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Factorizations of 800...009

About 800...009
- First ten terms
- General term
Prime numbers of the form 800...009
Factorizations of 800...009
References

1. About 800...009

First ten terms

89, 809, 8009, 80009, 800009, 8000009, 80000009, 800000009, 8000000009, 80000000009

General term

8·10ⁿ+9

2. Prime numbers of the form 800...009

Last update

Mar 10, 2010

Searched up to

n≤100000

Difficulty of search

26.88%

Results

8·10¹+9 = 89 is prime.
8·10²+9 = 809 is prime.
8·10³+9 = 8009 is prime.
8·10⁶+9 = 8000009 is prime.
8·10¹²+9 = 8(0)₁₁9_<13> is prime.
8·10²⁰+9 = 8(0)₁₉9_<21> is prime.
8·10²¹+9 = 8(0)₂₀9_<22> is prime.
8·10³⁷+9 = 8(0)₃₆9_<38> is prime.
8·10⁴²+9 = 8(0)₄₁9_<43> is prime.
8·10⁵⁵+9 = 8(0)₅₄9_<56> is prime.
8·10⁶⁰+9 = 8(0)₅₉9_<61> is prime.
8·10⁹⁸+9 = 8(0)₉₇9_<99> is prime.
8·10¹⁰⁰+9 = 8(0)₉₉9_<101> is prime. (Makoto Kamada / PPSIQS / Dec 6, 2004)
8·10¹⁰⁴+9 = 8(0)₁₀₃9_<105> is prime. (searched by Makoto Kamada / Dec 6, 2004) (certified by Makoto Kamada / PFGW / Jan 5, 2005)
8·10²²³+9 = 8(0)₂₂₂9_<224> is prime. (searched by Makoto Kamada / Dec 6, 2004) (certified by Makoto Kamada / PFGW / Jan 5, 2005)
8·10²³⁷+9 = 8(0)₂₃₆9_<238> is prime. (searched by Makoto Kamada / Dec 6, 2004) (certified by Makoto Kamada / PFGW / Jan 5, 2005)
8·10²⁶⁰+9 = 8(0)₂₅₉9_<261> is prime. (searched by Makoto Kamada / Dec 6, 2004) (certified by Makoto Kamada / PFGW / Jan 5, 2005)
8·10⁵⁰¹+9 = 8(0)₅₀₀9_<502> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Makoto Kamada / PFGW / Jan 5, 2005)
8·10⁵⁷⁰+9 = 8(0)₅₆₉9_<571> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Makoto Kamada / PFGW / Jan 5, 2005)
8·10⁶⁰⁰+9 = 8(0)₅₉₉9_<601> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Makoto Kamada / PFGW / Jan 5, 2005)
8·10⁶⁹⁸+9 = 8(0)₆₉₇9_<699> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Tyler Cadigan / PRIMO 2.2.0 beta 6 / Jun 1, 2006)
8·10⁸⁸⁵⁷+9 = 8(0)₈₈₅₆9_<8858> is PRP. (Makoto Kamada / PFGW / Jan 2, 2005)
8·10²⁰⁹¹¹+9 = 8(0)₂₀₉₁₀9_<20912> is PRP. (Dmitry Domanov / Prime95 v25.11, pfgw / Mar 8, 2010)
8·10²⁴³⁴⁵+9 = 8(0)₂₄₃₄₄9_<24346> is PRP. (Dmitry Domanov / Prime95 v25.11, pfgw / Mar 8, 2010)
8·10³¹⁹⁶⁴+9 = 8(0)₃₁₉₆₃9_<31965> is PRP. (Dmitry Domanov / Prime95 v25.11, pfgw / Mar 8, 2010)
8·10⁶⁷⁷⁴²+9 = 8(0)₆₇₇₄₁9_<67743> is PRP. (Dmitry Domanov / Prime95 v25.11, pfgw / Mar 8, 2010)

3. Factorizations of 800...009

Last update

Feb 9, 2012

Completed up to

n≤100 / Dec 6, 2004
n≤150 / Jan 19, 2008

Range

n≤200

Terms which have not been factored yet

n=191, 192, 193, 195, 196 (5/200)

Results

8·10¹+9 =: 89; = definitely prime number

8·10²+9 =: 809; = definitely prime number

8·10³+9 =: 8009; = definitely prime number

8·10⁴+9 =: 80009; = 19 · 4211

8·10⁵+9 =: 800009; = 7 · 23 · 4969

8·10⁶+9 =: 8000009; = definitely prime number

8·10⁷+9 =: 80000009; = 29 · 181 · 15241

8·10⁸+9 =: 800000009; = 15299 · 52291

8·10⁹+9 =: 8000000009_<10>; = 103 · 77669903

8·10¹⁰+9 =: 80000000009_<11>; = 1249 · 1571 · 40771

8·10¹¹+9 =: 800000000009_<12>; = 7 · 43 · 281 · 9458389

8·10¹²+9 =: 8000000000009_<13>; = definitely prime number

8·10¹³+9 =: 80000000000009_<14>; = 4349 · 18395033341_<11>

8·10¹⁴+9 =: 800000000000009_<15>; = 87427 · 9150491267_<10>

8·10¹⁵+9 =: 8000000000000009_<16>; = 47 · 67 · 107 · 42683 · 556261

8·10¹⁶+9 =: 80000000000000009_<17>; = 17 · 971 · 36299 · 133514113

8·10¹⁷+9 =: 800000000000000009_<18>; = 7 · 9794467 · 11668395461_<11>

8·10¹⁸+9 =: 8000000000000000009_<19>; = 59 · 135593220338983051_<18>

8·10¹⁹+9 =: 80000000000000000009_<20>; = 179989 · 444471606598181_<15>

8·10²⁰+9 =: 800000000000000000009_<21>; = definitely prime number

8·10²¹+9 =: 8000000000000000000009_<22>; = definitely prime number

8·10²²+9 =: 80000000000000000000009_<23>; = 19 · 4201 · 1002267630514038011_<19>

8·10²³+9 =: 800000000000000000000009_<24>; = 7 · 1141241 · 21511949 · 4655162243_<10>

8·10²⁴+9 =: 8000000000000000000000009_<25>; = 17681 · 7113134851_<10> · 63609520339_<11>

8·10²⁵+9 =: 80000000000000000000000009_<26>; = 229 · 349344978165938864628821_<24>

8·10²⁶+9 =: 800000000000000000000000009_<27>; = 3309041 · 241761888111993777049_<21>

8·10²⁷+9 =: 8000000000000000000000000009_<28>; = 23 · 83 · 31012471823_<11> · 135128724030187_<15>

8·10²⁸+9 =: 80000000000000000000000000009_<29>; = 1697 · 114713 · 410956171673262658769_<21>

8·10²⁹+9 =: 800000000000000000000000000009_<30>; = 7 · 1649705786423_<13> · 69276422030085769_<17>

8·10³⁰+9 =: 8000000000000000000000000000009_<31>; = 46704648643_<11> · 171289159268710698563_<21>

8·10³¹+9 =: 80000000000000000000000000000009_<32>; = 139131947 · 574993750356990260475547_<24>

8·10³²+9 =: 800000000000000000000000000000009_<33>; = 17 · 43 · 9241 · 5521473833_<10> · 21448583772694763_<17>

8·10³³+9 =: 8000000000000000000000000000000009_<34>; = 61 · 787 · 3375221 · 49372282483177977572947_<23>

8·10³⁴+9 =: 80000000000000000000000000000000009_<35>; = 64864965563_<11> · 1233331418673152930661643_<25>

8·10³⁵+9 =: 800000000000000000000000000000000009_<36>; = 7 · 29 · 33149 · 118884029669292864417073708247_<30>

8·10³⁶+9 =: 8000000000000000000000000000000000009_<37>; = 23209 · 344693868757809470464044120815201_<33>

8·10³⁷+9 =: 80000000000000000000000000000000000009_<38>; = definitely prime number

8·10³⁸+9 =: 800000000000000000000000000000000000009_<39>; = 467 · 659 · 2402177 · 1708219657_<10> · 633488845598343577_<18>

8·10³⁹+9 =: 8000000000000000000000000000000000000009_<40>; = 281 · 1621 · 640009 · 41979101 · 653704443842705715401_<21>

8·10⁴⁰+9 =: 80000000000000000000000000000000000000009_<41>; = 19 · 1979 · 9547 · 21961 · 12350258161_<11> · 821666387711990707_<18>

8·10⁴¹+9 =: 800000000000000000000000000000000000000009_<42>; = 7² · 94907 · 536267 · 320785396043173450958826771089_<30>

8·10⁴²+9 =: 8000000000000000000000000000000000000000009_<43>; = definitely prime number

8·10⁴³+9 =: 80000000000000000000000000000000000000000009_<44>; = 103 · 2769787 · 14999161 · 18695600658630129597481288229_<29>

8·10⁴⁴+9 =: 800000000000000000000000000000000000000000009_<45>; = 16411124027_<11> · 48747422704491148015135282847862667_<35>

8·10⁴⁵+9 =: 8000000000000000000000000000000000000000000009_<46>; = 89 · 89887640449438202247191011235955056179775281_<44>

8·10⁴⁶+9 =: 80000000000000000000000000000000000000000000009_<47>; = 883 · 7883 · 26833 · 36203507 · 13373620155283_<14> · 884644740743297_<15>

8·10⁴⁷+9 =: 800000000000000000000000000000000000000000000009_<48>; = 7 · 109 · 1048492791612057667103538663171690694626474443_<46>

8·10⁴⁸+9 =: 8000000000000000000000000000000000000000000000009_<49>; = 17 · 67 · 6896204160779_<13> · 15826404526806353_<17> · 64353754661101513_<17>

8·10⁴⁹+9 =: 80000000000000000000000000000000000000000000000009_<50>; = 23 · 347 · 3663755209_<10> · 2735937847569708552076854414629531621_<37>

8·10⁵⁰+9 =: 800000000000000000000000000000000000000000000000009_<51>; = 593 · 57493690383153019_<17> · 23464705494759199762755708318427_<32>

8·10⁵¹+9 =: 8(0)₅₀9_<52>; = 1021 · 161492621449_<12> · 48518968641063740609940065918345528021_<38>

8·10⁵²+9 =: 8(0)₅₁9_<53>; = 1291 · 42312553 · 1464517328457659216762948789723742912490883_<43>

8·10⁵³+9 =: 8(0)₅₂9_<54>; = 7 · 43 · 132547 · 2761585807_<10> · 1632044746856723_<16> · 4449005932754767674427_<22>

8·10⁵⁴+9 =: 8(0)₅₃9_<55>; = 193 · 58411 · 4901392633_<10> · 144783323906052206079728815302390046451_<39>

8·10⁵⁵+9 =: 8(0)₅₄9_<56>; = definitely prime number

8·10⁵⁶+9 =: 8(0)₅₅9_<57>; = 77801 · 22745209 · 35863735587456723491_<20> · 12605478966889714222011011_<26>

8·10⁵⁷+9 =: 8(0)₅₆9_<58>; = 1307 · 7783228826728800543247_<22> · 786420091835356878224229391392421_<33>

8·10⁵⁸+9 =: 8(0)₅₇9_<59>; = 19 · 113 · 163 · 18795713 · 557223887212474051819_<21> · 21826384801279223060330627_<26>

8·10⁵⁹+9 =: 8(0)₅₈9_<60>; = 7 · 3047962268015449_<16> · 37495777255840692530338184431492145723309063_<44>

8·10⁶⁰+9 =: 8(0)₅₉9_<61>; = definitely prime number

8·10⁶¹+9 =: 8(0)₆₀9_<62>; = 47 · 24623 · 64806809 · 4432020701_<10> · 240673761620221523603054530469495145221_<39>

8·10⁶²+9 =: 8(0)₆₁9_<63>; = 257 · 3112840466926070038910505836575875486381322957198443579766537_<61>

8·10⁶³+9 =: 8(0)₆₂9_<64>; = 29 · 45641 · 9770143 · 39637688810676125341_<20> · 15607293365345357129379978702887_<32>

8·10⁶⁴+9 =: 8(0)₆₃9_<65>; = 17 · 17099 · 626947 · 367629955083599531_<18> · 1194066828105233314985958772772952139_<37>

8·10⁶⁵+9 =: 8(0)₆₄9_<66>; = 7 · 58049 · 96696537180983_<14> · 20360398908127029575633689283605788478753756361_<47>

8·10⁶⁶+9 =: 8(0)₆₅9_<67>; = 643 · 460989309877618137688867995353_<30> · 26989084909696898765035658837040571_<35> (Makoto Kamada / msieve 0.81 / 45 seconds)

8·10⁶⁷+9 =: 8(0)₆₆9_<68>; = 281 · 3347 · 412201 · 206356861337498973579391787560490189588781455748286982387_<57>

8·10⁶⁸+9 =: 8(0)₆₇9_<69>; = 83 · 107 · 131 · 24119681 · 27984917156969099_<17> · 1018735020709277613957868020342820198201_<40>

8·10⁶⁹+9 =: 8(0)₆₈9_<70>; = 1787 · 244442761 · 274172226301_<12> · 4354699959045631521349_<22> · 15339335916668207656713763_<26>

8·10⁷⁰+9 =: 8(0)₆₉9_<71>; = 313 · 423796739 · 11175202735292329_<17> · 86955523850308077227_<20> · 620633840941868836400489_<24>

8·10⁷¹+9 =: 8(0)₇₀9_<72>; = 7 · 23 · 29530701390613207663_<20> · 168263666807397202077998630365541979672303536439463_<51>

8·10⁷²+9 =: 8(0)₇₁9_<73>; = 307 · 41491 · 58187068627020551565620030129_<29> · 10793722059181020019089978512840633233_<38>

8·10⁷³+9 =: 8(0)₇₂9_<74>; = 547 · 146252285191956124314442413162705667276051188299817184643510054844606947_<72>

8·10⁷⁴+9 =: 8(0)₇₃9_<75>; = 43 · 18604651162790697674418604651162790697674418604651162790697674418604651163_<74>

8·10⁷⁵+9 =: 8(0)₇₄9_<76>; = 2243 · 58169 · 61315336444110722100217050925920213096546584591285801536343128961627_<68>

8·10⁷⁶+9 =: 8(0)₇₅9_<77>; = 19 · 59 · 2777 · 25698542603525775798847227625162342512103210486804280220763330235588177_<71>

8·10⁷⁷+9 =: 8(0)₇₆9_<78>; = 7 · 103 · 28807 · 33547 · 54157420592381_<14> · 21200447559792061385992548548305073210570334277516321_<53>

8·10⁷⁸+9 =: 8(0)₇₇9_<79>; = 2569509204317024048080109659048777_<34> · 3113435042987674863077695004448408426718580417_<46> (Makoto Kamada / GGNFS-0.70.1 / 0.11 hours)

8·10⁷⁹+9 =: 8(0)₇₈9_<80>; = 283 · 69109 · 4090429790150214387094857629267679617291207973965641514630930490457359647_<73>

8·10⁸⁰+9 =: 8(0)₇₉9_<81>; = 17 · 2089 · 5923 · 66263299111915502803081_<23> · 57396820895286367790009433124714885887818517296611_<50>

8·10⁸¹+9 =: 8(0)₈₀9_<82>; = 67 · 119402985074626865671641791044776119402985074626865671641791044776119402985074627_<81>

8·10⁸²+9 =: 8(0)₈₁9_<83>; = 97 · 9677924790041_<13> · 927247573678212338051_<21> · 91905246535217242008974209136125599933865211867_<47>

8·10⁸³+9 =: 8(0)₈₂9_<84>; = 7² · 881 · 573463594883_<12> · 1268427869473822788024475947167_<31> · 25476887542640341247194467235316523901_<38> (Makoto Kamada / msieve 0.81 / 1.8 minutes)

8·10⁸⁴+9 =: 8(0)₈₃9_<85>; = 15187 · 38299 · 197569 · 3530563 · 303017243 · 65072943181149412306366233080396183385247809456482234233_<56>

8·10⁸⁵+9 =: 8(0)₈₄9_<86>; = 4561 · 716063 · 1032881 · 20463535981553987931333665989_<29> · 1158904670245516073488434857232218162707307_<43>

8·10⁸⁶+9 =: 8(0)₈₅9_<87>; = 3049 · 742357787 · 21510131384849_<14> · 16431462919693623138045644370052527020796478510434631722634307_<62>

8·10⁸⁷+9 =: 8(0)₈₆9_<88>; = 7349809 · 1403370310478305653008290798213057061_<37> · 775606873872654197928690034434567813621410341_<45> (Makoto Kamada / GGNFS-0.70.3 / 0.15 hours)

8·10⁸⁸+9 =: 8(0)₈₇9_<89>; = 57623273 · 1274643679984491297500607994656857_<34> · 1089189052229670980683952642822861583468074773769_<49> (Makoto Kamada / GGNFS-0.70.3 / 0.15 hours)

8·10⁸⁹+9 =: 8(0)₈₈9_<90>; = 7 · 89 · 4241045810220763_<16> · 36812927531102783_<17> · 8224862018021160235769579111013613308155015002124002427_<55>

8·10⁹⁰+9 =: 8(0)₈₉9_<91>; = 14083153619_<11> · 470241828452729_<15> · 1208005225667448985939397598223949959591482312803746035746123701259_<67>

8·10⁹¹+9 =: 8(0)₉₀9_<92>; = 29 · 10847 · 329341135169_<12> · 772211688246570589486178169548509530972732763437683999332961141307802601347_<75>

8·10⁹²+9 =: 8(0)₉₁9_<93>; = 141554827 · 5651520452919630921522725607937057490805311782126652593768490847719378725248274295867_<85>

8·10⁹³+9 =: 8(0)₉₂9_<94>; = 23 · 61 · 1481 · 20269 · 66222307 · 87090827 · 372663492506553572550555698800861_<33> · 88379464168044423546278721103437163_<35> (Makoto Kamada / msieve 0.81 / 1.9 minutes)

8·10⁹⁴+9 =: 8(0)₉₃9_<95>; = 19 · 5003539 · 2924931924148891961_<19> · 287702300243348382825311232964367149316669779371535547591950703293609_<69>

8·10⁹⁵+9 =: 8(0)₉₄9_<96>; = 7 · 43 · 281 · 701 · 30951948054062593376170255876789_<32> · 435924387164329767743036507138772994000848691533469803701_<57> (Makoto Kamada / GGNFS-0.71.4 / 0.33 hours)

8·10⁹⁶+9 =: 8(0)₉₅9_<97>; = 17 · 161886908888610809_<18> · 304436655939137221942322295963257493673_<39> · 9548439312657203748551510632950329383961_<40> (Makoto Kamada / GGNFS-0.71.4 / 0.31 hours)

8·10⁹⁷+9 =: 8(0)₉₆9_<98>; = 4201 · 19043084979766722208997857652939776243751487741014044275172577957629135920019043084979766722209_<95>

8·10⁹⁸+9 =: 8(0)₉₇9_<99>; = definitely prime number

8·10⁹⁹+9 =: 8(0)₉₈9_<100>; = 469649 · 23865623 · 22554687854161487_<17> · 909259427564533421572112683801_<30> · 34803199853815840641302860940252945842441_<41> (Makoto Kamada / msieve 0.83)

8·10¹⁰⁰+9 =: 8(0)₉₉9_<101>; = definitely prime number

8·10¹⁰¹+9 =: 8(0)₁₀₀9_<102>; = 7 · 149 · 487 · 941 · 8287 · 76346147 · 364439384627_<12> · 1361074913684407_<16> · 5333291197439114129508832175835592518590328200632104809_<55>

8·10¹⁰²+9 =: 8(0)₁₀₁9_<103>; = 1797476095531930969_<19> · 1025449864861251092819651_<25> · 4340226870404998482546017714450915314158824225785096351190011_<61>

8·10¹⁰³+9 =: 8(0)₁₀₂9_<104>; = 16829 · 101507309947_<12> · 615774578203_<12> · 76052343748605411280856605619513403568997745512065596011672356048977883354981_<77>

8·10¹⁰⁴+9 =: 8(0)₁₀₃9_<105>; = definitely prime number

8·10¹⁰⁵+9 =: 8(0)₁₀₄9_<106>; = 10607 · 1593335590601_<13> · 473358479210729823351520557012029207512118935876076983937545197630391879565240345481937487_<90>

8·10¹⁰⁶+9 =: 8(0)₁₀₅9_<107>; = 7817 · 561624593 · 2080936219_<10> · 30634478921_<11> · 6630758324299_<13> · 6261321390749812400818033_<25> · 6885021419367412658060903003684364433_<37>

8·10¹⁰⁷+9 =: 8(0)₁₀₆9_<108>; = 7 · 47 · 5987 · 300569 · 2464369 · 15629824663_<11> · 5903522259789205105450881268709_<31> · 5942505552902249507608316506415160671906673051809_<49> (Makoto Kamada / Msieve 1.33 for P31 x P49 / 14 minutes on Pentium 4 3.06GHz, Windows XP and Cygwin / Jan 16, 2008)

8·10¹⁰⁸+9 =: 8(0)₁₀₇9_<109>; = 444401 · 1138433 · 42414187 · 162259171523_<12> · 7107371214632873_<16> · 323279438555074240003686735217056819291764874161668173375266801_<63>

8·10¹⁰⁹+9 =: 8(0)₁₀₈9_<110>; = 83 · 223 · 409 · 32885650365304248277027303729_<29> · 321349248358889927171344597458044843571350263821450310799967017699489807941_<75>

8·10¹¹⁰+9 =: 8(0)₁₀₉9_<111>; = 8179 · 97811468394669274972490524513999266413987039980437706321066145005501895097200146717202592003912458735786771_<107>

8·10¹¹¹+9 =: 8(0)₁₁₀9_<112>; = 103 · 227 · 523 · 663763 · 109467672449_<12> · 341638038631061_<15> · 352330846847081_<15> · 1156997193104983_<16> · 5660849404803835943_<19> · 11420772954052473766626841_<26>

8·10¹¹²+9 =: 8(0)₁₁₁9_<113>; = 17 · 19³ · 686088694115931837088239582171985283397511213262094457260962410915671123384475528073891752356285858854403403_<108>

8·10¹¹³+9 =: 8(0)₁₁₂9_<114>; = 7 · 167 · 115903 · 5904468344436599948216336502204909304155674791537394175228693159519168734700553817727010404492467880079687_<106>

8·10¹¹⁴+9 =: 8(0)₁₁₃9_<115>; = 67 · 1619 · 2131 · 654227059476304953156518569_<27> · 59812477060225038016402609603651763_<35> · 884432298709077437591050714383886146490310369_<45> (Makoto Kamada / Msieve 1.33 for P35 x P45 / 15 minutes on Pentium 4 3.06GHz, Windows XP and Cygwin / Jan 16, 2008)

8·10¹¹⁵+9 =: 8(0)₁₁₄9_<116>; = 23 · 164754409 · 1219038421_<10> · 562467957547373531345562723972322221908786381_<45> · 30790016732270191561933012796406982113872329442024087_<53> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona snfs / 0.61 hours on Core 2 Quad Q6600 / Jan 16, 2008)

8·10¹¹⁶+9 =: 8(0)₁₁₅9_<117>; = 43 · 2731 · 4019 · 52816123 · 12084972759551561_<17> · 11886227219294900277209_<23> · 223421829034726678059787595903408308037489589932291251953847921_<63>

8·10¹¹⁷+9 =: 8(0)₁₁₆9_<118>; = 570407 · 540758209 · 1090020499081_<13> · 8959752026870266003989106938343_<31> · 2655653222978175541447519201124671928388493948927052821291921_<61> (Sinkiti Sibata / Msieve v. 1.30 for P31 x P61 / 12.6 hours on Pentium3 750MHz, Windows Me / Jan 17, 2008)

8·10¹¹⁸+9 =: 8(0)₁₁₇9_<119>; = 3923 · 867599584961_<12> · 33395249280707_<14> · 114858715720081_<15> · 32469888633351718442963_<23> · 188722160020038206522232923463908019428002098207050843_<54>

8·10¹¹⁹+9 =: 8(0)₁₁₈9_<120>; = 7 · 29 · 14465304005221497427_<20> · 30410348961140592876766942703_<29> · 8958699720360463845716150863618753331482271338487833053726537641941463_<70>

8·10¹²⁰+9 =: 8(0)₁₁₉9_<121>; = 4513 · 129802845572795609_<18> · 1186666704803556185013425171_<28> · 11508313470861399873651069777110269094750600309132327847624311334210422987_<74>

8·10¹²¹+9 =: 8(0)₁₂₀9_<122>; = 107 · 17321 · 39837349575609258121788494808572654717964321457787972441_<56> · 1083534667380804556636556284146554026394969807509139591856667_<61> (Sinkiti Sibata / GGNFS-0.77.1-20060513-pentium4 snfs / 2.09 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Jan 17, 2008)

8·10¹²²+9 =: 8(0)₁₂₁9_<123>; = 94291 · 128542241 · 66004550564547160260375655497679976030820711617686209181137104311790534903915264079379989614358981384439993939_<110>

8·10¹²³+9 =: 8(0)₁₂₂9_<124>; = 281 · 1847789 · 87594212224781_<14> · 1787112760915200910007_<22> · 98424659857194915940422342879064966149733000138496990651664155068405048104815903_<80>

8·10¹²⁴+9 =: 8(0)₁₂₃9_<125>; = 1579 · 418774289077175699561_<21> · 120983974316377323584631711224014036378910595643970137940894681709354721752613108717289873341099175011_<102>

8·10¹²⁵+9 =: 8(0)₁₂₄9_<126>; = 7² · 33469 · 107687 · 1906621 · 2979407 · 3626501 · 219890205232072592446593237163885841336188475702436959073241875155709724565132477716281147966901_<96>

8·10¹²⁶+9 =: 8(0)₁₂₅9_<127>; = 401 · 389297 · 232424285281_<12> · 9781973560753067_<16> · 2728784228720769076664362884053977424213249851_<46> · 8260139316381217641035166733618289230331842561_<46> (Sinkiti Sibata / Msieve v. 1.30 for P46 x P46 / 6.74 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Jan 17, 2008)

8·10¹²⁷+9 =: 8(0)₁₂₆9_<128>; = 595961 · 134236971882388277085245511031762145509521596211832653479002820654371678683672253721300554902082518822540401133631227546769_<123>

8·10¹²⁸+9 =: 8(0)₁₂₇9_<129>; = 17 · 47058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941177_<128>

8·10¹²⁹+9 =: 8(0)₁₂₈9_<130>; = 34687 · 576227 · 31039762823_<11> · 12894700178823504949187763524490624731935971039051006872918781881555422921723812776002504208163826677571612667_<110>

8·10¹³⁰+9 =: 8(0)₁₂₉9_<131>; = 19 · 25216160984200256827_<20> · 177844679544719357879627_<24> · 45569197585367765957599099_<26> · 20603697219057952184686365032752886363613940128976570662779041_<62>

8·10¹³¹+9 =: 8(0)₁₃₀9_<132>; = 7 · 1901 · 116259161 · 86992144223_<11> · 16230203845269219667208170361_<29> · 320533644260071425417953654576232041_<36> · 1142628400174886692888574117774187454934002429_<46> (Makoto Kamada / Msieve 1.33 for P36 x P46 / 19 minutes on Pentium 4 3.06GHz, Windows XP and Cygwin / Jan 16, 2008)

8·10¹³²+9 =: 8(0)₁₃₁9_<133>; = 1934489 · 9941255627_<10> · 415989607687626994379024208919654277878028055404905621947324703896224629797494192059360950252199449536431438674100403_<117>

8·10¹³³+9 =: 8(0)₁₃₂9_<134>; = 89 · 683 · 48247 · 28063523 · 419570597518623739301843398921438222427110769704939738021_<57> · 2316656939278359599773662465108090166954145351342952510252907_<61> (Sinkiti Sibata / GGNFS-0.77.1-20060513-pentium4 snfs / 6.79 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Jan 17, 2008)

8·10¹³⁴+9 =: 8(0)₁₃₃9_<135>; = 59 · 16301584241_<11> · 28571873631885209731492091721987844825451_<41> · 29111825682462786935908160354061235293752365551347558913693510861695423975494302961_<83> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona snfs / 2.83 hours on Core 2 Quad Q6600 / Jan 17, 2008)

8·10¹³⁵+9 =: 8(0)₁₃₄9_<136>; = 14801185105213067737040565827661608911957391220799504238072333395727_<68> · 540497260397233405983441758896201567297916533811770073388400426116967_<69> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon snfs / 3.58 hours on Cygwin on AMD 64 3200+ / Jan 19, 2008)

8·10¹³⁶+9 =: 8(0)₁₃₅9_<137>; = 42379 · 1887727412161683852851648221996743670214021095353830906817055617168880813610514641685740579060383680596521862243092097501120838150971_<133>

8·10¹³⁷+9 =: 8(0)₁₃₆9_<138>; = 7 · 23 · 43 · 380503 · 1649243 · 2510141 · 32927563 · 127389389 · 431974381 · 111174418969258896469_<21> · 37947353343130853705098428563822981_<35> · 9596604764068692453459531281727700969_<37> (Makoto Kamada / Msieve 1.33 for P35 x P37 / 3 minutes on Pentium 4 3.06GHz, Windows XP and Cygwin / Jan 16, 2008)

8·10¹³⁸+9 =: 8(0)₁₃₇9_<139>; = 2546678620364651588556275988984437932502588301075923203_<55> · 3141346511502304521005861647877216134965756685545711187785868781031519564330138156803_<85> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon snfs / 3.84 hours on Cygwin on AMD 64 X2 6000+ / Jan 17, 2008)

8·10¹³⁹+9 =: 8(0)₁₃₈9_<140>; = 163 · 3594343 · 102196891061_<12> · 72184529568704507_<17> · 18509771151205368273846244564703257984335172238825365225515524463829193697150899647161785603541663546563_<104>

8·10¹⁴⁰+9 =: 8(0)₁₃₉9_<141>; = 26748433 · 953838796272576050827_<21> · 31355711451501286145053779659588086442446436410960279262292590035067875289508553179273502206721185655888267145099_<113>

8·10¹⁴¹+9 =: 8(0)₁₄₀9_<142>; = 389 · 32563 · 4990867357422239873844609760866802279933879758965510129_<55> · 126543531026932811719775808439501974442746850624376305592456058350578392937456103_<81> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona snfs / 6.10 hours on Core 2 Quad Q6600 / Jan 17, 2008)

8·10¹⁴²+9 =: 8(0)₁₄₁9_<143>; = 3329 · 29281922233_<11> · 627552504355594804282068645958259_<33> · 1795510682849862934729054445135297_<34> · 728347356775380943407963675027056892979696390562810902400314219_<63> (Jo Yeong Uk / GMP-ECM 6.1.3 B1=1000000, sigma=2907880974 for P34 / Jan 16, 2008) (Jo Yeong Uk / Msieve v. 1.32 for P33 x P63 / 4.62 hours on Core 2 Quad Q6600 / Jan 18, 2008)

8·10¹⁴³+9 =: 8(0)₁₄₂9_<144>; = 7 · 383 · 341296326661470018931101663238896398460963020877249035438454385737449_<69> · 874302175383230664843059392215687849285838943004522735011833597504969961_<72> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona snfs / 7.48 hours on Core 2 Quad Q6600 / Jan 17, 2008)

8·10¹⁴⁴+9 =: 8(0)₁₄₃9_<145>; = 17 · 5659 · 1783403562694297290006912071546504111216735779123_<49> · 46628531887385325172139496576332321929456019180371596843235469372553694072124836083262715161_<92> (Sinkiti Sibata / GGNFS-0.77.1-20060513-pentium4 snfs / 17.72 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Jan 18, 2008)

8·10¹⁴⁵+9 =: 8(0)₁₄₄9_<146>; = 103 · 263 · 19637441 · 66333767 · 342200413447_<12> · 2824085392892504963662876213067_<31> · 2345951909900622249766133589882940685013030624484792070733666366296781514821463224827_<85> (Makoto Kamada / GMP-ECM 6.1.3 B1=250000, sigma=3142116591 for P31 / Jan 10, 2008)

8·10¹⁴⁶+9 =: 8(0)₁₄₅9_<147>; = 12823817 · 7793404954409_<13> · 97339333989041_<14> · 1034297732722561_<16> · 269754004944570931_<18> · 294743059681425655969283413607905086921958749719672881702479468320196720584811763_<81>

8·10¹⁴⁷+9 =: 8(0)₁₄₆9_<148>; = 29 · 67 · 367 · 3001 · 446447 · 374232083 · 2261489201544452814997994627_<28> · 9894177162514598079546385073110092760647751592920357286724133551767904127884385201353837797093807_<97>

8·10¹⁴⁸+9 =: 8(0)₁₄₇9_<149>; = 19 · 23321975899_<11> · 6264335206024583575242105787_<28> · 28820137929138161280052635433696068751889719679695688629653783230633788507877847692016678795750468460331564747_<110>

8·10¹⁴⁹+9 =: 8(0)₁₄₈9_<150>; = 7 · 122869 · 592463 · 20514356776409_<14> · 76529783665759227547879863175857801580145592186970477872758281314038502151477085534461711269605420792053370393025114611931269_<125>

8·10¹⁵⁰+9 =: 8(0)₁₄₉9_<151>; = 83 · 499 · 2482304185177_<13> · 77813750743786303928117280787642992888695876575762740504349490131257779780805730683652263665564423971509372213489033589606739396053801_<134>

8·10¹⁵¹+9 =: 8(0)₁₅₀9_<152>; = 281 · 284697508896797153024911032028469750889679715302491103202846975088967971530249110320284697508896797153024911032028469750889679715302491103202846975089_<150>

8·10¹⁵²+9 =: 8(0)₁₅₁9_<153>; = 179 · 10286545550776463644634627_<26> · 434477611648684499985850664050081411437845728618159606645874026296642823905422801622721391632973272408528817371550125223113073_<126>

8·10¹⁵³+9 =: 8(0)₁₅₂9_<154>; = 47 · 61 · 48895464172194500888865555728935598425504411122071941_<53> · 57068140361452359856128021667726448531461834024720351768797284045710734038067945628429182751862647_<98> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon snfs, Msieve 1.33 / Jan 20, 2008)

8·10¹⁵⁴+9 =: 8(0)₁₅₃9_<155>; = 40563621115070073380669170035211_<32> · 1972210512790699616561524977329804968488111698587183762968630675670612708240336060878219924495201162954628514414235940921019_<124> (Makoto Kamada / GMP-ECM 6.1.3 B1=250000, sigma=2632962093 for P32 / Jan 10, 2008)

8·10¹⁵⁵+9 =: 8(0)₁₅₄9_<156>; = 7 · 109 · 1470783867357781_<16> · 10546742887006309_<17> · 364319543132632908029981_<24> · 21821922314714420047791463_<26> · 8502032459994415884303071967448325665776936089423978775226417138915563289_<73>

8·10¹⁵⁶+9 =: 8(0)₁₅₅9_<157>; = 10267 · 53192891 · 14648489037119868817989444797313568211533852452691343823722793688789773824519265527846042207453436769844148769259855946967147098540481226063718097_<146>

8·10¹⁵⁷+9 =: 8(0)₁₅₆9_<158>; = 11489 · 716402649541_<12> · 10593937852386983_<17> · 3790480017172792738294451504361484879367_<40> · 242046575091074164088712317063624793945838546238186463919115736744802008317537350438981_<87> (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona snfs / 22.81 hours on Core 2 Quad Q6600 / Jan 19, 2008)

8·10¹⁵⁸+9 =: 8(0)₁₅₇9_<159>; = 43 · 133397260513579219_<18> · 167167903992258454388890478299_<30> · 2033479913775371639587434065835085127837961461819_<49> · 410281407262533748598335324491991573466072616789247908444678817_<63> (Jo Yeong Uk / GMP-ECM 6.1.3 B1=1000000, sigma=1484630729 for P30 / Jan 17, 2008) (Robert Backstrom / GGNFS-0.77.1-20050930-k8 gnfs for P49 x P63, Msieve 1.33 / Jan 20, 2008)

8·10¹⁵⁹+9 =: 8(0)₁₅₈9_<160>; = 23 · 75289 · 3073981 · 912782811803_<12> · 106892778448396257701_<21> · 15403294683357107492284292972438681857771414432918182754479601358964133084092682488569350637536794203521767133005829_<116>

8·10¹⁶⁰+9 =: 8(0)₁₅₉9_<161>; = 17 · 4705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941176470588235294117647058823529411764705882352941177_<160>

8·10¹⁶¹+9 =: 8(0)₁₆₀9_<162>; = 7 · 361469 · 2281823 · 93410043703_<11> · 104070924106063664505185233829029_<33> · 379610134970967214429953242481364208742167_<42> · 37547251435502570973405299828344898136743364461002377728913347569_<65> (Jo Yeong Uk / GMP-ECM 6.1.3 B1=1000000, sigma=897222511 for P33 / Jan 17, 2008) (Jo Yeong Uk / GGNFS-0.77.1-20050930-nocona gnfs for P42 x P65 / 10.59 hours on Core 2 Quad Q6600 / Jan 19, 2008)

8·10¹⁶²+9 =: 8(0)₁₆₁9_<163>; = 4339 · 31891930524271969_<17> · 21467718354271832026587974954408013867919721_<44> · 2692983165965493372324419233124120624401536996288557907855362716504013533241417008457888322335917819_<100> (Robert Backstrom / GGNFS-0.77.1-20050930-k8 snfs, Msieve 1.33 / Jan 20, 2008)

8·10¹⁶³+9 =: 8(0)₁₆₂9_<164>; = 503 · 1087 · 399924341 · 29222738487023707_<17> · 36035228405537339175432279337085862878520760605668457943_<56> · 347429290363042316932943294898674175631435388823749992448700892981477531332209_<78> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon snfs, Msieve 1.34 / Apr 10, 2008)

8·10¹⁶⁴+9 =: 8(0)₁₆₃9_<165>; = 547 · 145375908511929289_<18> · 665862476027077901987_<21> · 15108650584694095421336839101744907722955551986198408204720288516498163374331216992376317984676111223948581486828821510198329_<125>

8·10¹⁶⁵+9 =: 8(0)₁₆₄9_<166>; = 3089 · 314438682222884322729688296198134025767975025422514323112159291576842309_<72> · 8236374989606056257892776904055137083699957579463131990199160763315628777145426750588217509_<91> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon snfs, Msieve 1.33 / Jan 20, 2008)

8·10¹⁶⁶+9 =: 8(0)₁₆₅9_<167>; = 19 · 233 · 247318002448511232349795071846013961161_<39> · 73067581878550869883137762289663789192178328142338528983715149951558468070091483340423029109213779504121706037391601196627747_<125> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon snfs, Msieve 1.33 / Jan 25, 2008)

8·10¹⁶⁷+9 =: 8(0)₁₆₆9_<168>; = 7² · 967 · 59723 · 85525507 · 104791781467_<12> · 32070636141063417698309974804038142769_<38> · 983547553579979304561951273616176372155814093748174239324385537878449421978287184323475247763731622141_<102> (Robert Backstrom / GMP-ECM 6.0 B1=4262000, sigma=1855270650 for P38 / Apr 16, 2008)

8·10¹⁶⁸+9 =: 8(0)₁₆₇9_<169>; = 13523 · 365108141391685392803_<21> · 3925702274486438236222373323_<28> · 412741427767146656482060605643146065993784214777445361386847613635487121913351520321871886583067352379474102886920307_<117>

8·10¹⁶⁹+9 =: 8(0)₁₆₈9_<170>; = 2083 · 21187 · 347913094655913140947256232930961_<33> · 5210272953749998271101503426402444733270293388626467088714412188109283843702487962421130258535164821785639637952029491481694049489_<130> (Robert Backstrom / GMP-ECM 6.2.1 B1=792000, sigma=246426398 for P33 / Jun 20, 2008)

8·10¹⁷⁰+9 =: 8(0)₁₆₉9_<171>; = 113 · 452926193 · 3182006963_<10> · 3558984497657_<13> · 3739349584888004768232061820906349177229967138340283_<52> · 369114253681640613419529242815258516418059888685901830643751071825955380199942725832817_<87> (Wataru Sakai / Msieve / 70.90 hours / Jun 11, 2009)

8·10¹⁷¹+9 =: 8(0)₁₇₀9_<172>; = 1609 · 47441 · 179947 · 2675683 · 717143003 · 8834088052212443456467_<22> · 113402724882979773257549023_<27> · 66045585799722886585090670007395970328026662921_<47> · 4587394211090038825215575348339222477208606014167_<49> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon gnfs for P47 x P49 / 4.94 hours on Cygwin on AMD 64 X2 6000+ / Jan 17, 2008)

8·10¹⁷²+9 =: 8(0)₁₇₁9_<173>; = 4201 · 31121 · 5041411 · 346459071611_<12> · 122454245483536330061045540807347553945459_<42> · 608296663654957875693373827303732266946233_<42> · 4703167420425903988646488862192041281322859917358747628829697267_<64> (Jo Yeong Uk / GMP-ECM 6.2.1 B1=3000000, sigma=2462122556 for P42, GGNFS-0.77.1-20050930-nocona gnfs for P42 x P64 / 7.72 hours on Core 2 Quad Q6700 / Nov 19, 2008)

8·10¹⁷³+9 =: 8(0)₁₇₂9_<174>; = 7 · 643 · 661 · 443227 · 260680181687_<12> · 8189545458237210393744457523666003154315736867_<46> · 4183880356288717606362756534826033091154894241628947_<52> · 67921338602004285032869683860445350931844687971789469_<53> (Wataru Sakai / Msieve / 100.92 hours / Oct 8, 2009)

8·10¹⁷⁴+9 =: 8(0)₁₇₃9_<175>; = 107 · 878011819 · 5486878492542635057_<19> · 15519599315742890524424924611307277485313260541377213615503272288516557671053444128075729565367482316113010438811763463229080260479799829964497889_<146>

8·10¹⁷⁵+9 =: 8(0)₁₇₄9_<176>; = 29 · 9907 · 828349 · 149397358667_<12> · 3432767866354222343_<19> · 75056191036086198203_<20> · 266890443093272218468549330943_<30> · 32721226544458263861906681169586495852149103259513363783751003948859549712960564477403_<86> (Jo Yeong Uk / GMP-ECM 6.1.3 B1=1000000, sigma=2573028571 for P30 / Jan 16, 2008)

8·10¹⁷⁶+9 =: 8(0)₁₇₅9_<177>; = 17 · 3217 · 103961611179868503438377681867481435196874462689578948106251372965474787726477889_<81> · 140707421063833161706485449146184930821888979205845979668829757316153913675077037413502917929_<93> (matsui / GGNFS-0.77.1-20060513-pentium4 snfs / Feb 24, 2008)

8·10¹⁷⁷+9 =: 8(0)₁₇₆9_<178>; = 89 · 89887640449438202247191011235955056179775280898876404494382022471910112359550561797752808988764044943820224719101123595505617977528089887640449438202247191011235955056179775281_<176>

8·10¹⁷⁸+9 =: 8(0)₁₇₇9_<179>; = 97 · 4817 · 8349953 · 643080328444181532267745772077361920255259647015699_<51> · 31885435315622042511691137957740545112655694428559568324606418192336033358782251093798798406485062920172031044546403_<116> (centylion torun / GMP-ECM B1=110000000, sigma=82896577 for P51 / Dec 11, 2010)

8·10¹⁷⁹+9 =: 8(0)₁₇₈9_<180>; = 7 · 43 · 103 · 281 · 64874204399140027_<17> · 413369852432898383586010724769000432120059903_<45> · 3424278682210520474518825384650397525932147218696471465227722326587804054510388061024712800327342516298551999623_<112> (G.L.I.S. / GMP-ECM B1=110000000, sigma=1275872707 for P45 / Dec 11, 2010)

8·10¹⁸⁰+9 =: 8(0)₁₇₉9_<181>; = 67 · 86841941731033_<14> · 5751212540972257_<16> · 239070638384079464305466092471025322060071531552167545678913212961798899107584106689129062608889974510490101143409045500133259615588677789072157093467_<150>

8·10¹⁸¹+9 =: 8(0)₁₈₀9_<182>; = 23 · 3478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434782608695652173913043478260869565217391304347826086956521739130434783_<181>

8·10¹⁸²+9 =: 8(0)₁₈₁9_<183>; = 181628417 · 4404597106630070998196278944610302913117389554741315616927939200174827268356360778060406703869472143227455426206792299467103762733339243935600672002773662889987088308984160777_<175>

8·10¹⁸³+9 =: 8(0)₁₈₂9_<184>; = 1709 · 1235389 · 53996821 · 912256291892709420829481_<24> · 2078200117056154131058483_<25> · 37014490001362985704295939467561832570982470665215294205702264521205912573311818585632408541503114700987023171504597223_<119>

8·10¹⁸⁴+9 =: 8(0)₁₈₃9_<185>; = 19 · 4502146292418701187836585771_<28> · 935226454742198158831789694095815568184377471382396693364340767699219936355705178940216380025951801759748479274447141979232563950450419757911310397828855641_<156>

8·10¹⁸⁵+9 =: 8(0)₁₈₄9_<186>; = 7 · 24329 · 53381 · 25502165263849_<14> · 11958203612381011725704592874030579567_<38> · 1303028394848660857467715486468010946754987_<43> · 221454293090384742218717863326746087344454398748013997486958446978047338608032823703_<84> (Jo Yeong Uk / GMP-ECM 6.2.1 B1=3000000, sigma=927156312 for P43 / Nov 18, 2008) (Serge Batalov / Msieve-1.38+pol51 gnfs for P38 x P84 / 70.00 hours on Opteron-2.6GHz; Linux x86_64 / Nov 28, 2008)

8·10¹⁸⁶+9 =: 8(0)₁₈₅9_<187>; = 50153 · 302299 · 1722241 · 11771231219249_<14> · 468906861490212793165420171_<27> · 55507792726914566497798504244765417670582545786727387225014401377586633446438223809853812791819939065204663497110847337090122841673_<131>

8·10¹⁸⁷+9 =: 8(0)₁₈₆9_<188>; = 181 · 441988950276243093922651933701657458563535911602209944751381215469613259668508287292817679558011049723756906077348066298342541436464088397790055248618784530386740331491712707182320441989_<186>

8·10¹⁸⁸+9 =: 8(0)₁₈₇9_<189>; = 443 · 280009 · 46738919942089_<14> · 1186986927040459_<16> · 1443968284072142039096537_<25> · 80506696766249900552485161273132377878249301551978500401524539107690180714415943050142655051843089545519564016550793067276582361_<128>

8·10¹⁸⁹+9 =: 8(0)₁₈₈9_<190>; = 2543 · 137944789 · 32904674261_<11> · 6409379328215201885827901_<25> · 75125429721777718514365695923_<29> · 5312784824487735277961519362969_<31> · 270929041462985763172625031527468593947500499762685217039308716400013884113298635281_<84> (Makoto Kamada / GMP-ECM 6.1.3 B1=250000, sigma=708702101 for P31 / Jan 15, 2008)

8·10¹⁹⁰+9 =: 8(0)₁₈₉9_<191>; = 10979 · 93384737 · 1829065993_<10> · 33295915167128085016755403_<26> · 538680813586121424240758361537710132899_<39> · 6350022202664860146059913355300429133521100785097_<49> · 374562434586295016714727912805051180637746786286264130259_<57> (Jo Yeong Uk / GMP-ECM 6.2.1 B1=3000000, sigma=329758939 for P39, GGNFS-0.77.1-20050930-nocona gnfs for P49 x P57 / 8.41 hours, 8.41 hours on Core 2 Quad Q6700 / Dec 11, 2008)

8·10¹⁹¹+9 =: 8(0)₁₉₀9_<192>; = 7 · 83 · 32815576605582649_<17> · 5200740096042613643_<19> · [8068051545891094511578479700823384394584768631450390852593942134609561393701118548374424516117929869950068836225453848430310390267238081742813962168542327_<154>] SUBMIT/RESERVE

8·10¹⁹²+9 =: 8(0)₁₉₁9_<193>; = 17 · 59 · 255560483051_<12> · 22520567661717783905291022490556943117012307_<44> · [1385849343139333038164505296411820227818026836471709217118622691807166707789127712232186430757575800220188870355273314831516389469074379_<136>] (yoyo@home / GMP-ECM B1=43000000, sigma=2172363567 for P44 / Feb 26, 2010) SUBMIT/RESERVE

8·10¹⁹³+9 =: 8(0)₁₉₂9_<194>; = 56569 · 65022989 · [21749263554136100543387610629817550376863625386837037939139612924587722216787820750108106569775981104166959783796781140803427641380217823609695398210457031000585586966984267770649749_<182>] SUBMIT/RESERVE

8·10¹⁹⁴+9 =: 8(0)₁₉₃9_<195>; = 36288787236817_<14> · 1733287778383420857881_<22> · 4640813787596588296684196149207787_<34> · 2740644562907019485541894329504307053275818363204588691032659775150280382696305597977509234141114088628824622335852067596963491_<127> (Serge Batalov / GMP-ECM 6.2.1 B1=3000000, sigma=636370792 for P34 / Nov 6, 2008)

8·10¹⁹⁵+9 =: 8(0)₁₉₄9_<196>; = 727 · 39461 · 3393105024121_<13> · [82184551070809001593097046469258474974045157610650887799287801522783019674463835505638949175776431921373326567851260576229312266996468771180522288103817253454147342122647650507_<176>] SUBMIT/RESERVE

8·10¹⁹⁶+9 =: 8(0)₁₉₅9_<197>; = 491 · 24378181914136070883131_<23> · 1608217088942848772529667_<25> · [4155875309349698676972742050348235793071578516401734367543983032713103888383436309991840583688225894483651426003183699967227677779086222799374298187_<148>] SUBMIT/RESERVE

8·10¹⁹⁷+9 =: 8(0)₁₉₆9_<198>; = 7 · 12219247 · 15213705288655807_<17> · 4865154059575323971503_<22> · 37114608851460783280897610347_<29> · 16621692800680584305294747562998773325126469691178650296201467_<62> · 204831038833285778102275560455244890057538477743970633200511049_<63> (Tyler Cadigan / GGNFS gnfs, Msieve for P62 x P63 / 81.57 hours on C2Q Q660 2.4 Ghz, 4 GB RAM, Windows Vista / Jun 2, 2008)

8·10¹⁹⁸+9 =: 8(0)₁₉₇9_<199>; = 131 · 14779577 · 46164732442019_<14> · 89504807737012816465501621504961017111653905292881275753399321462371170990355484423739181105724254078782548384128641434162117806977859235261476637210465344401589470702839661353_<176>

8·10¹⁹⁹+9 =: 8(0)₁₉₈9_<200>; = 47 · 10029840581_<11> · 34574850197219026620537581_<26> · 4908375636455220759055677921494644701510929631554628307158601099794397912071382010172519640742111531902047338075363097067968113058601380373184350807396468927516327_<163>

8·10²⁰⁰+9 =: 8(0)₁₉₉9_<201>; = 43 · 409695657661963_<15> · 22793391171990396467_<20> · 1992283906237365201538932207676295118684402950955556269932521925276598386991605490564720907345426515529769955531939362161987484955156634153382402844597947890557157003_<166>

4. References

A103070 - OEIS (The OEIS Foundation Inc.)