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Factorizations of 488...889

Table of contents

  1. About 488...889
  2. Prime numbers of the form 488...889
  3. Factorizations of 488...889
  4. References

1. About 488...889

First ten terms

49, 489, 4889, 48889, 488889, 4888889, 48888889, 488888889, 4888888889, 48888888889

General term

(44·10n+1)/9

2. Prime numbers of the form 488...889

Last update

Aug 9, 2009

Searched up to

n≤10000

Difficulty of search

20.71%

Results

  1. (44·103+1)/9 = 4889 is prime.
  2. (44·104+1)/9 = 48889 is prime.
  3. (44·106+1)/9 = 4888889 is prime.
  4. (44·1010+1)/9 = 48888888889<11> is prime.
  5. (44·1012+1)/9 = 4(8)119<13> is prime.
  6. (44·1018+1)/9 = 4(8)179<19> is prime.
  7. (44·1040+1)/9 = 4(8)399<41> is prime.
  8. (44·1048+1)/9 = 4(8)479<49> is prime.
  9. (44·1096+1)/9 = 4(8)959<97> is prime.
  10. (44·10106+1)/9 = 4(8)1059<107> is prime. (searched by Makoto Kamada / Dec 3, 2004) (certified by Makoto Kamada / PPSIQS / Jan 3, 2005)
  11. (44·10114+1)/9 = 4(8)1139<115> is prime. (searched by Makoto Kamada / Dec 3, 2004) (certified by Makoto Kamada / PPSIQS / Jan 3, 2005)
  12. (44·10144+1)/9 = 4(8)1439<145> is prime. (searched by Makoto Kamada / Dec 3, 2004) (certified by Makoto Kamada / PPSIQS / Jan 3, 2005)
  13. (44·10364+1)/9 = 4(8)3639<365> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Makoto Kamada / PPSIQS / Jan 3, 2005)
  14. (44·10618+1)/9 = 4(8)6179<619> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Tyler Cadigan / PRIMO 2.2.0 beta 6 / May 30, 2006)
  15. (44·101090+1)/9 = 4(8)10899<1091> is prime. (searched by Makoto Kamada / PFGW / Dec 17, 2004) (certified by Tyler Cadigan / PRIMO 2.2.0 beta 6 / Sep 13, 2006)

3. Factorizations of 488...889

Last update

Nov 5, 2009

Completed up to

Range

n≤205

Terms which have not been factored yet

n=174, 177, 178, 181, 183, 188, 190, 191, 193, 194, 196, 198, 199, 200, 201, 202, 203 (17/205)

Results

(44·101+1)/9 =
49
= 72
(44·102+1)/9 =
489
= 3 · 163
(44·103+1)/9 =
4889
= definitely prime number
(44·104+1)/9 =
48889
= definitely prime number
(44·105+1)/9 =
488889
= 33 · 19 · 953
(44·106+1)/9 =
4888889
= definitely prime number
(44·107+1)/9 =
48888889
= 7 · 17 · 311 · 1321
(44·108+1)/9 =
488888889
= 3 · 71 · 2295253
(44·109+1)/9 =
4888888889<10>
= 653 · 2671 · 2803
(44·1010+1)/9 =
48888888889<11>
= definitely prime number
(44·1011+1)/9 =
488888888889<12>
= 3 · 31 · 61 · 139 · 619987
(44·1012+1)/9 =
4888888888889<13>
= definitely prime number
(44·1013+1)/9 =
48888888888889<14>
= 7 · 1533877 · 4553251
(44·1014+1)/9 =
488888888888889<15>
= 32 · 23 · 5591 · 422425697
(44·1015+1)/9 =
4888888888888889<16>
= 317 · 1663 · 9273819859<10>
(44·1016+1)/9 =
48888888888888889<17>
= 122609 · 398738174921<12>
(44·1017+1)/9 =
488888888888888889<18>
= 3 · 2207 · 73839131383309<14>
(44·1018+1)/9 =
4888888888888888889<19>
= definitely prime number
(44·1019+1)/9 =
48888888888888888889<20>
= 7 · 20753 · 51607 · 6521126537<10>
(44·1020+1)/9 =
488888888888888888889<21>
= 3 · 30431 · 39972791 · 133970203
(44·1021+1)/9 =
4888888888888888888889<22>
= 401 · 457 · 52387 · 509244169771<12>
(44·1022+1)/9 =
48888888888888888888889<23>
= 3391 · 29243 · 5676973 · 86844761
(44·1023+1)/9 =
488888888888888888888889<24>
= 32 · 17 · 19 · 67 · 193 · 13005678784805417<17>
(44·1024+1)/9 =
4888888888888888888888889<25>
= 463 · 10559155267578593712503<23>
(44·1025+1)/9 =
48888888888888888888888889<26>
= 7 · 29 · 743 · 324134542355176318141<21>
(44·1026+1)/9 =
488888888888888888888888889<27>
= 3 · 31 · 114181607 · 46039549723615339<17>
(44·1027+1)/9 =
4888888888888888888888888889<28>
= 8756953 · 9631249 · 57966160806737<14>
(44·1028+1)/9 =
48888888888888888888888888889<29>
= 47 · 421 · 2470758017328998276084747<25>
(44·1029+1)/9 =
488888888888888888888888888889<30>
= 3 · 62129 · 112951 · 23222259220912558997<20>
(44·1030+1)/9 =
4888888888888888888888888888889<31>
= 425533 · 17079110029<11> · 672684909974177<15>
(44·1031+1)/9 =
48888888888888888888888888888889<32>
= 7 · 461 · 3913433837309<13> · 3871267716243223<16>
(44·1032+1)/9 =
488888888888888888888888888888889<33>
= 33 · 18106995884773662551440329218107<32>
(44·1033+1)/9 =
4888888888888888888888888888888889<34>
= 276558691 · 2818077697249<13> · 6272922084371<13>
(44·1034+1)/9 =
48888888888888888888888888888888889<35>
= 5581 · 44771 · 183307 · 1646389517<10> · 648320430481<12>
(44·1035+1)/9 =
488888888888888888888888888888888889<36>
= 3 · 2701483 · 5170517706413<13> · 11666823928033597<17>
(44·1036+1)/9 =
4888888888888888888888888888888888889<37>
= 23 · 89 · 137927 · 17315818868964469455208577281<29>
(44·1037+1)/9 =
48888888888888888888888888888888888889<38>
= 7 · 4451 · 1569114128089639210735593570911477<34>
(44·1038+1)/9 =
488888888888888888888888888888888888889<39>
= 3 · 181 · 269 · 4217 · 93383 · 458866724321<12> · 18522519877357<14>
(44·1039+1)/9 =
4888888888888888888888888888888888888889<40>
= 17 · 144139 · 1995169241818003654515224433640603<34>
(44·1040+1)/9 =
48888888888888888888888888888888888888889<41>
= definitely prime number
(44·1041+1)/9 =
488888888888888888888888888888888888888889<42>
= 32 · 19 · 31 · 5099 · 18087033828438342767139662743658911<35>
(44·1042+1)/9 =
4888888888888888888888888888888888888888889<43>
= 113 · 58073 · 773375843 · 17394109483<11> · 55381493060140369<17>
(44·1043+1)/9 =
48888888888888888888888888888888888888888889<44>
= 72 · 71 · 6819221 · 2060729427094581077750353158277171<34>
(44·1044+1)/9 =
488888888888888888888888888888888888888888889<45>
= 3 · 599 · 20114984101<11> · 4429120929091<13> · 3053689376603052907<19>
(44·1045+1)/9 =
4888888888888888888888888888888888888888888889<46>
= 577981 · 8458563324553729082597678624191606452269<40>
(44·1046+1)/9 =
48888888888888888888888888888888888888888888889<47>
= 187379 · 333134241703925518487<21> · 783195125047868702293<21>
(44·1047+1)/9 =
488888888888888888888888888888888888888888888889<48>
= 3 · 2203 · 429016283 · 172425160670505100729814179616098187<36>
(44·1048+1)/9 =
4888888888888888888888888888888888888888888888889<49>
= definitely prime number
(44·1049+1)/9 =
48888888888888888888888888888888888888888888888889<50>
= 7 · 443 · 10534871571866776117909<23> · 1496508387278538127084121<25>
(44·1050+1)/9 =
488888888888888888888888888888888888888888888888889<51>
= 32 · 59 · 157 · 11903 · 12157633 · 304213523 · 133208523674864969249118971<27>
(44·1051+1)/9 =
4888888888888888888888888888888888888888888888888889<52>
= 181095495941<12> · 26996192608134573665867585879524449662629<41>
(44·1052+1)/9 =
48888888888888888888888888888888888888888888888888889<53>
= 81181 · 602220826164852476427845048581427783457815115469<48>
(44·1053+1)/9 =
488888888888888888888888888888888888888888888888888889<54>
= 3 · 29 · 455008703 · 2615886529<10> · 17792871748549<14> · 265342160601943055069<21>
(44·1054+1)/9 =
4888888888888888888888888888888888888888888888888888889<55>
= 27767 · 5239393 · 85436003 · 7221443176218419<16> · 54467232689496118567<20>
(44·1055+1)/9 =
48888888888888888888888888888888888888888888888888888889<56>
= 7 · 17 · 8819 · 1134427967<10> · 1291904494700947459<19> · 31786047586690476361433<23>
(44·1056+1)/9 =
488888888888888888888888888888888888888888888888888888889<57>
= 3 · 31 · 67 · 683 · 158079962767<12> · 489723011537<12> · 1483899114423600722749162867<28>
(44·1057+1)/9 =
4888888888888888888888888888888888888888888888888888888889<58>
= 139 · 146712157 · 9784697656956121<16> · 24500889625884546488563325047583<32>
(44·1058+1)/9 =
48888888888888888888888888888888888888888888888888888888889<59>
= 23 · 199 · 983 · 10866151023348172791261559886852745057697903665100879<53>
(44·1059+1)/9 =
488888888888888888888888888888888888888888888888888888888889<60>
= 34 · 193 · 8513 · 2252231 · 17619206089<11> · 2604848350783618046921637369900773<34>
(44·1060+1)/9 =
4888888888888888888888888888888888888888888888888888888888889<61>
= 3461753935545042872932818857<28> · 1412257768725305964677456391541777<34>
(44·1061+1)/9 =
48888888888888888888888888888888888888888888888888888888888889<62>
= 7 · 131 · 337 · 887 · 2417 · 101295647 · 1564508467<10> · 465631078637635376834134581889471<33>
(44·1062+1)/9 =
488888888888888888888888888888888888888888888888888888888888889<63>
= 3 · 1321 · 6137191 · 17844721 · 255390221299<12> · 4410648295588826595777114017222927<34>
(44·1063+1)/9 =
4888888888888888888888888888888888888888888888888888888888888889<64>
= 42589 · 832987 · 137808022425157174118122853821622585223750382959204023<54>
(44·1064+1)/9 =
48888888888888888888888888888888888888888888888888888888888888889<65>
= 7349 · 182803 · 622638590757184366171<21> · 58447046040748452385441580635167797<35>
(44·1065+1)/9 =
488888888888888888888888888888888888888888888888888888888888888889<66>
= 3 · 7001 · 2074686730681<13> · 32139086458265275975771<23> · 349094315852895615266116313<27>
(44·1066+1)/9 =
4888888888888888888888888888888888888888888888888888888888888888889<67>
= 37816861 · 129278019370483681574969664692394455713521248865390728460749<60>
(44·1067+1)/9 =
48888888888888888888888888888888888888888888888888888888888888888889<68>
= 7 · 3529 · 82334319619<11> · 1816066708774099299650149<25> · 13235726074195778197849946473<29>
(44·1068+1)/9 =
488888888888888888888888888888888888888888888888888888888888888888889<69>
= 32 · 223 · 257 · 79305659 · 1251765443<10> · 4697458884163<13> · 2032542088532557392604175894121781<34>
(44·1069+1)/9 =
4888888888888888888888888888888888888888888888888888888888888888888889<70>
= 6287 · 12287837 · 63283612844421224368866762419323279692278679254310494896931<59>
(44·1070+1)/9 =
48888888888888888888888888888888888888888888888888888888888888888888889<71>
= 322271 · 21840349906758376757418037<26> · 6945913145149136815784843229521922936107<40>
(44·1071+1)/9 =
488888888888888888888888888888888888888888888888888888888888888888888889<72>
= 3 · 17 · 31 · 61 · 607 · 57389 · 121889 · 620401 · 702827 · 110409661 · 805618139 · 30782887911662712910879279<26>
(44·1072+1)/9 =
4888888888888888888888888888888888888888888888888888888888888888888888889<73>
= 1621 · 3015970937007334292960449653848790184385495921584755637809308383028309<70>
(44·1073+1)/9 =
48888888888888888888888888888888888888888888888888888888888888888888888889<74>
= 7 · 1787 · 4369039 · 894543888752731898537826494595590400098774573341563671477848739<63>
(44·1074+1)/9 =
488888888888888888888888888888888888888888888888888888888888888888888888889<75>
= 3 · 47 · 50077 · 17239509673<11> · 6848723166409843<16> · 586432768545517216710009821006616532739843<42>
(44·1075+1)/9 =
4888888888888888888888888888888888888888888888888888888888888888888888888889<76>
= 48463 · 223891540967<12> · 4818750172367<13> · 93503480272036674853407514784345487366553710527<47>
(44·1076+1)/9 =
48888888888888888888888888888888888888888888888888888888888888888888888888889<77>
= 62564863 · 40876600469<11> · 1741016744384792166556367<25> · 10979990159806286862749055698356261<35>
(44·1077+1)/9 =
488888888888888888888888888888888888888888888888888888888888888888888888888889<78>
= 32 · 19 · 2942399 · 26885669 · 142515007 · 1372976159<10> · 184700491152604640892033903068601983064260753<45>
(44·1078+1)/9 =
4888888888888888888888888888888888888888888888888888888888888888888888888888889<79>
= 71 · 191 · 379 · 15773229737<11> · 493590793697<12> · 122177592031736120672398206625242889458800277681179<51>
(44·1079+1)/9 =
48888888888888888888888888888888888888888888888888888888888888888888888888888889<80>
= 7 · 206047 · 128482299991<12> · 13348699870454017422828831121973<32> · 19763486452685486234197055736587<32>
(44·1080+1)/9 =
488888888888888888888888888888888888888888888888888888888888888888888888888888889<81>
= 3 · 23 · 89 · 1020080280544803547<19> · 2917454757178281169<19> · 26750542110318793295611910590982886366503<41>
(44·1081+1)/9 =
4888888888888888888888888888888888888888888888888888888888888888888888888888888889<82>
= 29 · 2677 · 8807 · 12791 · 11193487 · 3250221253<10> · 4100592143381<13> · 6563708284625959757<19> · 570896172354895437307<21>
(44·1082+1)/9 =
48888888888888888888888888888888888888888888888888888888888888888888888888888888889<83>
= 97 · 7247249 · 92548727419<11> · 751440846154702547208698324508653083565516787405160833432806027<63>
(44·1083+1)/9 =
488888888888888888888888888888888888888888888888888888888888888888888888888888888889<84>
= 3 · 163 · 1049 · 283121 · 12278023609<11> · 135044521591787020757<21> · 2030244306883641454150943234348524690508813<43>
(44·1084+1)/9 =
4888888888888888888888888888888888888888888888888888888888888888888888888888888888889<85>
= 313 · 2003 · 29378649227<11> · 608613930923<12> · 436125185671803861032500550511836793018478043343220494931<57>
(44·1085+1)/9 =
48888888888888888888888888888888888888888888888888888888888888888888888888888888888889<86>
= 73 · 109 · 2693 · 186173597 · 2608165260121955698571957178377706575445322236735153270288070910990107<70>
(44·1086+1)/9 =
488888888888888888888888888888888888888888888888888888888888888888888888888888888888889<87>
= 33 · 31 · 16217 · 15660610745420963327813<23> · 2299881698499434055790396673474829400321490659772892933257<58>
(44·1087+1)/9 =
4888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<88>
= 172 · 5940876911671275965303203<25> · 2847487130486533858422478876099672324805376043510597403707667<61>
(44·1088+1)/9 =
48888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<89>
= 36007 · 70418102283659441<17> · 111641366815894849503086940811<30> · 172708521557780335042914951146244096077<39>
(44·1089+1)/9 =
488888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<90>
= 3 · 67 · 5813 · 1984171338348037<16> · 210879622160636246041007552391613959448842852009308813785616783414569<69>
(44·1090+1)/9 =
4888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<91>
= 367 · 10739 · 1016845867490162767075583<25> · 1219902531218518173605405827861072150795023118748258781861491<61>
(44·1091+1)/9 =
48888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<92>
= 7 · 4431307 · 191990960716157<15> · 8209174856989269539179486411607402140801765919116614948496210288581473<70>
(44·1092+1)/9 =
488888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<93>
= 3 · 1697 · 1177697 · 1871544679000323451<19> · 98994436811098421773<20> · 1513576646271324081791<22> · 290775689654387632828499<24>
(44·1093+1)/9 =
4888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<94>
= 150791 · 7900622473<10> · 425935444078580946264108899<27> · 9634510507230824402963718303184217425022738886072077<52>
(44·1094+1)/9 =
48888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<95>
= 179 · 317 · 397 · 797 · 634261 · 127167151175203360624313<24> · 33760284322473178348724271537716948690890393238430255379<56>
(44·1095+1)/9 =
488888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<96>
= 32 · 19 · 2858999350227420402858999350227420402858999350227420402858999350227420402858999350227420402859<94>
(44·1096+1)/9 =
4888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<97>
= definitely prime number
(44·1097+1)/9 =
48888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<98>
= 7 · 8671065877811223686997993893<28> · 805451957411484721948333918147882356790695531434782167612208178581139<69>
(44·1098+1)/9 =
488888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<99>
= 3 · 111959 · 773723 · 100291924429984303<18> · 14439401110046448725439541753366609<35> · 1299060115387945645314840346688840417<37> (Makoto Kamada / msieve 0.81 / 3.8 minutes)
(44·1099+1)/9 =
4888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<100>
= 23847830877282987507128120312595277297<38> · 205003503842605494437813474210256071869570625947331694809793737<63> (Makoto Kamada / GGNFS-0.70.7 / 0.71 hours)
(44·10100+1)/9 =
48888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888888889<101>
= 258131 · 281742636648165086887<21> · 672229285716058982949000929075363269588813773284468714358771105304555304837<75>
(44·10101+1)/9 =
4(8)1009<102>
= 3 · 31 · 47629 · 101630411554493699202676172893<30> · 18158759637592519607283664307953<32> · 59806156211297796981457480155578053<35> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=2752699088 for P30 / Mar 2, 2009) (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=3034417597 for P35 / Mar 2, 2009)
(44·10102+1)/9 =
4(8)1019<103>
= 23 · 467 · 619 · 1103 · 21017701 · 394606917743<12> · 5881799769527940657717600695977<31> · 13665928655009081971755038330088376730021627<44> (Makoto Kamada / Msieve-1.39 for P31 x P44 / 2 min on Athlon 4850e 2.5GHz, 2GB, Vista 32bit, Cygwin / Mar 4, 2009)
(44·10103+1)/9 =
4(8)1029<104>
= 7 · 17 · 139 · 478427 · 3102881 · 1419683290940647144472791681154953400845439<43> · 1402413660237562299061239849827695871372530153<46> (Makoto Kamada / Msieve-1.39 for P43 x P46 / 41 min on Athlon 4850e 2.5GHz, 2GB, Vista 32bit, Cygwin / Mar 4, 2009)
(44·10104+1)/9 =
4(8)1039<105>
= 32 · 54320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654320987654321<104>
(44·10105+1)/9 =
4(8)1049<106>
= 745660038059440865324414244733<30> · 114466205288774275899433866467460601<36> · 57278549660321178492972748259702265082133<41> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=3719597352 for P30 / Mar 2, 2009) (Makoto Kamada / Msieve-1.39 for P36 x P41 / 5 min on Athlon 4850e 2.5GHz, 2GB, Vista 32bit, Cygwin / Mar 4, 2009)
(44·10106+1)/9 =
4(8)1059<107>
= definitely prime number
(44·10107+1)/9 =
4(8)1069<108>
= 3 · 3181 · 12964661 · 3951519031035089173307838129958646117673274611917346099881900633969281052132814226883901298841443<97>
(44·10108+1)/9 =
4(8)1079<109>
= 59 · 839 · 1453 · 23563 · 251905874770817<15> · 11451482166758842420979275350083087941537200882867817561652867381670014120799361603<83>
(44·10109+1)/9 =
4(8)1089<110>
= 7 · 29 · 31490281 · 53091403367<11> · 3737133749816955978923<22> · 580721192202926823478076789<27> · 66375387823153443276693711212401985468227<41>
(44·10110+1)/9 =
4(8)1099<111>
= 3 · 8399119 · 31113361381<11> · 623603069979841527323130350689511007844607582120984994140494592146990828106404964629217805817<93>
(44·10111+1)/9 =
4(8)1109<112>
= 149 · 1093 · 24110657 · 713099858003323337821<21> · 1746000412327043978794740470198766805978521353583165707324100939329491293745541<79>
(44·10112+1)/9 =
4(8)1119<113>
= 7336080197143<13> · 6664170452761465703773030780738798061321580828694408945593154126974856440317549110065089895874482223<100>
(44·10113+1)/9 =
4(8)1129<114>
= 33 · 19 · 71 · 16335531151<11> · 388108802120652459580690750421457618243901<42> · 2117130850233126729863891430790043326178467398399902760293<58> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon snfs / 1.28 hours / Mar 5, 2009)
(44·10114+1)/9 =
4(8)1139<115>
= definitely prime number
(44·10115+1)/9 =
4(8)1149<116>
= 7 · 20507 · 42923 · 1174762619<10> · 9657238993718243<16> · 18631189567055662651<20> · 492579776973890259398971792151<30> · 76207842524751152213340522173171<32> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=3695431081 for P32 / Mar 2, 2009)
(44·10116+1)/9 =
4(8)1159<117>
= 3 · 31 · 84227062261351<14> · 62413072851657656704399742228378805836109652277599045786448268153241907793095418977569441518096863723<101>
(44·10117+1)/9 =
4(8)1169<118>
= 1321 · 13109 · 7492717 · 173729113 · 3963247251758279<16> · 606704582965346087897501389<27> · 90198104574903970726879224028539216995810984710429451<53>
(44·10118+1)/9 =
4(8)1179<119>
= 136217 · 146772625574907389938369<24> · 2445309260105515236904022617409416930783349371549318123846069733813829496222293612516637793<91>
(44·10119+1)/9 =
4(8)1189<120>
= 3 · 17 · 21589099249354033157364477151<29> · 444023001337908918463598956456051668049746067465454341367096895151946846230543636534750589<90>
(44·10120+1)/9 =
4(8)1199<121>
= 47 · 25303 · 1098101 · 785648933 · 1544811706523591889393192967<28> · 3084565023359267784652061042708782934446215007150060407003588977954927839<73>
(44·10121+1)/9 =
4(8)1209<122>
= 7 · 4128872157334460592498795153932340323839073<43> · 1691533842170553966100917485120791742004368907555220632245540146694891547578399<79> (Serge Batalov / Msieve / 1.00 hours on Q6600/ubuntu/x64 / Mar 4, 2009)
(44·10122+1)/9 =
4(8)1219<123>
= 32 · 67 · 810761009765984890362999815736134144094343099318223696333149069467477427676432651557029666482402800810761009765984890363<120>
(44·10123+1)/9 =
4(8)1229<124>
= 30974773 · 157834534861284984683790544288698706166107783546594155472548221382894037315104420261252241909533570718626053817695093<117>
(44·10124+1)/9 =
4(8)1239<125>
= 23 · 89 · 395851 · 65607094660330748342507041418685412456239437054398433<53> · 919622888886411805956840633746774726304291375836858991352861589<63> (Robert Backstrom / GGNFS-0.77.1-20051202-athlon snfs / 2.19 hours / Mar 5, 2009)
(44·10125+1)/9 =
4(8)1249<126>
= 3 · 3417077 · 9820427 · 4856280630372076139139814441819097298575892398103582070145769393133360138920970723236436242274452752046624133397<112>
(44·10126+1)/9 =
4(8)1259<127>
= 509 · 12841 · 3553095281152037<16> · 43521265142965607939995083695342551<35> · 4837101196041471624016224793481902477753259738852941541678317678476263<70> (Sinkiti Sibata / GGNFS-0.77.1-20050930-pentium4 snfs / 3.26 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Mar 5, 2009)
(44·10127+1)/9 =
4(8)1269<128>
= 72 · 997732426303854875283446712018140589569160997732426303854875283446712018140589569160997732426303854875283446712018140589569161<126>
(44·10128+1)/9 =
4(8)1279<129>
= 3 · 157 · 1901 · 172738344199<12> · 3160955564554499233332079343549959322393756033215814007107695927359237589158106861464256246267083046180243610141<112>
(44·10129+1)/9 =
4(8)1289<130>
= 5953 · 672367679 · 1728160936759207317423250449466784351977326069208277330599<58> · 706778405413566726875860515905167801632878263168590878384353<60> (Sinkiti Sibata / GGNFS-0.77.1-20050930-pentium4 snfs / 5.53 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Mar 5, 2009)
(44·10130+1)/9 =
4(8)1299<131>
= 91811 · 627709 · 848314897373466181984188832470468292115195507556118666151541072258662590518073144164129117347642990616503167206898712111<120>
(44·10131+1)/9 =
4(8)1309<132>
= 32 · 19 · 31 · 61 · 1086863 · 6637921 · 209563500423907425441882612141706853932866636026713868479193633754228314274005044803064507259807301390350669943863<114>
(44·10132+1)/9 =
4(8)1319<133>
= 5303 · 2321523229<10> · 52243363292805553093<20> · 1125467094042581638147981979033<31> · 6753852577580595824638494313384597485601972271692622279784336097182263<70> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=3033628508 for P31 / Mar 2, 2009)
(44·10133+1)/9 =
4(8)1329<134>
= 7 · 167 · 1438837 · 375241913 · 4189304017<10> · 475289440566006397290321440921632356329911<42> · 38902066629120643950031096910524820921090037036621244084069980523<65> (Sinkiti Sibata / GGNFS-0.77.1-20050930-pentium4 snfs / 5.19 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Mar 6, 2009)
(44·10134+1)/9 =
4(8)1339<135>
= 3 · 7459 · 9859 · 19759 · 135271 · 8475459107<10> · 97823352840391067084230991932484191709498474419180105455169222430945689489566513148592345547852214529217601<107>
(44·10135+1)/9 =
4(8)1349<136>
= 17 · 263 · 578687 · 13516990186873<14> · 73111882696155714911<20> · 1718389888666507590077<22> · 1112684648990119375373225256330953643187656545842068388259945760610410547<73>
(44·10136+1)/9 =
4(8)1359<137>
= 8713 · 13931 · 21121 · 196681 · 155441215959456973505639<24> · 63545509271969160839589261705139727353<38> · 9815947500455591675226778421185762174956963827834493969589<58> (Sinkiti Sibata / Msieve 1.39 for P38 x P58 / 5.19 hours / Mar 5, 2009)
(44·10137+1)/9 =
4(8)1369<138>
= 3 · 29 · 66085433 · 12240016285778463240974206995369762183863435353214459015510897<62> · 6947094057530157592362535638508766194233043079469194501342993730647<67> (Erik Branger / GGNFS, Msieve snfs / 7.58 hours / Mar 5, 2009)
(44·10138+1)/9 =
4(8)1379<139>
= 2083 · 19356197978597659<17> · 117393321303212463947304093527<30> · 187991801197276096608682230254245367<36> · 5494378103615211444136213447386245354993408914933072793<55> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=336953273 for P30 / Mar 2, 2009) (Makoto Kamada / Msieve-1.39 for P36 x P55 / 1.32 hours on Athlon 4850e 2.5GHz, 2GB, Vista 32bit, Cygwin / Mar 4, 2009)
(44·10139+1)/9 =
4(8)1389<140>
= 7 · 8737763 · 8137794258901<13> · 2368588446190752451<19> · 21864288484071334331785043<26> · 3333252128471673218896182249111896809<37> · 568999703212675159587236355513642782017<39> (Makoto Kamada / Msieve-1.39 for P37 x P39 / 3 min on Athlon 4850e 2.5GHz, 2GB, Vista 32bit, Cygwin / Mar 4, 2009)
(44·10140+1)/9 =
4(8)1399<141>
= 34 · 241152943 · 87109611366846233617<20> · 287320428618118076105830558555499488939183087264580862380950635503644932279773339657129809651350778827033918199<111>
(44·10141+1)/9 =
4(8)1409<142>
= 6361 · 4484355183907<13> · 171389719433520796925602489178391233110667539469804152128473238294996042205388257161036304139754838068165637617195192848769707<126>
(44·10142+1)/9 =
4(8)1419<143>
= 2311 · 21154863214577623924227126304149237944131929419683638636472907351314967065724313668926390691860185585845473340064426174335304581951055339199<140>
(44·10143+1)/9 =
4(8)1429<144>
= 3 · 24677179 · 1569086326756379<16> · 28260893992998941<17> · 42033043776777766483<20> · 3542989187590177718953936289767586908147291912829879053050094032600384402307073962781<85>
(44·10144+1)/9 =
4(8)1439<145>
= definitely prime number
(44·10145+1)/9 =
4(8)1449<146>
= 7 · 7573925271205211<16> · 10500155962670817746242620745068841<35> · 87820389990823085855816318279717480608684885021052556027391711398224545138837808113744600109477<95> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=3141080308 for P35 / Mar 2, 2009)
(44·10146+1)/9 =
4(8)1459<147>
= 3 · 23 · 31 · 156337413536843385713359958798964493<36> · 1461963263796163962865030542478007762086954023549779035977892379429908347870832965015267111700485435552397607<109> (Serge Batalov / GMP-ECM 6.2.2 B1=1000000, sigma=4255872709 for P36 / Mar 4, 2009)
(44·10147+1)/9 =
4(8)1469<148>
= 5595133 · 14976155783<11> · 7555590219918819923651901826599066098972117404756182938387<58> · 7722021524322947254908061786740476987835591485377922556867885562685104073<73> (Jo Yeong Uk / GGNFS/Msieve v1.39 snfs / 5.59 hours on Core 2 Quad Q6700 / Mar 5, 2009)
(44·10148+1)/9 =
4(8)1479<149>
= 71 · 5471 · 46258299862944511<17> · 17548609252063267282039<23> · 155043203321602948895917799070302175961004287784491853671477773724891235185556153559098840273579341531801<105>
(44·10149+1)/9 =
4(8)1489<150>
= 32 · 19 · 139 · 2097300725793172414818766211917996426019369864092134123926619108377<67> · 9807053607602909688818978170095407278852726104132093533745020732100373184796553<79> (Serge Batalov / Msieve-1.40 snfs / 6.50 hours on Q6600/ubuntu-64 / Mar 7, 2009)
(44·10150+1)/9 =
4(8)1499<151>
= 5413 · 42806579030394001<17> · 7222497926530974833<19> · 985912443922236365233480181<27> · 123766714320617730495006948654635772737<39> · 23940431975688144237220254487788992035046855953<47> (Makoto Kamada / Msieve-1.39 for P39 x P47 / 33 min on Athlon 4850e 2.5GHz, 2GB, Vista 32bit, Cygwin / Mar 4, 2009)
(44·10151+1)/9 =
4(8)1509<152>
= 7 · 17 · 32077 · 82208535131<11> · 1597326935101<13> · 65649641375506907<17> · 1485683769325617940161021039215843610378140243217339892038538223870444801977911946390275411271311397680959<106>
(44·10152+1)/9 =
4(8)1519<153>
= 3 · 2069 · 2621 · 2897 · 4999 · 2075055747483132510368600510687166809191053905468947146856690747858090203872214000271946153322249153270448849091868401805703210449404753029<139>
(44·10153+1)/9 =
4(8)1529<154>
= 197914564441789163<18> · 514376085519544118671517084473390831428830178432400813<54> · 48023260529503490148502526990560189158732046641053517542997206357039491897439290231<83> (Erik Branger / GGNFS, Msieve snfs / 18.83 hours / Mar 5, 2009)
(44·10154+1)/9 =
4(8)1539<155>
= 113 · 2099 · 13442499459349<14> · 8332570143318425779243813301039<31> · 1840179884800480883378157296911883995857869467338990022378628791144496792021799871577494763177951771934377<106> (Sinkiti Sibata / GGNFS-0.77.1-20050930-pentium4 snfs / 46.89 hours on Pentium 4 2.4GHz, Windows XP and Cygwin / Mar 8, 2009)
(44·10155+1)/9 =
4(8)1549<156>
= 3 · 67 · 414433 · 11481317 · 7836538053022379<16> · 747721133841090078198137225206595801<36> · 87237692433773177153894343644156201159419193259335438153340217639240104716819068675807631<89> (Max Dettweiler / GGNFS (sieving), msieve v1.40 beta (postprocessing), w/factMsieve.pl snfs / 19.81 hours on Core 2 Duo E4500 (2.2Ghz), Ubuntu 8.10 32-bit / Mar 6, 2009)
(44·10156+1)/9 =
4(8)1559<157>
= 47642835071258058596160680423741344870035443171703557<53> · 102615406526012027575384100100642854238249884773756740758595557060587802504484698285306807742770051495077<105> (Serge Batalov / Msieve-1.40 snfs / 8.26 hours on Q6600/ubuntu-64 / Mar 7, 2009)
(44·10157+1)/9 =
4(8)1569<158>
= 7 · 199 · 1871 · 18733765663<11> · 475139979542655439<18> · 111097128739710702376187<24> · 448350774135273865432868518969449532379539<42> · 42307547057122291786168886739490857260394637940501717287063<59> (Sinkiti Sibata / Msieve 1.39 for P42 x P59 / 10.69 hours / Mar 5, 2009)
(44·10158+1)/9 =
4(8)1579<159>
= 32 · 9848360416398149225067186080579760654382657351109622344230129<61> · 5515739205063319279332955934402176085731630867337489498620965400737434071245588770985154056282049<97> (Ignacio Santos / GGNFS, Msieve snfs / 18.21 hours / Mar 6, 2009)
(44·10159+1)/9 =
4(8)1589<160>
= 137153502420783237145181837<27> · 10034706405889569576221889023898823<35> · 3552209685768254673703247578789347277682520409617762582884450556424003928454425456401610252003607739<100> (Serge Batalov / GMP-ECM 6.2.2 B1=1000000, sigma=1407227653 for P27 / Mar 4, 2009) (Jo Yeong Uk / GMP-ECM 6.2.1 B1=1000000, sigma=3634558091 for P35 / Mar 5, 2009)
(44·10160+1)/9 =
4(8)1599<161>
= 389 · 1367 · 42131 · 9305704153<10> · 73259576255815267089451<23> · 3200933414406002599576862346130072327727536453845195046957180854321137859644334622542512596496817929334448730366828171<118>
(44·10161+1)/9 =
4(8)1609<162>
= 3 · 31 · 146383 · 62455187 · 35234957627963<14> · 10721680065653804531622153413577899<35> · 100644272567173590767194450322889930527<39> · 15123154865058221644757828838829835138556742249437823869848087<62> (Jo Yeong Uk / GMP-ECM 6.2.1 for B1=1000000, sigma=3824567271 for P35, GGNFS, Msieve v1.39 gnfs for P39 x P62 / 2.53 hours on Core 2 Quad Q6700 / Mar 6, 2009)
(44·10162+1)/9 =
4(8)1619<163>
= 311 · 764591 · 20559880987708401781674615380664077417869257678567324355251045401142714166774639918928763250091575929451859849147134713142365486145729102767929162559894689<155>
(44·10163+1)/9 =
4(8)1629<164>
= 7 · 5068012901506364190633732107<28> · 42566000178928534066137272811737382493561<41> · 32375133858060673452433631534485078300706599193409229345003393728689063018119668175725228319301<95> (Ignacio Santos / GGNFS, Msieve snfs / 28.88 hours / Mar 10, 2009)
(44·10164+1)/9 =
4(8)1639<165>
= 3 · 163 · 34282033 · 413290616797<12> · 58827949714957<14> · 1199486823186812604513134459218845664783711103784130486970594001962184618718865364677078020686135806871185962109352703575351565993<130>
(44·10165+1)/9 =
4(8)1649<166>
= 29 · 2503 · 51991915820595987380033<23> · 50026078529719988475243691<26> · 25895186203211925198930415808921825164297648873649315180494326949525739050704191058012795773082381501254868233249<113>
(44·10166+1)/9 =
4(8)1659<167>
= 47 · 59 · 587 · 296627 · 2937281513117464590091985435058991865462100989285797601<55> · 34471957438172422129150819718021939069550799090932442883442048563826723794482089824148538350124767557<101> (Serge Batalov / Msieve / 30.00 hours on Q6600@3200MHz/ubuntu-64 / Mar 8, 2009)
(44·10167+1)/9 =
4(8)1669<168>
= 33 · 17 · 19 · 33073 · 950557 · 289229365421<12> · 186353110381039648453827157<27> · 2603709463024960356096414462899<31> · 12706342956927404765916176416821403190511988032283144773641322356754232620986860645423<86> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=966346599 for P31 / Mar 2, 2009)
(44·10168+1)/9 =
4(8)1679<169>
= 23 · 89 · 421 · 1567 · 23719 · 177929 · 1299769843<10> · 659981349181822697013166153958970254094348993180445492940979932939185851325919658441221304249735478654584679881246191750936920459600790085337<141>
(44·10169+1)/9 =
4(8)1689<170>
= 72 · 997732426303854875283446712018140589569160997732426303854875283446712018140589569160997732426303854875283446712018140589569160997732426303854875283446712018140589569161<168>
(44·10170+1)/9 =
4(8)1699<171>
= 3 · 863 · 445366399 · 423994934768219275521019619739290814318363855507532258626641661460927922506224536481000244585851146986997393150717508283403684194685883639707780012045964926899<159>
(44·10171+1)/9 =
4(8)1709<172>
= 491 · 9957003847024213622991627064946820547635211586331749264539488572075130119936637248246209549671871464132156596515048653541525231952930527268612808327675944783887757411179<169>
(44·10172+1)/9 =
4(8)1719<173>
= 1321 · 255313 · 553324627 · 1491381439137333616151<22> · 1545733645864402063484341<25> · 18126778458477957025103779<26> · 6269175096566644726780052026915453334268285553604459906128423454220668055197770144931<85>
(44·10173+1)/9 =
4(8)1729<174>
= 3 · 191 · 317 · 457 · 2617 · 7129 · 762886147 · 413797646903759248898583073781194133921491750556659201807999216663286257437543221013054030917040391361985444353778779652533144222432659287505198881907<150>
(44·10174+1)/9 =
4(8)1739<175>
= 106109 · 30243396662779<14> · 165033916272193<15> · 2189127741057117391<19> · [4216800645777799552862579269110828739474469708139232050482344519012909186200680389138254057304738056459316060368961193130073<124>] SUBMIT/RESERVE
(44·10175+1)/9 =
4(8)1749<176>
= 7 · 35442986267229399162633261670157472131<38> · 371307805068356206321839822265856301084971076882538433<54> · 530698355873105582302138603830762439466162476705852733800413550935202519189328196949<84> (Ignacio Santos / GGNFS, Msieve snfs / 59.27 hours / Mar 7, 2009)
(44·10176+1)/9 =
4(8)1759<177>
= 32 · 31 · 6689 · 36038802028277<14> · 5648388084372346546702811<25> · 391004309357839895859687599<27> · 217455080481767628181825176367<30> · 81507228357883892321031983797016833991<38> · 185696049943109482929086898265238244559<39> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=2514188909 for P30 / Mar 3, 2009) (Makoto Kamada / Msieve-1.39 for P38 x P39 / 5 min on Athlon 4850e 2.5GHz, 2GB, Vista 32bit, Cygwin / Mar 4, 2009)
(44·10177+1)/9 =
4(8)1769<178>
= 31013 · 8711666069<10> · [18095274181820732003074320704500004723719536283965602765050302987116309744147426119562979943477080307628270613967046031231882728332447181189153624369844881352441137<164>] SUBMIT/RESERVE
(44·10178+1)/9 =
4(8)1779<179>
= 97 · 463 · 96859946446633468078787<23> · [11238625953582987545216970072914115810534334346226382573943048801174490607270855173566870708298152174300895359816553809316041998161354211375030625091677<152>] SUBMIT/RESERVE
(44·10179+1)/9 =
4(8)1789<180>
= 3 · 1951978917765689893<19> · 30797031097361149070383<23> · 2710846570924689727674833799645127533856918091606399316876966099563808760383690033014200057946963074586975570431952646449951995913265871577<139>
(44·10180+1)/9 =
4(8)1799<181>
= 29998628377250006041227482776218252221391624699072260154192585502404897950350750219<83> · 162970414093881199747897196519081791013520831322884381372253453463024642558226884272512371979865931<99> (Sinkiti Sibata / Msieve / 141.87 hours / Mar 12, 2009)
(44·10181+1)/9 =
4(8)1809<182>
= 7 · 1677539 · 648356005541771<15> · [6421344402492418260898618676979036152234163204567813776002809978352528705634450478654586497205302414941720647192926059187149243668499045438770282012157349853183<160>] SUBMIT/RESERVE
(44·10182+1)/9 =
4(8)1819<183>
= 3 · 2113 · 77123976792694256016546598657341676745368179348302396101733536660181241345462831501638884506844752940351615221468510630839073811151425917161837654028851378591085169409826295770451<179>
(44·10183+1)/9 =
4(8)1829<184>
= 17 · 71 · 2618593 · [1546802603408654677639512358921847605780389784165984362107127303112338367920549844337258104165595732171573433375457834002677163549526524269750712689642277932716231112296310639<175>] SUBMIT/RESERVE
(44·10184+1)/9 =
4(8)1839<185>
= 3634092589279<13> · 31874480460293<14> · 149186643169434870150225958130677<33> · 13539580767694393280067652642610347<35> · 23803194133008155288609041813708681643<38> · 8778102876478133886827822003867357150158400139814099111<55> (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=3806695171 for P33 / Mar 3, 2009) (Makoto Kamada / GMP-ECM 6.2.1 B1=1e6, sigma=1819690774 for P35 / Mar 3, 2009) (Robert Backstrom / Msieve 1.39 for P38 x P55 / 3.26 hours / Mar 5, 2009)
(44·10185+1)/9 =
4(8)1849<186>
= 32 · 19 · 301279492672528356310887081620281<33> · 2007681696397209428158663231335805768631686309<46> · 4726608434867671415692354975353016939132883160285222480786726238803221676691996179230672373731698457768071<106> (Sinkiti Sibata / GGNFS-0.77.1-20060513-nocona snfs / 342.67 hours on Core 2 Quad Q6600 2.4GHz, Windows Vista and Cygwin / Apr 17, 2009)
(44·10186+1)/9 =
4(8)1859<187>
= 27652431768373<14> · 765263232488300085409<21> · 1410136916183384937089<22> · 1518167168247929764836782591<28> · 107915819330787194215691011058892901234456030729035797279085807954001018239743381292570724740335712455723<105>
(44·10187+1)/9 =
4(8)1869<188>
= 7 · 233 · 188701 · 297924401 · 526456192270207306192497814231<30> · 1012776676261249602907425802562598136206196450536507964244738758587615890319638376087347271113370719438937571302723714882211006597740928373749<142> (Serge Batalov / GMP-ECM 6.2.2 B1=1000000, sigma=2745248539 for P30 / Mar 4, 2009)
(44·10188+1)/9 =
4(8)1879<189>
= 3 · 67 · 12367047777863<14> · 57831123768707<14> · 457613923500905847935719079<27> · [7431683565421862478545204931240783803827292878059027353847766494993064234811829023542099781603025976640965370047039650093396382903051<133>] SUBMIT/RESERVE
(44·10189+1)/9 =
4(8)1889<190>
= 541 · 1531 · 16451 · 10465797383<11> · 34282547490815937817098143887972349037640359115828941120067834626209230772347863754541804290619618836249708722020212490082698659132771538541028365196848291600604715369723<170>
(44·10190+1)/9 =
4(8)1899<191>
= 23 · 5259766805879893907051<22> · [404125114892562673342313951433331531979192084739861765234062373133798418057320583944065051507810764248404833762049806687978980830869179586304153201914580888439158511693<168>] SUBMIT/RESERVE
(44·10191+1)/9 =
4(8)1909<192>
= 3 · 31 · 61 · 131 · 262807 · 618571 · [4046686901848379277482243415473882598678470432044614557951500196408303319912768794572200861604963254640203294434293855789161613955349231007291356233271068311390019739183655799<175>] SUBMIT/RESERVE
(44·10192+1)/9 =
4(8)1919<193>
= 1850205311<10> · 2249410005314063<16> · 1481245939823902521468257<25> · 793038822469246854676049953440544663845232268959924033966131125996554802517975744964578334578940854498510197332507102539668663631507763395885289<144>
(44·10193+1)/9 =
4(8)1929<194>
= 7 · 29 · 109 · 397 · 6092557 · 20821013506650748264201<23> · [43872830832533802399554230530621167328469974481358978396689399484655639774665968146792599127174273544985964870004026518874230481626121075843761501963227466183<158>] SUBMIT/RESERVE
(44·10194+1)/9 =
4(8)1939<195>
= 33 · 647 · 11793621376571<14> · 1042799656149007<16> · 9125210635048566523<19> · [249373995654887968809172597099563835663909324066817977990276628105098065241047344236286159403537820847057624609835198768095591951551568956280251<144>] SUBMIT/RESERVE
(44·10195+1)/9 =
4(8)1949<196>
= 139 · 10412466420126431250346726146039796224775804741205443513<56> · 3377860834394406548885117292303092018330749711789663082853036841147182942536410699923182290582604658203414033362067157941568625306147377827<139> (Wataru Sakai / Msieve / 569.46 hours / Oct 8, 2009)
(44·10196+1)/9 =
4(8)1959<197>
= 8933 · 16963 · 25118459058799261<17> · 22817914192505289037<20> · 11828090705908675308664466509<29> · [47591192682295255556939533626276864986616791664971258683837897117422151274096194328168951720826806922476074246980788223343307<125>] SUBMIT/RESERVE
(44·10197+1)/9 =
4(8)1969<198>
= 3 · 7775014313157644749307963<25> · 20959828033651461154173178599922492128359298066126319579186397749885386983840416210289698030261602452477328573312805963931639906792043596026762482752855669517734345993685001<173>
(44·10198+1)/9 =
4(8)1979<199>
= 36709787 · 74071104751843<14> · 42044608679733097<17> · [42763098509674365930481899590825536510061665657832645257327633536421315825837959439781045373062914088263687782528796806040202642529431859050275706352281056805857<161>] SUBMIT/RESERVE
(44·10199+1)/9 =
4(8)1989<200>
= 7 · 17 · 1451 · 7243 · 89977 · [434455999758371191888258856371121522125224065035343690107614299189010509589696779007436706869087088393487729237822123917882071924922113806573264405728564930333116771095104885664693594271<186>] SUBMIT/RESERVE
(44·10200+1)/9 =
4(8)1999<201>
= 3 · 2933878533479<13> · [55545231714048196068222800226707354845480966608230600512601557426994819950656915695356873980333602422654614857060069857510760654662490967338091153894412881014641240076502447678640242644597<188>] SUBMIT/RESERVE
(44·10201+1)/9 =
4(8)2009<202>
= 152389 · 969607197815657473<18> · 7136802474802475160377<22> · [4636145316482456908827526024136178639223467019300909612733872306831510093191165436645880729069627631429399320530797864250850815764809701670351317733890685581<157>] SUBMIT/RESERVE
(44·10202+1)/9 =
4(8)2019<203>
= 17467166233203135377<20> · [2798902136510074676187047735944191378815216953811944063590884819423613401374314169664573161443137784340284593374659073225208471387358528962024340578337167061317906129574996065156361257<184>] SUBMIT/RESERVE
(44·10203+1)/9 =
4(8)2029<204>
= 32 · 19 · 2399 · 7561 · 11087 · 68115295789<11> · [208711258212293914129150212367874706394880976719166972988150845645095145482138630889981892991680445801490112250460651388945306779892158424321039215359968823837492882192438353770767<180>] SUBMIT/RESERVE
(44·10204+1)/9 =
4(8)2039<205>
= 3727 · 12642215777443416767752239365062569151194901640368783823119996813<65> · 103759429617785294941240486367388306991041521908442118224429949294529777836170876768851200709291701192031411549441181450806379682224633939<138> (Robert Backstrom / GGNFS-0.77.1-20050930-k8, Msieve 1.39 snfs / 51.07 hours, 14 hours / Oct 3, 2009)
(44·10205+1)/9 =
4(8)2049<206>
= 7 · 84236149 · 8153422072193<13> · 10168893482867024022237312238237344883350992416759070947440469160782423290543911356845338988268360985830720855646013208664107999092484021600162751241295080866979800357589899851813997411<185>

4. References

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