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Factorizations
News and updates, November 20052005-12-25(Sun) 00:10
October November December

News and updates, November 2005

Nov 30, 2005
By Yousuke Koide / GMP-ECM
10497+1 = 1(0)4961<498> = 11 · 290249 · 909091 · 31321069464181068355415209323405389541706979493156189716729115659<65> · C421
C421 = P45 · C376
P45 = 257206104226396960131527490253249591680919459<45>
C376 = [4276725442844752084195044656852273452212189375274225952303705838930103356448606379274091472971879572677521453500151622763813191162899831949211457740137364703233755308405775264223457732676289894608533653739990364258897375954976343843923488590427317885165863553810505710052210760654344760310403003777839499733979012393924648170070669849341581368014258278534406166148949196622329<376>]
Reference: Factorizations of Repunit Numbers (Yousuke Koide)
Nov 28, 2005
Jason Papadopoulos's Msieve Version 1.03 was released.
Nov 25, 2005
By Robert Backstrom / GGNFS-0.77.1-20050930-athlon gnfs
(32·10160-23)/9 = 3(5)1593<161> = 32 · 7 · 16878144188469281<17> · 189434529856544291359630189822681<33> · C111
C111 = P35(4118...) · P35(4759...) · P41
P35(4118...) = 41188122897353797743078248493349093<35>
P35(4759...) = 47593069691496385363636147203850481<35>
P41 = 90046609522723902890416032436182592043387<41>
Nov 23, 2005
(10164+53)/9 = (1)1637<164> = 23 · 1181 · 1072846141<10> · 4979637490110920135575357<25> · C125
C125 = P45 · P81
P45 = 579666422697751975195269908990369569487929393<45>
P81 = 132088935761780860187538433903244358628257819621586279422515597881892186313365999<81>
Nov 20, 2005 (2nd)
Jason Papadopoulos's Msieve Version 1.02 was released.
Nov 20, 2005
By Kenichiro Yamaguchi / GGNFS-0.77.1
10175-3 = (9)1747<175> = 7 · 1597 · 29881 · 172999063 · C159
C159 = P49 · P110
P49 = 9268821528859618014021841051698997978389808253059<49>
P110 = 18669541205894303564860318174560332272211175169567548259092720680541673892290464197693810037820913078505439459<110>
Nov 19, 2005
By Bruce Dodson / GMP-ECM
10337+1 = 1(0)3361<338> = 11 · 121321 · 2251702571<10> · 55027074590990508852961<23> · C299
C299 = P50 · C249
P50 = 71489171229856447321502908314697600957469967193571<50>
C249 = [845947911267668011260418402905221798709538045194622532077124717667915696516323339976849125310476270253990769838122404582089780235313355012026006342260665712122542154882083354742870813133191883569094583330071977149328116963184987608368374283219788971<249>]
Reference: Factorizations of Repunit Numbers (Yousuke Koide)
Nov 17, 2005
By Sinkiti Sibata / GGNFS-0.77.1
(10162+53)/9 = (1)1617<162> = 3 · 17 · 122719115923<12> · 8289991952909<13> · 2341170250453601111<19> · C117
C117 = P53 · P65
P53 = 24506725673911022704067759597717156724027838359864899<53>
P65 = 37325247945845446415539113922343529144726238473977360155829584229<65>
Nov 13, 2005
By Sinkiti Sibata / GGNFS-0.77.1
(10161+53)/9 = (1)1607<161> = 281 · 4013 · C154
C154 = P35 · P58 · P62
P35 = 50739852137588998696251543347050693<35>
P58 = 3262787785327459169159050401052035323713463022204671436907<58>
P62 = 59517404782483971274142048942014964043816026944188184646684639<62>
Nov 9, 2005
By Sinkiti Sibata / GGNFS-0.77.1
(10158+53)/9 = (1)1577<158> = 292 · 97 · 463247 · 626147 · C141
C141 = P60 · P81
P60 = 985983236774903257591498125826627448246288079036449469432979<60>
P81 = 476245965444136338163665893620237334994768974375044142478647515154052568234133411<81>
Nov 8, 2005
By Kenichiro Yamaguchi / GGNFS-0.77.1
10170-3 = (9)1697<170> = 38817280012777264790994290797<29> · C142
C142 = P69 · P73
P69 = 785177523560258358188968099569100871126763206274307022292736906310723<69>
P73 = 3281006120624321591156094138451344572368459459917701683211206237910480987<73>
Nov 6, 2005
By Sinkiti Sibata / GGNFS-0.77.1
(10156+53)/9 = (1)1557<156> = 33 · 243871 · 773779 · 7628621820151<13> · C130
C130 = P44 · P86
P44 = 80973023481624511633767692358155083219925491<44>
P86 = 35304509873348597125490432448515136345367528972449377872256910472199043353418974134759<86>
Nov 4, 2005
By Sinkiti Sibata / GGNFS-0.77.1
(10155+53)/9 = (1)1547<155> = 233 · 3037 · 107857 · 169803233 · C135
C135 = P50 · P86
P50 = 15565457897782952939101666553930106105882725052823<50>
P86 = 55080843875587155475209767290120086884583549324550097061432527306270679817057702993679<86>
Nov 3, 2005
By Makoto Kamada / GGNFS-0.77.1-20050930-pentium4
(5·10170+31)/9 = (5)1699<170> = C170
C170 = P77 · P94
P77 = 10324769197737224566684914222305982001893528968121934066755022389561971195587<77>
P94 = 5380803627816794763419223827948916327062256097990336526388743980119926827911302731685260313357<94>
Note: P77 is the largest factor found by GGNFS in our tables so far. The changes of qintsize were 1000000(3000000-), 500000(7000000-), 100000(8500000-) and 25000(8900000-).
Nov 2, 2005 (2nd)
By Sinkiti Sibata / GGNFS-0.77.1
(10160+17)/9 = (1)1593<160> = 33 · 7 · 232 · 53 · 107881 · 301787558315959860024628403<27> · C121
C121 = P49 · P73
P49 = 2658405350165222545211816611457772806715036944933<49>
P73 = 2422683311177048724550239437910491994873142257019128245981528735469849839<73>
Nov 2, 2005
By Tyler Cadigan / GGNFS-0.77.1-20050930-pentium4 gnfs
(7·10194-43)/9 = (7)1933<194> = 73 · 109 · 3137 · 9001482062398106549<19> · 54197355242387283113232438971<29> · 494427323393845610326557724357<30> · C110
C110 = P43 · P68
P43 = 1081275244876495547140212463963289256888791<43>
P68 = 11947053709410444515749918449698943779961647139818245895249015990389<68>
Nov 1, 2005
By Kenichiro Yamaguchi / GGNFS-0.77.1
10164-3 = (9)1637<164> = 78059 · C160
C160 = P41 · P119
P41 = 36841398161094229698993656374635785098993<41>
P119 = 34772900113347798545372640730250755934955225972025356975366115874254163597722740653619367252030365507420285880379259431<119>
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Factorizations

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