219<29> · 12302562133103206677642660246427<32>
(26·1075-71)/9 =
2888888888888888888888888888888888888888888888888888888888888888888888888881<76>
= 47 · 653 · 12289 · 5465105681900570729209<22> · 1401537397207875662117524695264842227620120691<46>
(26·1076-71)/9 =
28888888888888888888888888888888888888888888888888888888888888888888888888881<77>
= 33 · 23 · 307 · 583447 · 718303 · 361569485704143166259985611039642132631509601714423566052703<60>
(26·1077-71)/9 =
288888888888888888888888888888888888888888888888888888888888888888888888888881<78>
= 163621 · 10402702937849<14> · 169724914701124344925749573586327597874902298757007837995589<60>
(26·1078-71)/9 =
2888888888888888888888888888888888888888888888888888888888888888888888888888881<79>
= 38647544077<11> · 963372343223<12> · 1157688674039437627037<22> · 67022863465627573295586528878250703<35>
(26·1079-71)/9 =
28888888888888888888888888888888888888888888888888888888888888888888888888888881<80>
= 3 · 7 · 1168969 · 16368797 · 119469991 · 601773357030134149261820575383009367263471000811923999247<57>
(26·1080-71)/9 =
288888888888888888888888888888888888888888888888888888888888888888888888888888881<81>
= definitely prime number
(26·1081-71)/9 =
2888888888888888888888888888888888888888888888888888888888888888888888888888888881<82>
= 1529233 · 350134042855576951<18> · 952694189301155334207227<24> · 5663296798489480753588063228719941<34>
(26·1082-71)/9 =
28888888888888888888888888888888888888888888888888888888888888888888888888888888881<83>
= 3 · 260509753025273<15> · 352353293170307721142239761<27> · 104907674912728610703334779655267668391459<42>
(26·1083-71)/9 =
288888888888888888888888888888888888888888888888888888888888888888888888888888888881<84>
= 192244012305093716480087521259245272634289<42> · 1502719826875120105583547596262677898150529<43> (Makoto Kamada / GGNFS-0.54.5b)
(26·1084-71)/9 =
2888888888888888888888888888888888888888888888888888888888888888888888888888888888881<85>
= 22283 · 1028002024697<13> · 126113973185142981224021057219695902178801582875181150544268438293131<69>
(26·1085-71)/9 =
28888888888888888888888888888888888888888888888888888888888888888888888888888888888881<86>
= 32 · 7 · 17 · 1429 · 35404937207<11> · 2539658861977<13> · 331291505188149799735886167<27> · 633664863276787571338187788043<30>
(26·1086-71)/9 =
288888888888888888888888888888888888888888888888888888888888888888888888888888888888881<87>
= 281 · 137867 · 32955931347088647841648029723290765501<38> · 226271889642993716126349935267701976474503<42>
(26·1087-71)/9 =
2888888888888888888888888888888888888888888888888888888888888888888888888888888888888881<88>
= 43 · 383 · 853 · 35550131 · 5784600521518154262503947829404958998753057709151595591220657721542441443<73>
(26·1088-71)/9 =
28888888888888888888888888888888888888888888888888888888888888888888888888888888888888881<89>
= 3 · 650505559533653354689736605353608521637<39> · 14803301045625343174276516222728870673430348418271<50> (Makoto Kamada / GGNFS-0.54.5b)
(26·1089-71)/9 =
288888888888888888888888888888888888888888888888888888888888888888888888888888888888888881<90>
= 19 · 14081 · 27799 · 1957613210537999870838931613067611171<37> · 19842102028666560640834479985607719844318351<44>
(26·1090-71)/9 =
2888888888888888888888888888888888888888888888888888888888888888888888888888888888888888881<91>
= 333996079600410178649<21> · 92535787813559822575000420894649281<35> · 93471614174953405320311257038092249<35>
(26·1091-71)/9 =
28888888888888888888888888888888888888888888888888888888888888888888888888888888888888888881<92>
= 3 · 72 · 41694534985694711467994149<26> · 4713400778623322382013357089162705919062474617871030226040720527<64>
(26·1092-71)/9 =
288888888888888888888888888888888888888888888888888888888888888888888888888888888888888888881<93>
= 59 · 29191 · 20475383 · 6715555721756421703803082061533<31> · 1219876493815405881569044817203903324084198303391<49>
(26·1093-71)/9 =
2888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888881<94>
= 1739207 · 887666553130667<15> · 19279544984618859541939537816451143<35> · 97058355302509208426666658159272995843<38>
(26·1094-71)/9 =
28888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888881<95>
= 32 · 15161 · 211719315560311097105064081736684687237641088530431801544085254482545778194701968419621169<90>
(26·1095-71)/9 =
288888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888881<96>
= 1069 · 330413 · 4702853 · 6129012569676217683453529809548861<34> · 28375537129854877448829271477073244037529134681<47> (Makoto Kamada / GGNFS-0.54.5b)
(26·1096-71)/9 =
2888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888881<97>
= 173 · 170354564240669<15> · 98023670683509204843676231621361170883081418556051415995751072743677866054253913<80>
(26·1097-71)/9 =
28888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888881<98>
= 3 · 7 · 10445917 · 1497490223<10> · 87942939419287202727967246532522041177969031732661276838827990810873597954039871<80>
(26·1098-71)/9 =
288888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888881<99>
= 23 · 92641 · 2067553144387<13> · 1188654245163488175861717361<28> · 55168038255009128344858961850910886177003463958913581<53>
(26·1099-71)/9 =
2888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888881<100>
= 8803 · 3827953 · 23201635947720613<17> · 101426980767819684301935126708077<33> · 36430189805401218856153610441289037059659<41>
(26·10100-71)/9 =
28888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888881<101>
= 3 · 3915907 · 36090418559584349<17> · 21853506048210356568799<23> · 3117914296414568278648500798941727097615162119765144611<55>
(26·10101-71)/9 =
2(8)1001<102>
= 17 · 29 · 6826783 · 5039041944389<13> · 17034125692739793260776607778967649413663992951644486810629016856870237377397391<80>
(26·10102-71)/9 =
2(8)1011<103>
= 67 · 4538946310673361934203419529586170464160589<43> · 9499505316661328483693123081125976474462217351123397421287<58> (Serge Batalov / Msieve-1.38 snfs / 0.30 hours on Opteron-2.8GHz; Linux x86_64 / Sep 27, 2008)
(26·10103-71)/9 =
2(8)1021<104>
= 33 · 7 · 122957 · 2859377 · 711477715669633811243963<24> · 611058872610932479795467278209668632172821757390612976241443319147<66>
(26·10104-71)/9 =
2(8)1031<105>
= 2341 · 26458462171<11> · 370732385526715253<18> · 139843856570401837141193521969<30> · 89962374216378031869000710849753782440938203<44> (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=1197011526 for P30 / Sep 19, 2008)
(26·10105-71)/9 =
2(8)1041<106>
= 431 · 439 · 18353 · 72367 · 43770940957279<14> · 764960558670767<15> · 343333742814848883281184493663263126047009052403297477953383063<63>
(26·10106-71)/9 =
2(8)1051<107>
= 3 · 446120111 · 74629065549615864486910488511<29> · 289234289525912646065905696331040565981315662962537495174904318190987<69>
(26·10107-71)/9 =
2(8)1061<108>
= 19 · 751 · 35081 · 256203379480958915983<21> · 2252581338499781319109765022591621996800365695490292643824076353436523597663763<79>
(26·10108-71)/9 =
2(8)1071<109>
= 43 · 163527916727774226853681<24> · 514753659624992452587910543<27> · 798125223056022285675979858654290612491419410592861599949<57>
(26·10109-71)/9 =
2(8)1081<110>
= 3 · 7 · 1613 · 69226093 · 182758699286729815310887319891<30> · 67410771328016497019214021589313374524953741887543626581908524611719<68> (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=1732740741 for P30 / Sep 19, 2008)
(26·10110-71)/9 =
2(8)1091<111>
= 127 · 1951 · 7886623688988353<16> · 9671736314603461057887965599847505751<37> · 15285311076956761976885931758180371769621907771691351<53> (Justin Card / msieve 1.38 for P37 x P53 / 1.41 hours on One processor of an AMD Athlon 64 X2 3600+, 3 GB RAM, running Ubuntu Linux / Sep 27, 2008)
(26·10111-71)/9 =
2(8)1101<112>
= 2767 · 3333611 · 216040609 · 729069478395533069<18> · 2287183728027393459865876871<28> · 869363487033546892092301105530892286871111946343<48>
(26·10112-71)/9 =
2(8)1111<113>
= 32 · 29147 · 4769177979227823799073881807117328228690591<43> · 23091435821474135828457919814168101536665195947355131326279552917<65> (Serge Batalov / Msieve-1.38 snfs / 0.65 hours on Opteron-2.6GHz; Linux x86_64 / Sep 27, 2008)
(26·10113-71)/9 =
2(8)1121<114>
= 21402882559<11> · 66298611785379051886444433<26> · 233933146018818524294877597578708248079<39> · 870286754579849616427691583403051247537<39> (Makoto Kamada / Msieve 1.38 for P39 x P39 / 15 minutes on Pentium 4 3.06GHz, Windows XP and Cygwin / Sep 27, 2008)
(26·10114-71)/9 =
2(8)1131<115>
= 61 · 281 · 82515401 · 2042488730913691639104650910398239582141440720934800185153713411030988033336465950595502899478863680741<103>
(26·10115-71)/9 =
2(8)1141<116>
= 3 · 7 · 377623 · 3642949120316759470094939597591713591003888469879683338609304453545932481272754508230101612919926423076390107<109>
(26·10116-71)/9 =
2(8)1151<117>
= 251 · 131720106875977<15> · 8737859206605456421920387818565009399157859423070212877559556073065684698167582598414523065268146603<100>
(26·10117-71)/9 =
2(8)1161<118>
= 17 · 367 · 123303799438487<15> · 2521648704253213<16> · 1489206111576747385326317635494414497587939920378747285822849103697054997132472520509<85>
(26·10118-71)/9 =
2(8)1171<119>
= 3 · 9629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629629627<118>
(26·10119-71)/9 =
2(8)1181<120>
= definitely prime number
(26·10120-71)/9 =
2(8)1191<121>
= 23 · 136218576607105746678368963<27> · 922075886144206554886576656131076386005082223938336897160903723946919615663003983326596865469<93>
(26·10121-71)/9 =
2(8)1201<122>
= 32 · 7 · 47 · 142543003 · 222364605027963289594960585610198951220800558531666759<54> · 307808683726998816731583533019641595302396302718066515573<57> (Serge Batalov / Msieve-1.38 snfs / 1.20 hours on Opteron-2.6GHz; Linux x86_64 / Sep 27, 2008)
(26·10122-71)/9 =
2(8)1211<123>
= 821 · 41047 · 194210021 · 32371843362773<14> · 1363537839471737853854171703214567769643618136905315756013768004765981868298980868688485093411<94>
(26·10123-71)/9 =
2(8)1221<124>
= 107 · 1171 · 189319853 · 234597262348601<15> · 519123952054151613992975315794179630294541895846149700274688784517171822460114373949070705155341<96>
(26·10124-71)/9 =
2(8)1231<125>
= 3 · 163 · 57162358247<11> · 4863987289960456051<19> · 82711241811099317326869797485718892733761469<44> · 2568945372540053678056380379294551958469473628953<49> (Justin Card / msieve 1.38 for P44 x P49 / Sep 28, 2008)
(26·10125-71)/9 =
2(8)1241<126>
= 19 · 613 · 91823 · 153407 · 15699580490746648722017623746645943623109<41> · 112158465934766181512722569942161506774982710985048339315616976232886227<72> (Sinkiti Sibata / GGNFS-0.77.1-20050930-pentium4 snfs / 3.95 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Sep 27, 2008)
(26·10126-71)/9 =
2(8)1251<127>
= 401 · 3354622878026888455049<22> · 16283299902589791600249813240195129893581187<44> · 131886498973573202679378662889306990910980844571318172595187<60> (Justin Card / GGNFS / Sep 28, 2008)
(26·10127-71)/9 =
2(8)1261<128>
= 3 · 7 · 4177 · 113230714718788553945893724491447<33> · 2908592098095199284156292274582063675219090371694461454439845943319274746957258978219884619<91> (Sinkiti Sibata / GGNFS-0.77.1-20050930-pentium4 snfs / 5.33 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Sep 28, 2008)
(26·10128-71)/9 =
2(8)1271<129>
= 131 · 14173 · 391990036073<12> · 209136141955673<15> · 282253571530531905287821895982263<33> · 6724410067927540770071296948992460956272813315912377010665593281<64> (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=821616480 for P33 / Sep 20, 2008)
(26·10129-71)/9 =
2(8)1281<130>
= 29 · 43 · 30322790101<11> · 76400328402729636583996072679655276993028676781734064123958532848712731406744190291234858392221914334108938386694323<116>
(26·10130-71)/9 =
2(8)1291<131>
= 37 · 107279 · 85922473291<11> · 114742625399467795589<21> · 1555264010009095245215689855939<31> · 8030298041873378200644298075643381459141156096670048678509977<61> (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=2307223106 for P31 / Sep 20, 2008)
(26·10131-71)/9 =
2(8)1301<132>
= definitely prime number
(26·10132-71)/9 =
2(8)1311<133>
= 398509 · 27916677970667<14> · 32059996951889623<17> · 1298007338759416798757<22> · 44910186825661846875165788128120087307<38> · 138945178582090619144089903560714259151<39> (Makoto Kamada / Msieve 1.38 for P38 x P39 / 8 minutes on Pentium 4 3.06GHz, Windows XP and Cygwin / Sep 27, 2008)
(26·10133-71)/9 =
2(8)1321<134>
= 3 · 72 · 17 · 151 · 1061 · 37783 · 99011812111<11> · 1965547559984367689019258871317555515695451<43> · 9813077914068196935358138454323876101771621519472202609560133578483<67> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon snfs / 3.06 hours / Sep 27, 2008)
(26·10134-71)/9 =
2(8)1331<135>
= 1801897 · 265450281363670856539<21> · 2151771244658802648860981132723919893684815718567<49> · 280686539850995217773316080340193459612811030104024615577821<60> (Sinkiti Sibata / GGNFS-0.77.1-20050930-pentium4 gnfs for P49 x P60 / 19.00 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Sep 29, 2008)
(26·10135-71)/9 =
2(8)1341<136>
= 67 · 4073 · 2577318468267485992379509<25> · 2266135705922041576057780547<28> · 1812540111305362497474519958299985462603635906692187803862724690978797947213917<79>
(26·10136-71)/9 =
2(8)1351<137>
= 3 · 2741 · 92372285975211434631537057344098560567670446839<47> · 38032848797379633248033194711881967676062087393154102007966129723213945990007458206473<86> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 12.79 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Sep 27, 2008)
(26·10137-71)/9 =
2(8)1361<138>
= 11257 · 142789 · 267456302461<12> · 14845595497047991036103<23> · 45265045481221598104267269266172691666697998764880142075033410042315437306865697873975786165359<95>
(26·10138-71)/9 =
2(8)1371<139>
= 120949069 · 41467906931283023773<20> · 35541916653799466686224456599258869<35> · 16205981899812491349119706433005180738013612088106238598294885611831440295477<77> (Robert Backstrom / GMP-ECM 6.2.1 B1=962000, sigma=110969026 for P35 / Sep 27, 2008)
(26·10139-71)/9 =
2(8)1381<140>
= 32 · 7 · 173 · 2735315574127449899<19> · 969028940637058435379565483346687500734639049776666154299653705880036734309615144908116016346872434929650138183383681<117>
(26·10140-71)/9 =
2(8)1391<141>
= 258551 · 1061457857440639884285723044526980992447605343813900560013<58> · 1052644826720225490937098572168106297601845969296447812929710800726211325127987<79> (Serge Batalov / Msieve-1.38 snfs / 5.70 hours on Q6600/Windows XP / Sep 28, 2008)
(26·10141-71)/9 =
2(8)1401<142>
= 1852300363<10> · 48498280602860997751847<23> · 11957796235248191680187920873<29> · 2689316621920129151748266636989988558817843164300163318157065656999358945583080077<82>
(26·10142-71)/9 =
2(8)1411<143>
= 3 · 23 · 281 · 1277 · 351887 · 1043876039<10> · 318812637521068164983566579422495812535445874888122847<54> · 9963154172558509622279112283921622547309975069751848442172384313887<67> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 17.38 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Sep 28, 2008)
(26·10143-71)/9 =
2(8)1421<144>
= 19 · 499 · 811 · 3023 · 11778986365783666685605364089<29> · 1055139232688970450101066539881861257396800078440763829380768723165857760542270687341617581994385205902653<106>
(26·10144-71)/9 =
2(8)1431<145>
= 97 · 29782359679266895761741122565864833906071019473081328751431844215349369988545246277205040091638029782359679266895761741122565864833906071019473<143>
(26·10145-71)/9 =
2(8)1441<146>
= 3 · 7 · 1608107 · 462490307618949845351<21> · 1849668777502947672500183140826106456358182307024383860925894413289489850919850764988120125242281394671333244035615073<118>
(26·10146-71)/9 =
2(8)1451<147>
= 17681 · 23242459 · 17943666279248153726359854426579738150064948201372651529<56> · 39176962177511276591329105438819030419134508058060721100657357913796416293078491<80> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 28.94 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin / Sep 27, 2008)
(26·10147-71)/9 =
2(8)1461<148>
= 4433629 · 22802546140678726259<20> · 28575125483363629663708169323077533792813056069075832791036233308603515800494944166208542588827288112471816020976867779271<122>
(26·10148-71)/9 =
2(8)1471<149>
= 32 · 7079 · 8191 · 155940502619527<15> · 298681499547353786867<21> · 71645980636279641188679079<26> · 548351273705704159083138201388318961<36> · 30252519542307107524429438513999026405036011<44> (Makoto Kamada / Msieve 1.38 for P36 x P44 / 17 minutes on Pentium 4 3.06GHz, Windows XP and Cygwin / Sep 27, 2008)
(26·10149-71)/9 =
2(8)1481<150>
= 172 · 113 · 2154307 · 36542965889<11> · 112368133532218289965850899209443042160089698345563763309355408011120372412458052674594364060766418159180313235943929296895149771<129>
(26·10150-71)/9 =
2(8)1491<151>
= 43 · 59 · 39511 · 156236473309783<15> · 306806534558417<15> · 90996090683978972051700665489<29> · 278892062287133994385679444936173651725679<42> · 23691165618220695016170882191532431070649463<44> (Serge Batalov / Msieve-1.36 for P42 x P44 / 0.64 hours on Opteron-2.8GHz; Linux x86_64 / Sep 27, 2008)
(26·10151-71)/9 =
2(8)1501<152>
= 3 · 7 · 263 · 13679 · 3226777 · 17209986945207499<17> · 2745596514435287531823283642891597<34> · 2507928999895546296791005056224527982607687054515900884400907699433831261610761528623203<88> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 31.07 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin / Sep 28, 2008)
(26·10152-71)/9 =
2(8)1511<153>
= 127 · 12033947 · 32357092752211<14> · 5841838267994907952234512777996809791421378473775901328667996549199008252039137277490509186794283935279535559944825097412206914959<130>
(26·10153-71)/9 =
2(8)1521<154>
= 31305484393<11> · 92280600185661177317176958619721201286600673008435978711383259729038778489310337530316612880812193375757962797061674869605934383054313306529417<143>
(26·10154-71)/9 =
2(8)1531<155>
= 3 · 10493039 · 13334533 · 4570917521<10> · 485145053135641669248545737<27> · 31035267576004012651346185065852138769010321805851564283469921769192271481347895210841100769039168722073<104>
(26·10155-71)/9 =
2(8)1541<156>
= 761 · 54499 · 30564664990261253<17> · 63836161460698741419691880404514945920853927423<47> · 3570024888040223758946915583946688879184055497902878240186964550332918034067683819241<85> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 42.65 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Sep 29, 2008)
(26·10156-71)/9 =
2(8)1551<157>
= 151343 · 3327811 · 39667337 · 832273997796829361<18> · 3034209970641607921129<22> · 1539101763813295096540956696049<31> · 37204674366771785637207080014338786059371882679796505450287968745701<68> (Makoto Kamada / GMP-ECM 6.2.1 B1=250000, sigma=571760825 for P31 / Sep 22, 2008)
(26·10157-71)/9 =
2(8)1561<158>
= 33 · 7 · 29 · 1069127170831<13> · 126665524459966483<18> · 38920933129788572751461850668663377146791517046767392622328332651471009796826838347825331489893834957817320817699929770918237<125>
(26·10158-71)/9 =
2(8)1571<159>
= 109 · 10324367 · 37888800062586718993411<23> · 6775323796122561021392720791721894210710345641522567973344748380668726026375367434350051236408909228034404350305916261740029257<127>
(26·10159-71)/9 =
2(8)1581<160>
= 149640577 · 19305518241144505135721903083071437828583679471437007950650236325197335271494501714524188775942028671066196763521493831775915224444028232321564015947953<152>
(26·10160-71)/9 =
2(8)1591<161>
= 3 · 1094998023968034643446213026625908789762145086429066485506433912988981<70> · 8794198180133646807441422534325880565522933789319895295254625222992854439653169060283985967<91> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 66.55 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin / Oct 1, 2008)
(26·10161-71)/9 =
2(8)1601<162>
= 19 · 632162252911445335796435973980354556377945502963326151746830745204115223<72> · 24051860566725428718633081455487317525885368126175025927404218378326986147965349318982413<89> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 77.65 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin / Oct 2, 2008)
(26·10162-71)/9 =
2(8)1611<163>
= 1605341 · 34840843885409601679480678418650111005563801<44> · 65612945889179070840638882215639321183998522259344767579<56> · 787200458193689081759211506325782501478201241604278678679<57> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 77.77 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin / Sep 29, 2008)
(26·10163-71)/9 =
2(8)1621<164>
= 3 · 7 · 17482589 · 742458152998064175019<21> · 82040906752589392506124571605912668180523<41> · 1291824044130121762655087841332987925302619521194453123869004000921846867381372572710987124377<94> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 92.11 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin / Sep 30, 2008)
(26·10164-71)/9 =
2(8)1631<165>
= 23 · 227 · 599 · 14327 · 71023 · 90781227164104282626792394433221404648923820543835822171006084382597544053558391249359161305828679254950109178345635780998308047593518589419864132259<149>
(26·10165-71)/9 =
2(8)1641<166>
= 17 · 13309 · 71671 · 101477581746372523<18> · 1787383004449952594789773835754260083<37> · 982212133326409521576440542949381649398350348153586585505016074608770961266853317136037014383074679043<102> (Jo Yeong Uk / GMP-ECM 6.2.1 B1=1000000, sigma=1501512258 for P37 / Sep 28, 2008)
(26·10166-71)/9 =
2(8)1651<167>
= 32 · 251 · 331 · 5263090523549879<16> · 1510502859597760806417065936942084544672808513<46> · 4859865188787395072098314485948357294398599462740799180745466247719147971275211882335881557251224807<100> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 134.13 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin / Oct 4, 2008)
(26·10167-71)/9 =
2(8)1661<168>
= 47 · 3623 · 160163 · 62177173667916090994125727316510673911399562654031399314878446246681393<71> · 170361507648356832458459057572079293694991001668148898771440660882317084143196327486739<87> (Serge Batalov / Msieve-1.38 snfs / 30.00 hours on Opteron-2.6GHz; Linux x86_64 / Oct 4, 2008)
(26·10168-71)/9 =
2(8)1671<169>
= 67 · 2122979 · 1511856001837<13> · 13433831889058316132335688910396873009373778091991109237464980699374703934809231433511845110174828473933317093536073439400798548161037026510838916941<149>
(26·10169-71)/9 =
2(8)1681<170>
= 3 · 7 · 1627 · 114070908582737007811213<24> · 7412233467866737649078844614418727591696572257339817915548970954562122741187976123665672782009435053166599716686877866266209455647846103666611<142>
(26·10170-71)/9 =
2(8)1691<171>
= 281 · 1036151797<10> · 8352757623297097696332618845370352702448983<43> · 118787640151714003352535632523216976307927450058745101074936089603900745826743578588056704612356256078974602954505651<117> (Serge Batalov / Msieve-1.38 snfs / 30.00 hours on Opteron-2.6GHz; Linux x86_64 / Oct 5, 2008)
(26·10171-71)/9 =
2(8)1701<172>
= 43 · 1380617898681809<16> · 3669494174838085730319346360886510108147157739379354571402691886612341441<73> · 13261195602581412992450307530343836667060648761360730528724076800274659175677939043<83> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 221.80 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin / Oct 6, 2008)
(26·10172-71)/9 =
2(8)1711<173>
= 3 · 1867 · 9980458761793547<16> · 32389267017818243837131<23> · 2449546433911624471161459374915594356652322414642886072105793<61> · 6513703188268288072413620827782285132171359163786368510031938034560281<70> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona snfs / 242.20 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin / Oct 10, 2008)
(26·10173-71)/9 =
2(8)1721<174>
= 3659 · 2994692089<10> · 1180877675714413<16> · [22326021636801033831635695383327840617695402929871448410422862775184916999270142171287433640041543698093261205040714653450318250858077911074913687<146>] SUBMIT/RESERVE
(26·10174-71)/9 =
2(8)1731<175>
= 61 · 70388459 · 22644944916809299781937983566931675591<38> · [29711753102043529863724139334764046191153540703972565269144764438568718925369069665849357714992411887439678409638011808886202809<128>] (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=4142602450 for P38 / Oct 22, 2008) SUBMIT/RESERVE
(26·10175-71)/9 =
2(8)1741<176>
= 32 · 72 · 51396937 · 5485541467765331185793932059381071<34> · [232346165013524035407277568756740617921650712557593860807267789156818500888584376591986045173426639312451934844830078298810503320383<132>] (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=1753223694 for P34 / Nov 24, 2008) SUBMIT/RESERVE
(26·10176-71)/9 =
2(8)1751<177>
= 107 · 613 · 5414231 · 10578209 · 230072970263<12> · 4597194814998215328498307<25> · 54750566371088487970140619870411787020199<41> · 1327976953687722400410338375555843000971594563026585227832663573259827714155008331<82> (Sinkiti Sibata / GGNFS-0.77.1-20050930-nocona gnfs for P41 x P82 / 104.16 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Oct 1, 2008)
(26·10177-71)/9 =
2(8)1761<178>
= 10052417 · 21365986109957<14> · 8459473624619747<16> · [1589988781856742765795163463058105945598920638389963623816002504572346004913439444596871565495633779381634028526365558662108824404109947601567<142>] SUBMIT/RESERVE
(26·10178-71)/9 =
2(8)1771<179>
= 3 · 233 · 5445889 · [7589005675767403411397788202725405989043203937538175185043036979296554368694641560088436129720953286693453306212448875494631290027159833861930243507868493970839090816771<169>] SUBMIT/RESERVE
(26·10179-71)/9 =
2(8)1781<180>
= 19 · 805459515280979963<18> · 135517574063092956043<21> · [139295761708466809985070623524073995636314287728382835218684567662166311862979853701772070493903354934782910251876679758399816088823834131411<141>] SUBMIT/RESERVE
(26·10180-71)/9 =
2(8)1791<181>
= 1583 · 173293 · 30652327 · 9171562003<10> · [37459514741310987020889562333193960927299366623573348169177825535365157569288353056633523795970480385161967788461436996303258521578792345747664330187022879<155>] SUBMIT/RESERVE
(26·10181-71)/9 =
2(8)1801<182>
= 3 · 7 · 17 · 569 · 176629 · 805171410557155800861366660155118190471817323933812169954793647407124615352336572549230663089448237613509338948993012030556552460963122456041702941730996629065027732607633<171>
(26·10182-71)/9 =
2(8)1811<183>
= 173 · 220151 · 110713051 · 6865896803327465239534403<25> · 57448379566066515238703741<26> · 173696152694645518216739504251668072007092977460556651727149937481711473326806807607265790218404077426739634082054239<117>
(26·10183-71)/9 =
2(8)1821<184>
= 593003743193204034604146674734025028736359951238501379<54> · 4871619988995031102117074254428860421831102448543408974537652092788862101145035929409514449229400537835795554628125214530032586939<130> (Wataru Sakai / GGNFS-0.77.1-20060722-nocona snfs / 785.58 hours / Oct 10, 2008)
(26·10184-71)/9 =
2(8)1831<185>
= 33 · 179 · 1601 · 1889 · 1116382941283<13> · 316284036213022695489839<24> · [5597579746375082563592237808889773706837731746581244227755762446454552805823744061249045629548648592155974142347201854183572546030028470549<139>] SUBMIT/RESERVE
(26·10185-71)/9 =
2(8)1841<186>
= 29 · 5503 · 10169 · 71875359003529<14> · 1394709746073037<16> · 2877363597220133641<19> · [617158156357253800238573566333189314432699040441120387582829934582368592193389049441631037244285202522375613719835416916069045839<129>] SUBMIT/RESERVE
(26·10186-71)/9 =
2(8)1851<187>
= 23 · 10399 · 12078456075997645630177186305074856231530995408793023112125701421494913344045994760737399034559714725449725052529670030516683832010974671013052630014127148048888015523603393674512553<182>
(26·10187-71)/9 =
2(8)1861<188>
= 3 · 7 · 3691 · 6131 · 67933 · 894860603401049492254225588600554827613706756408911410267659179421260192360741126817593436885577268478576831428106892782068277788564155183371527642278471038356436081382904577<174>
(26·10188-71)/9 =
2(8)1871<189>
= 1063 · 551630183606680962183180226091792336239549492768560137458052747<63> · 492662552392220576655684845632298686292166468106550344307131322364753054986270108272824989428881410922859811571673578121621<123> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon, Msieve 1.39 snfs / 92.37 hours, 10.91 hours / Dec 26, 2008)
(26·10189-71)/9 =
2(8)1881<190>
= 149 · 82484045852903<14> · 785112311669773<15> · [299393817131356279336065800264145830601932691803714919545020283493239460372605841969601560541240138607504740044106613222605852456130682326992085029440958730551<159>] SUBMIT/RESERVE
(26·10190-71)/9 =
2(8)1891<191>
= 3 · 5323 · 6829 · 59771 · 210299 · 44902633 · 45406366813<11> · 4279883378958839<16> · [2415170409483583770869780725260019893286730251397827770036052814461503377873514307708622040643803660346719976536018993623719279077480504719<139>] SUBMIT/RESERVE
(26·10191-71)/9 =
2(8)1901<192>
= 977 · [295689753212782895485044922097122711247583304901626293642670305925167747071534174911861708176958944615034686682588422608893437962015239394973274195382690776754236324348913908791083816672353<189>] SUBMIT/RESERVE
(26·10192-71)/9 =
2(8)1911<193>
= 43 · 67183462532299741602067183462532299741602067183462532299741602067183462532299741602067183462532299741602067183462532299741602067183462532299741602067183462532299741602067183462532299741602067<191>
(26·10193-71)/9 =
2(8)1921<194>
= 32 · 7 · 1201 · 553933 · 341283149332924321<18> · 8999470872199646683363<22> · 224418275962907346433058957357334014855466989928211348216849716457064289548832238652744346030584595954448847717026152929657225389968136526410793<144>
(26·10194-71)/9 =
2(8)1931<195>
= 127 · 11413826722781612615066149463171<32> · 199294742752855759616595652474247599588531861457327919786234813849577319328816218083242071052288301464688708144297554003022214681904207255725793885068388792538693<162> (matsui / GMP-ECM 6.2.1 for P32 / Nov 23, 2008)
(26·10195-71)/9 =
2(8)1941<196>
= 991 · 2915125014015024105841462047314721381320775871734499383338939342975669918152259221885861643682027133086668909070523601300594237022087677990806144186568000896961542773853571028142168404529655791<193>
(26·10196-71)/9 =
2(8)1951<197>
= 3 · 167 · 727 · 3769 · 1054083829<10> · 4893585078149317769<19> · [4079719181342135483262714951197842952582483454505030294694690411450102629191417788141861585203016788076245528664872589236735273707062501228914983694696590435887<160>] SUBMIT/RESERVE
(26·10197-71)/9 =
2(8)1961<198>
= 17 · 19 · 1279 · 44076787 · 3347261073818741<16> · 4739780782996463433792434116767118843629729809597926905362789451601467224955971265481895566715748028457231642783246000229562394386349807885040658509028062372928941876779<169>
(26·10198-71)/9 =
2(8)1971<199>
= 281 · 7743557 · 15794094665352108651876851<26> · 56141214127490815204720556917<29> · 6672158345324570924911004640070319<34> · 224409447889967492996585171782030978009865301467761627115443269401396865659446660091646883625181321541<102> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=234056921 for P34 / Nov 24, 2008)
(26·10199-71)/9 =
2(8)1981<200>
= 3 · 7 · 475103 · 15072410100740017<17> · 192106061735210765667943266817885418526469652353933451550948938970506863327139514207663726305796214789921563556419481550157602054801271261221217128144041912786275413208313661411<177>
(26·10200-71)/9 =
2(8)1991<201>
= 457 · 659 · 1028189 · 201476424323633<15> · [4630544219967713967968962352577673455388401158757702340222417409883479658001068608952268811038797432036609100662047280632247401431683186225488351600820267475211792039460491551<175>] SUBMIT/RESERVE
(26·10201-71)/9 =
2(8)2001<202>
= 67 · 709 · 45067507487<11> · 269107696072907851<18> · 5014413488141042333177812169589043126620088494875197575702337648730858588393975857924637968349322227175336534946919385197895618220227952108391208870447229392491953530371<169>
(26·10202-71)/9 =
2(8)2011<203>
= 32 · 162829 · 204311 · 26513321 · 442088279 · 104971095584193040721<21> · [78419119805953469383211171835519248762348051738516828595417574446325468469569199906340333128529445493620638571410528988427594700409202593350798658886882149<155>] SUBMIT/RESERVE
(26·10203-71)/9 =
2(8)2021<204>
= 6505357 · 42550589 · 1043648198330154046733704862540220161769432100367395178553115796286870862014417114164702832652874586653213387400314377775147174415518048952197824902795187966631285533508703754800830862583897<190>
(26·10204-71)/9 =
2(8)2031<205>
= 67331854193<11> · 6528999071532135872608730759<28> · [6571487065123080416355079490574294849836152697779826176164824020267522260176531940034284304269432357982869232342810983498756287595243297232836748074470110236605740663<166>] SUBMIT/RESERVE
(26·10205-71)/9 =
2(8)2041<206>
= 3 · 7 · 163 · 81672722156009459<17> · 103334872631765777357862586089817198499074094260441752889924769252669729793857468108885829418623491952058338416107649334477598326896871488092462951697868682066117300430642916616728042133<186>

4. References

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