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Factorizations of 866...663

About 866...663
- First ten terms
- General term
Prime numbers of the form 866...663
Factorizations of 866...663
References

1. About 866...663

First ten terms

83, 863, 8663, 86663, 866663, 8666663, 86666663, 866666663, 8666666663, 86666666663

General term

(26·10ⁿ-11)/3

2. Prime numbers of the form 866...663

Last update

Sep 10, 2010

Searched up to

n≤30000

Difficulty of search

25.11%

Results

(26·10¹-11)/3 = 83 is prime.
(26·10²-11)/3 = 863 is prime.
(26·10³-11)/3 = 8663 is prime.
(26·10¹³-11)/3 = 8(6)₁₂3_<14> is prime.
(26·10¹⁹-11)/3 = 8(6)₁₈3_<20> is prime.
(26·10⁶²-11)/3 = 8(6)₆₁3_<63> is prime.
(26·10⁸⁰-11)/3 = 8(6)₇₉3_<81> is prime.
(26·10¹²⁶-11)/3 = 8(6)₁₂₅3_<127> is prime. (searched by Makoto Kamada / Dec 6, 2004) (certified by Makoto Kamada / PPSIQS / Jan 8, 2005)
(26·10¹⁶⁸-11)/3 = 8(6)₁₆₇3_<169> is prime. (searched by Makoto Kamada / Dec 6, 2004) (certified by Makoto Kamada / PPSIQS / Jan 8, 2005)
(26·10¹⁹⁵-11)/3 = 8(6)₁₉₄3_<196> is prime. (searched by Makoto Kamada / Dec 6, 2004) (certified by Makoto Kamada / PPSIQS / Jan 8, 2005)
(26·10³⁰⁹-11)/3 = 8(6)₃₀₈3_<310> is prime. (searched by Makoto Kamada / Dec 6, 2004) (certified by Makoto Kamada / PPSIQS / Jan 8, 2005)
(26·10⁴¹⁰-11)/3 = 8(6)₄₀₉3_<411> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Makoto Kamada / PPSIQS / Jan 24, 2005)
(26·10⁴⁸¹-11)/3 = 8(6)₄₈₀3_<482> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Tyler Cadigan / PRIMO 2.2.0 beta 6 / Jun 2, 2006)
(26·10⁶⁰⁸-11)/3 = 8(6)₆₀₇3_<609> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Tyler Cadigan / PRIMO 2.2.0 beta 6 / Jun 2, 2006)
(26·10⁷⁴¹-11)/3 = 8(6)₇₄₀3_<742> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Tyler Cadigan / PRIMO 2.2.0 beta 6 / Jun 2, 2006)
(26·10⁸⁷⁹-11)/3 = 8(6)₈₇₈3_<880> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Tyler Cadigan / PRIMO 2.2.0 beta 6 / Jun 2, 2006)
(26·10¹¹⁷⁶-11)/3 = 8(6)₁₁₇₅3_<1177> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Tyler Cadigan / PRIMO 2.2.0 beta 6 / Sep 11, 2006)
(26·10²⁶⁸⁸-11)/3 = 8(6)₂₆₈₇3_<2689> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Sinkiti Sibata / PRIMO 3.0.4 / Oct 25, 2007)
(26·10⁶²³⁶-11)/3 = 8(6)₆₂₃₅3_<6237> is PRP. (Makoto Kamada / PFGW / Dec 25, 2004)
(26·10¹⁶²⁹⁴-11)/3 = 8(6)₁₆₂₉₃3_<16295> is PRP. (Ray Chandler / srsieve, PFGW / Sep 8, 2010)
(26·10¹⁷³¹⁷-11)/3 = 8(6)₁₇₃₁₆3_<17318> is PRP. (Ray Chandler / srsieve, PFGW / Sep 8, 2010)

3. Factorizations of 866...663

Last update

Dec 9, 2011

Completed up to

n≤100 / Jan 8, 2005
n≤150 / Oct 25, 2009

Range

n≤200

Terms which have not been factored yet

n=176, 179, 186, 190, 194, 196, 198, 199 (8/200)

Results

(26·10¹-11)/3 =: 83; = definitely prime number

(26·10²-11)/3 =: 863; = definitely prime number

(26·10³-11)/3 =: 8663; = definitely prime number

(26·10⁴-11)/3 =: 86663; = 79 · 1097

(26·10⁵-11)/3 =: 866663; = 7² · 23 · 769

(26·10⁶-11)/3 =: 8666663; = 2063 · 4201

(26·10⁷-11)/3 =: 86666663; = 17 · 109 · 46771

(26·10⁸-11)/3 =: 866666663; = 281 · 3084223

(26·10⁹-11)/3 =: 8666666663_<10>; = 97 · 619 · 144341

(26·10¹⁰-11)/3 =: 86666666663_<11>; = 29 · 2988505747_<10>

(26·10¹¹-11)/3 =: 866666666663_<12>; = 7 · 2711 · 45669319

(26·10¹²-11)/3 =: 8666666666663_<13>; = 19 · 31 · 14714204867_<11>

(26·10¹³-11)/3 =: 86666666666663_<14>; = definitely prime number

(26·10¹⁴-11)/3 =: 866666666666663_<15>; = 71 · 47017 · 259620409

(26·10¹⁵-11)/3 =: 8666666666666663_<16>; = 1789 · 4844419601267_<13>

(26·10¹⁶-11)/3 =: 86666666666666663_<17>; = 227 · 11069 · 34491958001_<11>

(26·10¹⁷-11)/3 =: 866666666666666663_<18>; = 7 · 79 · 1567209162145871_<16>

(26·10¹⁸-11)/3 =: 8666666666666666663_<19>; = 997 · 62821111 · 138372989

(26·10¹⁹-11)/3 =: 86666666666666666663_<20>; = definitely prime number

(26·10²⁰-11)/3 =: 866666666666666666663_<21>; = 2207 · 4967 · 79059779744927_<14>

(26·10²¹-11)/3 =: 8666666666666666666663_<22>; = 54827683 · 158070999766061_<15>

(26·10²²-11)/3 =: 86666666666666666666663_<23>; = 593 · 20639 · 106753 · 66332850473_<11>

(26·10²³-11)/3 =: 866666666666666666666663_<24>; = 7 · 17 · 673 · 3775697 · 2866110517217_<13>

(26·10²⁴-11)/3 =: 8666666666666666666666663_<25>; = 113 · 76696165191740412979351_<23>

(26·10²⁵-11)/3 =: 86666666666666666666666663_<26>; = 3557 · 4561 · 5342052549318907819_<19>

(26·10²⁶-11)/3 =: 866666666666666666666666663_<27>; = 4951 · 175048811687874503467313_<24>

(26·10²⁷-11)/3 =: 8666666666666666666666666663_<28>; = 23 · 31 · 8363 · 1453451239533963158477_<22>

(26·10²⁸-11)/3 =: 86666666666666666666666666663_<29>; = 787 · 33247 · 230933 · 1575697 · 9102615367_<10>

(26·10²⁹-11)/3 =: 866666666666666666666666666663_<30>; = 7 · 92034837505469_<14> · 1345246291135861_<16>

(26·10³⁰-11)/3 =: 8666666666666666666666666666663_<31>; = 19 · 79 · 397 · 433 · 33588684720370253032463_<23>

(26·10³¹-11)/3 =: 86666666666666666666666666666663_<32>; = 8291 · 10453101756925179913962931693_<29>

(26·10³²-11)/3 =: 866666666666666666666666666666663_<33>; = 15647 · 55388679406062930061140580729_<29>

(26·10³³-11)/3 =: 8666666666666666666666666666666663_<34>; = 36787469 · 235587467750680718661745027_<27>

(26·10³⁴-11)/3 =: 86666666666666666666666666666666663_<35>; = 1733 · 50009617234083477591844585497211_<32>

(26·10³⁵-11)/3 =: 866666666666666666666666666666666663_<36>; = 7 · 1697 · 72957880854168420461879507253697_<32>

(26·10³⁶-11)/3 =: 8666666666666666666666666666666666663_<37>; = 173 · 281 · 2273 · 4397 · 49417 · 360966910277166294863_<21>

(26·10³⁷-11)/3 =: 86666666666666666666666666666666666663_<38>; = 1759 · 1819148921_<10> · 687114234011_<12> · 39417498094547_<14>

(26·10³⁸-11)/3 =: 866666666666666666666666666666666666663_<39>; = 29 · 61 · 15923 · 349012039 · 4655676973_<10> · 18935471226767_<14>

(26·10³⁹-11)/3 =: 8666666666666666666666666666666666666663_<40>; = 17 · 178103360341_<12> · 2862404845099763411545817179_<28>

(26·10⁴⁰-11)/3 =: 86666666666666666666666666666666666666663_<41>; = 47 · 62017172009789869_<17> · 29733242768867132593741_<23>

(26·10⁴¹-11)/3 =: 866666666666666666666666666666666666666663_<42>; = 7 · 713964971 · 2021830829_<10> · 85769392530876142171151_<23>

(26·10⁴²-11)/3 =: 8666666666666666666666666666666666666666663_<43>; = 31 · 83 · 8969 · 22013 · 3683671 · 3546660619_<10> · 1305835832716627_<16>

(26·10⁴³-11)/3 =: 86666666666666666666666666666666666666666663_<44>; = 79 · 1987 · 7373491 · 2379979890063889_<16> · 31461591867419969_<17>

(26·10⁴⁴-11)/3 =: 866666666666666666666666666666666666666666663_<45>; = 5858341 · 147937217493257334570771258734625838043_<39>

(26·10⁴⁵-11)/3 =: 8666666666666666666666666666666666666666666663_<46>; = 743 · 2252521434227_<13> · 5178385133681348371348264213883_<31>

(26·10⁴⁶-11)/3 =: 86666666666666666666666666666666666666666666663_<47>; = 1335661697_<10> · 64886690141168783300571556830881155879_<38>

(26·10⁴⁷-11)/3 =: 866666666666666666666666666666666666666666666663_<48>; = 7² · 467 · 1745237022264961_<16> · 21701248267403492884687790701_<29>

(26·10⁴⁸-11)/3 =: 8666666666666666666666666666666666666666666666663_<49>; = 19 · 5656817 · 22644276831389_<14> · 3560966658024651376701818129_<28>

(26·10⁴⁹-11)/3 =: 86666666666666666666666666666666666666666666666663_<50>; = 23 · 71 · 1277157451_<10> · 80206068699474511_<17> · 518100769337099275451_<21>

(26·10⁵⁰-11)/3 =: 866666666666666666666666666666666666666666666666663_<51>; = 24419 · 162508949 · 218397134966136608504893335866172007673_<39>

(26·10⁵¹-11)/3 =: 8(6)₅₀3_<52>; = 102461730644298293_<18> · 84584425933166123815621705848954091_<35>

(26·10⁵²-11)/3 =: 8(6)₅₁3_<53>; = 223 · 28994293547_<11> · 13404008626976265127575134535057476686123_<41>

(26·10⁵³-11)/3 =: 8(6)₅₂3_<54>; = 7 · 443 · 2377 · 2700298272253_<13> · 13259189763349043_<17> · 3283918879864906061_<19>

(26·10⁵⁴-11)/3 =: 8(6)₅₃3_<55>; = 14947 · 13509557 · 1158855444964721860969_<22> · 37036307821863518201713_<23>

(26·10⁵⁵-11)/3 =: 8(6)₅₄3_<56>; = 17 · 59 · 20124569153431866899_<20> · 4293629526917375252612392761289879_<34>

(26·10⁵⁶-11)/3 =: 8(6)₅₅3_<57>; = 79 · 117129362899056398609_<21> · 93661092859145704308428131673563033_<35>

(26·10⁵⁷-11)/3 =: 8(6)₅₆3_<58>; = 31 · 2017 · 2292797399_<10> · 37669897088657_<14> · 1604812827538612150444863578783_<31>

(26·10⁵⁸-11)/3 =: 8(6)₅₇3_<59>; = 839 · 20983 · 1569317 · 3136980885445066386624333412316453831027577947_<46>

(26·10⁵⁹-11)/3 =: 8(6)₅₈3_<60>; = 7 · 4104636660106963_<16> · 423615156486970935007_<21> · 71204565927205059320549_<23>

(26·10⁶⁰-11)/3 =: 8(6)₅₉3_<61>; = 1201 · 68869939 · 104780239676991085458775381171151075357022412563917_<51>

(26·10⁶¹-11)/3 =: 8(6)₆₀3_<62>; = 70177 · 149018831424701189136937_<24> · 8287358785828466557748071039026287_<34>

(26·10⁶²-11)/3 =: 8(6)₆₁3_<63>; = definitely prime number

(26·10⁶³-11)/3 =: 8(6)₆₂3_<64>; = 56519 · 327319 · 653881 · 13783824619_<11> · 51977806926864220116120514316124044797_<38>

(26·10⁶⁴-11)/3 =: 8(6)₆₃3_<65>; = 281 · 5171 · 10223 · 5834355321029943163672376702130806929859536668860798731_<55>

(26·10⁶⁵-11)/3 =: 8(6)₆₄3_<66>; = 7 · 24704204669_<11> · 18266213644447_<14> · 274368749338505557071054998198417276094763_<42>

(26·10⁶⁶-11)/3 =: 8(6)₆₅3_<67>; = 19 · 29 · 25541 · 313853 · 10948078759282602737_<20> · 179224921998236052912746959890495713_<36>

(26·10⁶⁷-11)/3 =: 8(6)₆₆3_<68>; = 8558749 · 53787871 · 80793631 · 407766253 · 100232703682295753_<18> · 57011123076733201543_<20>

(26·10⁶⁸-11)/3 =: 8(6)₆₇3_<69>; = 509 · 14867 · 347883899411_<12> · 329212745090765341379005916305386022603122295391611_<51>

(26·10⁶⁹-11)/3 =: 8(6)₆₈3_<70>; = 79 · 9423306673615451_<16> · 11641841356747489094403096074044849630061777348639947_<53>

(26·10⁷⁰-11)/3 =: 8(6)₆₉3_<71>; = 257 · 2069 · 63607 · 37884349 · 67638464169135066911519041223987043906963749892212177_<53>

(26·10⁷¹-11)/3 =: 8(6)₇₀3_<72>; = 7 · 17 · 23 · 149 · 10218754376608965787559_<23> · 207966348786017346863348269036833693770589389_<45>

(26·10⁷²-11)/3 =: 8(6)₇₁3_<73>; = 31 · 472155457261513_<15> · 473288388747502501_<18> · 1251064024459869120837351896674281451421_<40>

(26·10⁷³-11)/3 =: 8(6)₇₂3_<74>; = 132335491241_<12> · 654901159575064312936853555399472994099471585356448442056731343_<63>

(26·10⁷⁴-11)/3 =: 8(6)₇₃3_<75>; = 33223 · 289637 · 90065653920642976979621416716044234791642879872807875737815936013_<65>

(26·10⁷⁵-11)/3 =: 8(6)₇₄3_<76>; = 1861 · 4656994447429697295360917069675801540390471072899874619380261508149740283_<73>

(26·10⁷⁶-11)/3 =: 8(6)₇₅3_<77>; = 383 · 88436493714937_<14> · 46958455201062253_<17> · 1139066068291050857_<19> · 47836465949511623876535293_<26>

(26·10⁷⁷-11)/3 =: 8(6)₇₆3_<78>; = 7 · 857 · 47766301070733953_<17> · 11655410172781389031_<20> · 259492050590851672847414185556061086159_<39>

(26·10⁷⁸-11)/3 =: 8(6)₇₇3_<79>; = 1565173524675353_<16> · 341169376890742523_<18> · 16230038792772621260630115252016324152106296077_<47>

(26·10⁷⁹-11)/3 =: 8(6)₇₈3_<80>; = 173 · 500963391136801541425818882466281310211946050096339113680154142581888246628131_<78>

(26·10⁸⁰-11)/3 =: 8(6)₇₉3_<81>; = definitely prime number

(26·10⁸¹-11)/3 =: 8(6)₈₀3_<82>; = 131 · 307 · 4201 · 53654177 · 97138649 · 66631985082779757408285702857_<29> · 147710508110484397713400256999_<30>

(26·10⁸²-11)/3 =: 8(6)₈₁3_<83>; = 79 · 257657 · 1853259171388723759_<19> · 245621429736886624315799_<24> · 9353639831581667416157145081396281_<34>

(26·10⁸³-11)/3 =: 8(6)₈₂3_<84>; = 7 · 83 · 579277 · 3396367787_<10> · 606421196497_<12> · 7497620600597_<13> · 32105046617809330883_<20> · 5194022473054209011291_<22>

(26·10⁸⁴-11)/3 =: 8(6)₈₃3_<85>; = 19 · 71 · 6424511984185816654311835927847788485297751420805534964170990857425253274030145787_<82>

(26·10⁸⁵-11)/3 =: 8(6)₈₄3_<86>; = 4686497127487831835546483951549095568671823_<43> · 18492845361696360209759080760036646227863081_<44> (Makoto Kamada / GGNFS-0.70.3 / 0.18 hours)

(26·10⁸⁶-11)/3 =: 8(6)₈₅3_<87>; = 47 · 18439716312056737588652482269503546099290780141843971631205673758865248226950354609929_<86>

(26·10⁸⁷-11)/3 =: 8(6)₈₆3_<88>; = 17 · 31 · 7793 · 20737713821296635547409_<23> · 101759725045612972468453627003702421478899536717874007346537_<60>

(26·10⁸⁸-11)/3 =: 8(6)₈₇3_<89>; = 193 · 4157 · 155443 · 694934048072236279046162145886797220832805810935469435908833094620308497250241_<78>

(26·10⁸⁹-11)/3 =: 8(6)₈₈3_<90>; = 7² · 181157 · 33360169 · 976862119 · 2063138421163147_<16> · 1452148449520559856467833691338357184477360779553023_<52>

(26·10⁹⁰-11)/3 =: 8(6)₈₉3_<91>; = 17783 · 1905017 · 1529518090819_<13> · 167260577169816445973736783656817400864302943798486007626337053720307_<69>

(26·10⁹¹-11)/3 =: 8(6)₉₀3_<92>; = 71983 · 1203987978643105548069220047325989006663610389490111091044644800392685309957443655677961_<88>

(26·10⁹²-11)/3 =: 8(6)₉₁3_<93>; = 281 · 3187 · 19571 · 168434674003828240441_<21> · 34707487875494168766600011_<26> · 8458551774967936186807166404554588349_<37>

(26·10⁹³-11)/3 =: 8(6)₉₂3_<94>; = 23 · 331 · 98868965238856538273_<20> · 11434965299455132899435146478926089_<35> · 1006934969452942652693098114305186683_<37> (Makoto Kamada / msieve 0.83 / 3.9 minutes)

(26·10⁹⁴-11)/3 =: 8(6)₉₃3_<95>; = 29 · 487 · 4027 · 5757029 · 218806895277492191661289_<24> · 1209717835036439064368251387246719473526429493508216182763_<58>

(26·10⁹⁵-11)/3 =: 8(6)₉₄3_<96>; = 7 · 79 · 373 · 1979 · 723601 · 3548579 · 2437824024056371_<16> · 9079451189413369533493441_<25> · 37355688788397916345113702345762977_<35>

(26·10⁹⁶-11)/3 =: 8(6)₉₅3_<97>; = 229 · 2108145411349_<13> · 17952132601592830095738134880304106402108436375110826667956608693720693683708721903_<83>

(26·10⁹⁷-11)/3 =: 8(6)₉₆3_<98>; = 677 · 2953 · 10303 · 3885859 · 3508383113943795551683492406131_<31> · 308632905765754561398841049450076337664593325894629_<51> (Makoto Kamada / GGNFS-0.71.4 / 0.38 hours)

(26·10⁹⁸-11)/3 =: 8(6)₉₇3_<99>; = 61 · 11437 · 170565974144934706589341_<24> · 7283124570256504261286802257162563842871880690397827813210648962301099_<70>

(26·10⁹⁹-11)/3 =: 8(6)₉₈3_<100>; = 2579 · 34607 · 1749649336277067691_<19> · 2691977791459373026963788274211_<31> · 20616470129336295631451200132604125209826771_<44> (Makoto Kamada / msieve 0.83 / 8.4 minutes)

(26·10¹⁰⁰-11)/3 =: 8(6)₉₉3_<101>; = 1129 · 8648133303317_<13> · 8876377748757098631968835046291213720835862215907342869166443507163471755077283119891_<85>

(26·10¹⁰¹-11)/3 =: 8(6)₁₀₀3_<102>; = 7 · 379 · 7814341 · 2633472990359_<13> · 87994170299444560623062321_<26> · 180401321766572544088659732940022891792392151653233329_<54>

(26·10¹⁰²-11)/3 =: 8(6)₁₀₁3_<103>; = 19 · 31 · 1347528408367_<13> · 4075852486133_<13> · 4293519969941_<13> · 623974618226835552597661346624277352751663982952760578068555317_<63>

(26·10¹⁰³-11)/3 =: 8(6)₁₀₂3_<104>; = 17² · 269 · 1459 · 1828139779_<10> · 117015431120629_<15> · 277340345098571_<15> · 12878968804805516787373192395778238260872489897147698940557_<59>

(26·10¹⁰⁴-11)/3 =: 8(6)₁₀₃3_<105>; = 49115497 · 19271176027_<11> · 915641212625729962104668305750983806004991217849748990225482557084488548271933469587677_<87>

(26·10¹⁰⁵-11)/3 =: 8(6)₁₀₄3_<106>; = 97 · 229717 · 25118421869601899_<17> · 903894343985260363_<18> · 23474898375378171643676264891_<29> · 729748957245825102172286813303520761_<36>

(26·10¹⁰⁶-11)/3 =: 8(6)₁₀₅3_<107>; = 1783 · 238533207749094985715818519_<27> · 203775469087896689768609008244722008101052092131625061533731760593503202130519_<78>

(26·10¹⁰⁷-11)/3 =: 8(6)₁₀₆3_<108>; = 7 · 131289139 · 697721177 · 3978386986036076319565900111_<28> · 339731895873013988365966755540530078047599588313131089726670973_<63> (Erik Branger / GGNFS, Msieve snfs / 0.60 hours / Oct 24, 2009)

(26·10¹⁰⁸-11)/3 =: 8(6)₁₀₇3_<109>; = 79 · 421 · 3896381 · 417884396307289_<15> · 7369719212505757_<16> · 26801575318659129299_<20> · 428345368434463562758129_<24> · 1891559452933201077813959_<25>

(26·10¹⁰⁹-11)/3 =: 8(6)₁₀₈3_<110>; = 2857 · 1765679 · 17180274600217324434165447385386603360494790438912000832806674823777788596020485590009360387819837921_<101>

(26·10¹¹⁰-11)/3 =: 8(6)₁₀₉3_<111>; = 5700415541281_<13> · 12272738724182301305612091265295950998101974637_<47> · 12388082508652856169851007015980590350203785032347779_<53> (Erik Branger / GGNFS, Msieve snfs / 0.82 hours / Oct 24, 2009)

(26·10¹¹¹-11)/3 =: 8(6)₁₁₀3_<112>; = 11948280563_<11> · 4849392263047_<13> · 237655921442834902951_<21> · 10136907752263002016679_<23> · 62087651408676031933481769807333496900246809227_<47>

(26·10¹¹²-11)/3 =: 8(6)₁₁₁3_<113>; = 79411 · 594802168197627149_<18> · 6680265440852198234929_<22> · 260471098702050817858596119_<27> · 1054497668365905855251558845481060646974567_<43>

(26·10¹¹³-11)/3 =: 8(6)₁₁₂3_<114>; = 7 · 59 · 30880277 · 942511993 · 72099784913083306072897485199124655255983051196133060531981866615278429784774525577993740801791_<95>

(26·10¹¹⁴-11)/3 =: 8(6)₁₁₃3_<115>; = 1451 · 3617 · 469787 · 597523 · 47671491047_<11> · 58490246753_<11> · 143946657080989517_<18> · 14656719536007859167369913049032022334248929174729455207887_<59>

(26·10¹¹⁵-11)/3 =: 8(6)₁₁₄3_<116>; = 23 · 109 · 56809759593741553129_<20> · 608519931698447946382877214068715366914753338687462286376666095373417749281692788489443641421_<93>

(26·10¹¹⁶-11)/3 =: 8(6)₁₁₅3_<117>; = 723227 · 65905031935879_<14> · 22457253658018604497_<20> · 809659177262125313367123656510518838953545322825644728489701293066847440880963_<78>

(26·10¹¹⁷-11)/3 =: 8(6)₁₁₆3_<118>; = 31 · 163981 · 3853163 · 133491837321269368049_<21> · 1374990705552723179483616269_<28> · 2410599235723551231380423334836780325270023286159046506211_<58>

(26·10¹¹⁸-11)/3 =: 8(6)₁₁₇3_<119>; = 1021 · 12161 · 289291 · 5040532529_<10> · 26270053644841_<14> · 44584293683283861561804599_<26> · 4086983343135206976107505375429527461416592576969721382823_<58>

(26·10¹¹⁹-11)/3 =: 8(6)₁₁₈3_<120>; = 7 · 17 · 71 · 3803 · 1274995380145892465903774193098344924077906451577513651_<55> · 21154942370976421697486933878627177564197928329200354011079_<59> (Serge Batalov / Msieve 1.44 snfs / 0.74 hours / Oct 25, 2009)

(26·10¹²⁰-11)/3 =: 8(6)₁₁₉3_<121>; = 19 · 281 · 761 · 45750619 · 2868963788173789_<16> · 59118591109398593738691197_<26> · 274891555635861724148507861394613469036707549082332025912961185311_<66>

(26·10¹²¹-11)/3 =: 8(6)₁₂₀3_<122>; = 79 · 336307 · 6093956023_<10> · 789884894421491276071791572937175094431_<39> · 677682031517397071638948408764507850205264432110583575670993308667_<66> (Sinkiti Sibata / GGNFS-0.77.1-20050930-pentium4 snfs / 3.21 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Oct 24, 2009)

(26·10¹²²-11)/3 =: 8(6)₁₂₁3_<123>; = 29 · 173 · 694609010965955053_<18> · 120746948127208544826323464254407158937_<39> · 2059640468687729008837858895651778106818536471694582461670919699_<64> (Sinkiti Sibata / GGNFS-0.77.1-20050930-pentium4 snfs / 3.28 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Oct 24, 2009)

(26·10¹²³-11)/3 =: 8(6)₁₂₂3_<124>; = 1112182896564410333519_<22> · 2367213260327472436310971_<25> · 49764107496924405945793369368277_<32> · 66148846696559166132714549467453847267372103231_<47> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=3356654147 for P32 / Oct 22, 2009)

(26·10¹²⁴-11)/3 =: 8(6)₁₂₃3_<125>; = 83 · 27431 · 381461 · 2016101 · 438878110517843642539991775562600262919496931_<45> · 112778421637215029419777137694092275643046196593126789882595041_<63> (Erik Branger / GGNFS, Msieve snfs / 1.72 hours / Oct 24, 2009)

(26·10¹²⁵-11)/3 =: 8(6)₁₂₄3_<126>; = 7 · 409 · 2347273 · 128963598248020133218804749680535553336601601258155214206823706167019978242107903204085901581998329680637570487009537_<117>

(26·10¹²⁶-11)/3 =: 8(6)₁₂₅3_<127>; = definitely prime number

(26·10¹²⁷-11)/3 =: 8(6)₁₂₆3_<128>; = 14807447 · 26814517 · 216788807 · 10563915841800583584137_<23> · 95310366525077799811352821884049581091544116985657288594783773408404816862318293043_<83>

(26·10¹²⁸-11)/3 =: 8(6)₁₂₇3_<129>; = 534716673012120673637_<21> · 28231457338923355714210349805249384803656629093653461_<53> · 57410994463621940343419240971956483368602008129962515759_<56> (Sinkiti Sibata / GGNFS-0.77.1-20060513-k8 snfs / 4.82 hours on Core 2 Duo E6300 1.86GHz, Windows Vista / Oct 25, 2009)

(26·10¹²⁹-11)/3 =: 8(6)₁₂₈3_<130>; = 227 · 397 · 491 · 46599292651787_<14> · 4203150228174759276298542009062645878387719874742500734636333812673155209619931984838656340708211114574105481_<109>

(26·10¹³⁰-11)/3 =: 8(6)₁₂₉3_<131>; = 622397 · 75826812911_<11> · 3334013327967492277_<19> · 550800680959866322223358143346353370599804832505787008300006527995808938893019083791689930591657_<96>

(26·10¹³¹-11)/3 =: 8(6)₁₃₀3_<132>; = 7² · 97200114858233_<14> · 1268435510430901_<16> · 143456702301319305158608487597138976260199583771603776815869693821963987794522336128382019440236305139_<102>

(26·10¹³²-11)/3 =: 8(6)₁₃₁3_<133>; = 31 · 47 · 907 · 192541291010447_<15> · 34061312196076652509282342113338856697217087925140812935715190831432738773374592954613291836427227955428620999371_<113>

(26·10¹³³-11)/3 =: 8(6)₁₃₂3_<134>; = 8009 · 80177 · 32126005968869790559_<20> · 550163656152061301729216721644787738922797889_<45> · 7636166060905673296895325749165505687838183112138994178407041_<61> (Jo Yeong Uk / GMP-ECM 6.2.3 B1=1000000, sigma=3051414086 for P45 / Oct 24, 2009)

(26·10¹³⁴-11)/3 =: 8(6)₁₃₃3_<135>; = 79 · 971 · 5793892158320044697483839891106768191867_<40> · 1950003382206205302748093895603935525675119062485432522884303420606445893015445347133372321_<91> (Erik Branger / GGNFS, Msieve snfs / 3.59 hours / Oct 24, 2009)

(26·10¹³⁵-11)/3 =: 8(6)₁₃₄3_<136>; = 17 · 193573 · 192815039 · 5454710823688942334175811855714794721_<37> · 2504065903217569708844174464681505132806673398424266096733702746000918751373630975797_<85> (Serge Batalov / GMP-ECM B1=2000000, sigma=765632283 for P37 / Oct 24, 2009)

(26·10¹³⁶-11)/3 =: 8(6)₁₃₅3_<137>; = 113² · 26484932558779_<14> · 6021335431883505073_<19> · 144030523399827816237455213_<27> · 401908695490722435627105326029206397_<36> · 735227211436230550832761885160714221021_<39> (Lionel Debroux / msieve 1.44 SVN for P36*P39 / Oct. 22, 2009)

(26·10¹³⁷-11)/3 =: 8(6)₁₃₆3_<138>; = 7 · 23 · 1621 · 12781 · 818398784008789836734085037_<27> · 2800432686063638191873112356083593_<34> · 113367417640850910889863553364828353318982821587846623336743491667163_<69> (Jo Yeong Uk / GMP-ECM 6.2.3 B1=1000000, sigma=6788081729 for P34 / Oct 24, 2009)

(26·10¹³⁸-11)/3 =: 8(6)₁₃₇3_<139>; = 19 · 6451 · 57645037363057_<14> · 97979230997543989789_<20> · 12519168905822583525241104907451390745288913569544078392383598958950792071435394349634747369221257899_<101>

(26·10¹³⁹-11)/3 =: 8(6)₁₃₈3_<140>; = 1693 · 6888904706941_<13> · 8870595788892487911104375936030780894093930167133280256610899_<61> · 837707045164910241217663948652115615923423788814338069923561749_<63> (Sinkiti Sibata / Msieve 1.40 snfs / 6.51 hours / Oct 25, 2009)

(26·10¹⁴⁰-11)/3 =: 8(6)₁₃₉3_<141>; = 1873 · 5479 · 111217 · 390809 · 27042636771158786033_<20> · 673041770720773894347029_<24> · 8519661307833178549065763699_<28> · 12530370118874232210836336429416805321809343906975191_<53>

(26·10¹⁴¹-11)/3 =: 8(6)₁₄₀3_<142>; = 102376113660980395967697941813_<30> · 84655163755936533813873410304017940317593812259034055537657408846166601710943668822563765582685985563423625193451_<113> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=2902798790 for P30 / Oct 22, 2009)

(26·10¹⁴²-11)/3 =: 8(6)₁₄₁3_<143>; = 9115691638023963245342223206652254475126670948607632921_<55> · 9507415356741232292647529763366614856021224385838795802922228204646406610693093895859903_<88> (Dmitry Domanov / GGNFS/msieve snfs / 6.14 hours / Oct 24, 2009)

(26·10¹⁴³-11)/3 =: 8(6)₁₄₂3_<144>; = 7 · 1049 · 1297 · 16339 · 51071827 · 121003079116289_<15> · 2225256634481133530538743_<25> · 405000160816642573676592225254604627835236818787330072538520290531836214889455493207863_<87>

(26·10¹⁴⁴-11)/3 =: 8(6)₁₄₃3_<145>; = 63599 · 2428778941_<10> · 1702514810423069_<16> · 32955121637453008440817866221455717939780904021439976730545837659592144965543734092962388034613817546432276244630753_<116>

(26·10¹⁴⁵-11)/3 =: 8(6)₁₄₄3_<146>; = 825827 · 3251047 · 15634486807_<11> · 2064696097931252711240420187459191262516732131540531625662156585203359705141943640622814115531818642111503450967190769826861_<124>

(26·10¹⁴⁶-11)/3 =: 8(6)₁₄₅3_<147>; = 131158134929014941897991043155494762191194655999220655657005466227475003_<72> · 6607799562991054291615354621323538605634856746762653073904905905353439897221_<76> (Erik Branger / GGNFS, Msieve snfs / 9.56 hours / Oct 24, 2009)

(26·10¹⁴⁷-11)/3 =: 8(6)₁₄₆3_<148>; = 31 · 79 · 167 · 1353459067381824712130681_<25> · 21398446694347252792235023_<26> · 126483774862839140088316862326098266953543_<42> · 5784750647104411502104764644569097235027045860205329_<52> (Norbert Schneider / Msieve 1.43 for P42 x P52 / 4.84 hours on Intel Celeron 2.80 GHz, 512 MB RAM, WIndows XP / Oct 25, 2009)

(26·10¹⁴⁸-11)/3 =: 8(6)₁₄₇3_<149>; = 281 · 25833343 · 3986380406710799459_<19> · 180616984568566357157_<21> · 11885826856988653562550137623907_<32> · 1395077828134880638335204571738008651494617989858783043867031935929221_<70> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=874032812 for P32 / Oct 22, 2009)

(26·10¹⁴⁹-11)/3 =: 8(6)₁₄₈3_<150>; = 7 · 367 · 437964631187_<12> · 2462434045223432635184577368617_<31> · 14879455248887629252872247910309_<32> · 21023126856417165892087401739868084915754062458746846717606000991769788457_<74> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=4095235228 for P31 / Oct 22, 2009) (Jo Yeong Uk / GMP-ECM 6.2.3 B1=1000000, sigma=7586851862 for P32 / Oct 25, 2009)

(26·10¹⁵⁰-11)/3 =: 8(6)₁₄₉3_<151>; = 29 · 298850574712643678160919540229885057471264367816091954022988505747126436781609195402298850574712643678160919540229885057471264367816091954022988505747_<150>

(26·10¹⁵¹-11)/3 =: 8(6)₁₅₀3_<152>; = 17 · 967 · 6772009801_<10> · 672278421065938956883_<21> · 120469171783500531500987_<24> · 9612448450629544503452721890044313491804269313068938860002874211891797974753608431621941395177_<94>

(26·10¹⁵²-11)/3 =: 8(6)₁₅₁3_<153>; = 63149 · 232675221140264800583789692746517_<33> · 58984171040930859733047313827260929303323028868561821673181544466560112712053036164869422569370489494475243023777111_<116> (Dmitry Domanov / GGNFS/msieve snfs / 13.58 hours / Oct 24, 2009)

(26·10¹⁵³-11)/3 =: 8(6)₁₅₂3_<154>; = 3533 · 510439819111_<12> · 4805780265846321782675890392198108827557378611148805361566887957384182246928784546988888619822152805427692537415457274076478221738739682501_<139>

(26·10¹⁵⁴-11)/3 =: 8(6)₁₅₃3_<155>; = 71 · 9070459 · 259328111441557_<15> · 99846047824272537592965345005720564798732938551338279_<53> · 5197374408355423148064024399326141532315371063525619734573070180253227577341089_<79> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / 10.11 hours on Core 2 Quad Q6700 / Nov 10, 2009)

(26·10¹⁵⁵-11)/3 =: 8(6)₁₅₄3_<156>; = 7 · 1279 · 83773 · 865854809489_<12> · 1961948617039_<13> · 67938871020299_<14> · 50356743151076883375850389237566626845654858552124607_<53> · 198824902404933934450436748117874509387381569435016167809_<57> (Jo Yeong Uk / GGNFS/Msieve v1.39 gnfs for P53 x P57 / 9.20 hours on Core 2 Quad Q6700 / Nov 7, 2009)

(26·10¹⁵⁶-11)/3 =: 8(6)₁₅₅3_<157>; = 19 · 439 · 4201 · 22108555559_<11> · 18897188991137_<14> · 19562245823564779_<17> · 694703188931333880775047897831384327876136440996742187_<54> · 43561789316255219047093334112623127241673869427391777277_<56> (Jo Yeong Uk / GGNFS/Msieve 1.39 gnfs for P54 x P56 / 8.76 hours on Core 2 Quad Q6700 / Nov 7, 2009)

(26·10¹⁵⁷-11)/3 =: 8(6)₁₅₆3_<158>; = 13874719638668432738273_<23> · 7990330801087736129609580208900348960160370121_<46> · 781741409377590402464709803977736132137659344702928238702437054957380692407818254347964111_<90> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / 13.93 hours on Core 2 Quad Q6700 / Nov 15, 2009)

(26·10¹⁵⁸-11)/3 =: 8(6)₁₅₇3_<159>; = 61 · 7727 · 429686857 · 106162330928491_<15> · 2841721909924726851632106444328355405349356896512142306774663_<61> · 14184278665349773058410239428622656980638132940212009488758588338764809_<71> (Sinkiti Sibata / Msieve 1.42 snfs / 1.48 hours, 25 hours / Nov 16, 2009)

(26·10¹⁵⁹-11)/3 =: 8(6)₁₅₈3_<160>; = 23 · 51733622078879088082322299_<26> · 7283688616048724267075716355907964052306367992079879986483778099183825872558770967975565056737195080436335533324768738952176117286019_<133>

(26·10¹⁶⁰-11)/3 =: 8(6)₁₅₉3_<161>; = 79 · 1097046413502109704641350210970464135021097046413502109704641350210970464135021097046413502109704641350210970464135021097046413502109704641350210970464135021097_<160>

(26·10¹⁶¹-11)/3 =: 8(6)₁₆₀3_<162>; = 7 · 181 · 17387 · 11596073 · 58262188035421_<14> · 456470417364139674264780752174404710974590776491_<48> · 127567620784121598321005285879102169613744974602163293210674456685787644756891735053249_<87> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / 16.77 hours on Core 2 Quad Q6700 / Nov 20, 2009)

(26·10¹⁶²-11)/3 =: 8(6)₁₆₁3_<163>; = 31 · 2196424621818773603600345463796839158507351567_<46> · 127284082365465995552850204415842628504762600410597057869464777586572822332556289495204674872568853707859104015568119_<117> (Dmitry Domanov / ECMNET, GMP-ECM B1=11000000, sigma=2633918174 for P46 / Oct 24, 2009)

(26·10¹⁶³-11)/3 =: 8(6)₁₆₂3_<164>; = 2239 · 8719 · 195407 · 879139434150694749919804433_<27> · 5211438645737500317674537589757818163406227579_<46> · 4958791117901422260553490157272046951176263951871311374087740608923515632809707_<79> (Sinkiti Sibata / Msieve 1.40 snfs / 39.13 hours / Nov 28, 2009)

(26·10¹⁶⁴-11)/3 =: 8(6)₁₆₃3_<165>; = 580999126719915751909_<21> · 9731082484650150889567151_<25> · 153290577302311977186655128147565792143278000477044732791367065959775712827290764978443100071989082576101393014187571157_<120>

(26·10¹⁶⁵-11)/3 =: 8(6)₁₆₄3_<166>; = 83 · 173 · 6255630651772921_<16> · 166231483601086409378491_<24> · 24162374121281115547743488148094071736559_<41> · 24021709649431187683343098336454103859214433857791311652928195887896967260267801493_<83> (Wataru Sakai / GMP-ECM 6.2.1 B1=3000000, sigma=522846101 for P41 / Nov 7, 2009)

(26·10¹⁶⁶-11)/3 =: 8(6)₁₆₅3_<167>; = 96207769849890958637787012089581_<32> · 17119841910469978219460966052115200873127_<41> · 52618952197183905165622175960078885504996122246347121928682073766419239235963408943829919813349_<95> (Dmitry Domanov / ECMNET / Oct 24, 2009) (Markus Tervooren / GMP-ECM 6.2 B1=4671, polynomial x^1, sigma=4178903842 for P32 / Dec 10, 2009)

(26·10¹⁶⁷-11)/3 =: 8(6)₁₆₆3_<168>; = 7 · 17 · 691 · 229656809 · 1622000506706154937986411401046767_<34> · 6538852158315471876807191983737005179049140997548308893_<55> · 4327083287726406607500646865729506028074771488004120304654473098593_<67> (Dmitry Domanov / ECMNET, GMP-ECM B1=11000000, sigma=420641482 for P34 / Nov 23, 2009) (Lionel Debroux / ggnfs + msieve snfs / 143.51 hours on Core 2 Duo T7200, 2 GB RAM / Dec 24, 2009)

(26·10¹⁶⁸-11)/3 =: 8(6)₁₆₇3_<169>; = definitely prime number

(26·10¹⁶⁹-11)/3 =: 8(6)₁₆₈3_<170>; = 1999 · 518159 · 14075909 · 5377692527_<10> · 211616713568746146880141810442896086032148343939738192626647_<60> · 5223407036470744328590055856134199251172546321217564370582385446526940362548296370483_<85> (Sinkiti Sibata / Msieve 1.40 snfs / 68.71 hours on Core i7 2.93GHz,Windows 7 64bit,and Cygwin / Jan 28, 2010)

(26·10¹⁷⁰-11)/3 =: 8(6)₁₆₉3_<171>; = 1574849 · 6879741969361830247705267902282155696253164397146995711289478697_<64> · 79990981245460272814684156404787112141167933425430834180983411533442461790764746144400168831077267471_<101> (Ignacio Santos / GGNFS, Msieve snfs / 58.86 hours / Oct 30, 2009)

(26·10¹⁷¹-11)/3 =: 8(6)₁₇₀3_<172>; = 59 · 1109 · 462481 · 561458321 · 510102107026858855175198790260384373405303203900884492736503968119484770434213693558843901963932927335948472849186796224218023023826510213402192887413073_<153>

(26·10¹⁷²-11)/3 =: 8(6)₁₇₁3_<173>; = 305143 · 550756734699400991_<18> · 30655587896360760798718454052217270637921839720572561265447501_<62> · 16822061482520333047923240764698853101536346515239158322169797905503618158268180725128651_<89> (Wataru Sakai / Mar 2, 2010)

(26·10¹⁷³-11)/3 =: 8(6)₁₇₂3_<174>; = 7² · 79 · 167576603442577727_<18> · 1909299115650824424803030150206652008209037176296131993933541944578711540689_<76> · 699747840623672659779542819090361103353837029674194534727859598758705540742551_<78> (Robert Backstrom / Msieve 1.42 snfs / Jun 15, 2010)

(26·10¹⁷⁴-11)/3 =: 8(6)₁₇₃3_<175>; = 19 · 883 · 5171 · 4182827613508307349443007881_<28> · 77805983068297359701383649099_<29> · 913879281391755643367979661027_<30> · 335885656764969859524325674631127278532634817209284215995671264654466623742961453_<81> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=1797890598 for P30 / Oct 22, 2009)

(26·10¹⁷⁵-11)/3 =: 8(6)₁₇₄3_<176>; = 1777 · 2417 · 18367 · 82001222990883304234750325948176181396466006247269901180601_<59> · 13397675645409952750709031155632524884268988929364512347298760507081772069189954255052961685645406596907521_<107> (matsui / Msieve 1.47 snfs / Aug 23, 2010)

(26·10¹⁷⁶-11)/3 =: 8(6)₁₇₅3_<177>; = 179 · 281 · 23561 · 161001809329_<12> · 551196474373_<12> · [8240656952724982382127396993239609050724194141964176213381786381592011361276514643668666744906497373512189380328901665109965861871930904376742601_<145>] SUBMIT/RESERVE

(26·10¹⁷⁷-11)/3 =: 8(6)₁₇₆3_<178>; = 31 · 1543 · 1609 · 6301 · 32291925011_<11> · 14649918943007887996888861363_<29> · 37777202364119883069683224979616778402804784754484720346458831270991090682270051001845809387338506289173799781476810078298359003_<128>

(26·10¹⁷⁸-11)/3 =: 8(6)₁₇₇3_<179>; = 29 · 47 · 89821 · 20512439 · 99261011680949_<14> · 347682115694522003682395773843143123415048971692351507233501846462748596152425553875474926230700084634406022016278958738502186622882976077676334135371_<150>

(26·10¹⁷⁹-11)/3 =: 8(6)₁₇₈3_<180>; = 7 · 233 · 589134277 · 1682574221_<10> · 1570145662685670565709777_<25> · [341404833984898809261228450386871837072947791213574757448471120847750515871731991922057841638852931243247982706537192632551358867947497_<135>] SUBMIT/RESERVE

(26·10¹⁸⁰-11)/3 =: 8(6)₁₇₉3_<181>; = 3540853596198710609_<19> · 750709090610386998791821_<24> · 311104155382289880239512627969_<30> · 72785908957299479303025193305881070533587_<41> · 143985688074871851263884561113056280933967878093323444574394933207489_<69> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=838137690 for P30 / Oct 22, 2009) (Jo Yeong Uk / GMP-ECM 6.2.3 B1=1000000, sigma=5524291184 for P41 / Oct 26, 2009)

(26·10¹⁸¹-11)/3 =: 8(6)₁₈₀3_<182>; = 23 · 109201 · 37722833 · 914730880750010448532245265990037756549189482050794870914394939110818215639396925682889911897318898413759376866326664612892903452078349836043905151229251368865224967057_<168>

(26·10¹⁸²-11)/3 =: 8(6)₁₈₁3_<183>; = 2393792335853_<13> · 2539799936819_<13> · 142549636113065231413040672744020314149630596755438799075411715603267727030451582886488691890038672934313697451504733228127223641167797659599781888580925294609_<159>

(26·10¹⁸³-11)/3 =: 8(6)₁₈₂3_<184>; = 17 · 48989 · 53857 · 90797663536907_<14> · 567087650203225062437861_<24> · 61186619953122149431960957214347_<32> · 61331150820779255676079631245412342285786210808138765086237596311374322119595871484930746172259468195647_<104> (Serge Batalov / GMP-ECM B1=2000000, sigma=1343869211 for P32 / Oct 24, 2009)

(26·10¹⁸⁴-11)/3 =: 8(6)₁₈₃3_<185>; = 997 · 3359 · 7535765227_<10> · 71533389013_<11> · 7870346972320838175697646839916923_<34> · 343812931207218909137926438686226411_<36> · 876770922639554917353142630986272212417_<39> · 20235248676411114188095713258897648593212272464731_<50> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=2593927093 for P34 / Oct 22, 2009) (Norbert Schneider / Msieve 1.43 for P39 x P50 / 2 hours on Intel Celeron 2.80 GHz, 512 MB RAM, WIndows XP / Oct 24, 2009)

(26·10¹⁸⁵-11)/3 =: 8(6)₁₈₄3_<186>; = 7 · 5087 · 533641 · 18422213 · 1458364399414488043_<19> · 37243201281383752557212848171_<29> · 45581463870671671516975889318520701291324189926172027654060377546622302075541472848291946881041760565400010536772382185843_<122>

(26·10¹⁸⁶-11)/3 =: 8(6)₁₈₅3_<187>; = 79 · 1627 · 2011 · 327311 · [102438869605327972941033916443686617990034941498634161563291473853474744633729697009367360220042966144765491653794889519614301407460364014467133981039846403591496727361535391_<174>] SUBMIT/RESERVE

(26·10¹⁸⁷-11)/3 =: 8(6)₁₈₆3_<188>; = 337 · 43665343 · 5821288230130187_<16> · 9991165980682396704453204886294931_<34> · 101262825097714124221150710784145645266502910002869015154872310194798802000025178431518800026396746555000440686019072606961525369_<129> (Serge Batalov / GMP-ECM B1=1000000, sigma=610105107 for P34 / Oct 24, 2009)

(26·10¹⁸⁸-11)/3 =: 8(6)₁₈₇3_<189>; = 10259291107232450345127225587209152871731029421866962805442781_<62> · 84476272055063943325183359642649984717306070885700898533399372021753856257495399877737223250194400158255639618255431995131856723_<128> (Dmitry Domanov / GGNFS/msieve snfs / 356.05 hours / Nov 9, 2009)

(26·10¹⁸⁹-11)/3 =: 8(6)₁₈₈3_<190>; = 71 · 141538917737574835614928365545711650133_<39> · 862418122525500258553228011718122233569703757701307710205000528958821534542694199458423775010924655490594982609345756497272737613083229460774392256541_<150> (Wataru Sakai / GMP-ECM 6.2.1 B1=3000000, sigma=4145718496 for P39 / Oct 26, 2009)

(26·10¹⁹⁰-11)/3 =: 8(6)₁₈₉3_<191>; = 701 · 7487 · 73346401 · [225137289744525732038853176089781136595404168797002437030501619565028274243593395347785509179916150683194215723584259003484560536586134866315811549970516783811472690468661237549_<177>] SUBMIT/RESERVE

(26·10¹⁹¹-11)/3 =: 8(6)₁₉₀3_<192>; = 7 · 1014127 · 2664793 · 45814001836685644878637084226597687918066564755416835321211969952242391573570845809660261968342006117723848162462317973986665089586701878035932417129197703137007137357204470757319_<179>

(26·10¹⁹²-11)/3 =: 8(6)₁₉₁3_<193>; = 19 · 31 · 101077267653156631307592584180426757637_<39> · 145573828899862454232548939907903440117030008911903381461583149437913645824448129191836349310485548267196198682523833675203109703598164258322341355722791_<153> (Wataru Sakai / GMP-ECM 6.2.1 B1=3000000, sigma=97527106 for P39 / Oct 26, 2009)

(26·10¹⁹³-11)/3 =: 8(6)₁₉₂3_<194>; = 7929491 · 28458559 · 3130861073709950257_<19> · 122667659758195450905312415777254701698830984013178798068212096013548767309737566521926253223150920415705756954332611030169707980770303066847160498293542628590611_<162>

(26·10¹⁹⁴-11)/3 =: 8(6)₁₉₃3_<195>; = 195721309769165290517468167522075066993_<39> · [4428064923992271188897172141909552065313113376249145079122632080472355721315498754192989009423534511274168794443365639986065578670493920034925645440231447191_<157>] (Dmitry Domanov / ECMNET, GMP-ECM B1=11000000, sigma=1337364280 for P39 / Oct 25, 2009) SUBMIT/RESERVE

(26·10¹⁹⁵-11)/3 =: 8(6)₁₉₄3_<196>; = definitely prime number

(26·10¹⁹⁶-11)/3 =: 8(6)₁₉₅3_<197>; = 1367 · 17175121 · 5581928312361694453_<19> · [661301516568997841468375760275010314210464991620239349050513165419581426877463181188430643257218667160621351002908212214521333025803476586825271601699649303077539941053_<168>] SUBMIT/RESERVE

(26·10¹⁹⁷-11)/3 =: 8(6)₁₉₆3_<198>; = 7 · 769 · 16993 · 134078101 · 792740084516221526694780035872040873_<36> · 89139252348052680330365622044240630348006427898698182911426997735513863419180249800734632891584718802449851646514113593388159239589517633716418549_<146> (Lionel Debroux / GMP-ECM 6.2.3 B1=1e6, sigma=2333235126 for P36 / Oct 22, 2009)

(26·10¹⁹⁸-11)/3 =: 8(6)₁₉₇3_<199>; = 635003 · 224969398331861458733_<21> · 278849842675530373224149_<24> · [217561710956945901268214631261213959766681605048690070602548747979360825930870829040120560073663049807247683397147667137615493077503226803262781816213_<150>] SUBMIT/RESERVE

(26·10¹⁹⁹-11)/3 =: 8(6)₁₉₈3_<200>; = 17 · 79 · 13513 · 13273002928640461_<17> · [359794991592079638385151090504995512185711278991158881642579745806875664328584808506029212720027475458857433111907866885751749729623097648202944036822848165063172950632405190037_<177>] SUBMIT/RESERVE

(26·10²⁰⁰-11)/3 =: 8(6)₁₉₉3_<201>; = 219631702931061976134369747885808367899858190913021959949302323867094375889693220762080723420749513_<99> · 3945999849296329038851146075899153593764462405886868527184422610760144041919822331667205447984131245551_<103> (Dmitry Domanov / GGNFS/msieve 1.42 for P99 x P103 / Sieving took 39 days on Xeon E5310 1.86GHz (Windows 2003 Server SP2), Postprocessing took 23.5 hours (8 cores) / Nov 28, 2009)

4. References

A103087 - OEIS (The OEIS Foundation Inc.)