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November 30, 2012 2012 年 11 月 30 日 (Kurt Beschorner)

n=3409: c2905(3283796678......) = 15714019154370550523733049 * c2880(2089724242......)

# ECM B1=1e6, sigma=1558620251

n=3413: c3401(1768507786......) = 340369965589240748463733 * c3377(5195839718......)

# ECM B1=1e6, sigma=4156628196

n=3419: c3136(8515620519......) = 18487126195616069806169815123 * c3108(4606243517......)

# ECM B1=1e6, sigma=3959606965

November 30, 2012 2012 年 11 月 30 日 (Maksym Voznyy)

n=11621: c11581(7664004100......) = 4973932877535496854973226561 * c11554(1540833841......)

n=12547: c12537(4625634309......) = 491438041561364477 * c12519(9412446571......)

n=12923: c12893(3127591039......) = 425131800215984201 * c12875(7356756275......)

n=13063: c13049(1120062052......) = 107387867542634175855401 * c13026(1043006140......)

n=13487: c13482(1373047355......) = 52935732680567347907 * c13462(2593800605......)

n=13711: c13684(1158807192......) = 3001198827618198071 * c13665(3861147691......)

n=14323: c14314(1504155313......) = 423906915298471308193869079 * c14287(3548315110......)

n=14461: c14454(1911318382......) = 4746864334506487702634221471 * c14426(4026486217......)

n=14657: c14628(8429074019......) = 639190102443797 * c14614(1318711598......)

n=14717: c14697(5518507671......) = 204500929116947 * c14683(2698524498......)

n=14723: c14714(7302855684......) = 154979066490334159 * c14697(4712156196......)

n=15013: c14979(1224488674......) = 481296077251444519 * c14961(2544148461......)

n=15107: c15097(1501149526......) = 7923711651846556637 * c15078(1894502971......)

n=15173: c15156(1126876797......) = 1970136449426320129 * c15137(5719790613......)

n=15361: c15343(5517390126......) = 1000457193789120742121 * c15322(5514868762......)

n=15641: c15630(1693626910......) = 524987300073097123 * c15612(3226034058......)

n=16073: c16056(3378373803......) = 2222234832393599 * c16041(1520259584......)

n=16141: c16131(7889539630......) = 156696526518403 * c16117(5034916730......)

n=16339: c16334(1700064432......) = 626959665706307731161883 * c16310(2711600961......)

n=16433: c16417(4514463240......) = 338981971907968843 * c16400(1331770894......)

n=16453: c16446(5627699853......) = 4628420238123329 * c16431(1215900796......)

n=16741: c16701(3912795274......) = 4486165423679 * c16688(8721914831......)

n=16889: c16866(6717298442......) = 31366915743473267 * c16850(2141523411......)

n=17041: c17032(1997739585......) = 84503843005615373 * c17015(2364081341......)

n=17383: c17365(1582055839......) = 16215448870887239 * c17348(9756472683......)

n=17497: c17482(1688891716......) = 7505841395343447588308638631 * c17454(2250103123......)

n=17509: c17503(2884511930......) = 74423174171237 * x17489(3875824919......)

n=17509: x17489(3875824919......) = 186849196913135858004191 * c17466(2074306437......)

n=17761: c17736(3847209381......) = 851084922432246043 * c17718(4520358991......)

n=17939: c17934(3096828537......) = 7521692490844841 * c17918(4117196417......)

n=17957: c17950(3556102910......) = 340876460959283369 * c17933(1043223372......)

n=18121: c18107(2537752960......) = 32737057853810327191 * c18087(7751927407......)

n=18181: c18164(2210148799......) = 802941348468562241 * c18146(2752565680......)

n=18451: c18421(1648413561......) = 3900307944380094053 * c18402(4226367724......)

n=18713: c18684(1255203343......) = 47961862984639 * c18670(2617086295......)

n=18749: c18721(6602336336......) = 12257529184153240184221729 * c18696(5386351717......)

n=18787: c18781(5914223648......) = 538000701673573451020079 * c18758(1099296642......)

n=19231: c19212(2213469555......) = 3092704207276104791 * c19193(7157068400......)

n=19259: c19248(2974802635......) = 2569363219167487037 * c19230(1157797626......)

n=19427: c19418(6684685383......) = 3044434792735730321932187 * c19394(2195706539......)

n=19483: c19443(4263414007......) = 68808317892563 * c19429(6196073581......)

n=19681: c19663(3885738259......) = 91846082274865412959 * c19643(4230706594......)

n=19751: c19745(3125321322......) = 104689921993110359 * c19728(2985312494......)

n=19819: c19804(9074365929......) = 3059185411950929066032763 * c19780(2966268698......)

n=19919: c19903(7503812844......) = 46816857840737641 * c19887(1602801467......)

n=19993: c19983(7835853416......) = 388244827711377799 * c19966(2018276318......)

n=20407: c20393(2552600583......) = 66009989828347 * c20379(3866991330......)

n=20693: c20673(1223594300......) = 266631860213027 * c20658(4589077614......)

n=20731: c20722(5149557992......) = 14623946461917582398711 * c20700(3521318958......)

n=20743: c20714(7104818133......) = 285357817402308653 * c20697(2489792709......)

n=20873: c20865(4685913503......) = 3943685106030852769283 * c20844(1188206811......)

n=21221: c21197(3792436535......) = 186373232269933573 * c21180(2034861170......)

n=21821: c21805(7260279592......) = 14461147020253313267 * c21786(5020541996......)

n=21893: c21876(4494249675......) = 8925491992262129 * x21860(5035296294......)

n=21893: x21860(5035296294......) = 2628719593956790804373653 * c21836(1915493880......)

n=21911: c21904(1280560365......) = 23898120744864319 * c21887(5358414490......)

n=22039: c22029(3405452246......) = 944309126656711093 * c22011(3606289668......)

n=22619: c22610(3263113477......) = 134329520796734911 * c22593(2429185675......)

n=22639: c22588(1459404674......) = 22528572956767712670552763 * c22562(6478016505......)

n=22741: c22701(1382243499......) = 39529081447234955801 * c22681(3496776168......)

n=22871: c22858(8144738851......) = 871185474703198027 * c22840(9349029670......)

n=22907: c22901(8084159332......) = 195751635455181907 * c22884(4129804235......)

n=23203: c23188(7426861389......) = 8534601152426284088942810551 * c23160(8702060303......)

n=23251: c23229(1538038953......) = 8173043512411357 * c23213(1881843588......)

n=23291: c23285(7950876305......) = 28771901607402768413 * c23266(2763417035......)

n=23311: c23300(3414971493......) = 62820600426533693 * c23283(5436069490......)

n=23327: c23318(1039863254......) = 20559445250717 * c23304(5057837126......)

n=23417: c23386(1930667197......) = 26238183022849803283 * c23366(7358235117......)

n=23689: c23670(1005498991......) = 43527299383436048683 * c23650(2310042216......)

n=23887: c23871(3019301084......) = 470523023931858087180733 * c23847(6416904021......)

n=23917: c23902(2324327363......) = 139285216234477007867377643201 * c23873(1668753817......)

n=24439: c24401(5669378503......) = 33783501706514485984267031 * c24376(1678150048......)

n=25343: c25333(1011170092......) = 155960431538351283978049 * c25309(6483504070......)

n=25471: c25462(4856668288......) = 163360260839144099987129 * c25439(2972980248......)

n=25847: c25811(8144819787......) = 1150651217740253 * c25796(7078443634......)

n=25943: c25925(4840820926......) = 528875002075303198829203 * c25901(9153053003......)

n=25951: c25932(5325041227......) = 6320474933321935839077 * c25910(8425065020......)

n=26113: c26105(1296469009......) = 9011614183136828113187 * c26083(1438664575......)

n=26317: c26302(1793326889......) = 69920955863076397 * c26285(2564791724......)

n=26371: c26324(1184200857......) = 317563421142923 * c26309(3729021601......)

n=26393: c26378(2586025883......) = 246220595709233925366991 * c26355(1050288208......)

n=26723: c26699(5201472157......) = 67101506926532987 * c26682(7751647310......)

n=26927: c26915(1499094579......) = 44870817002915159 * c26898(3340912155......)

n=26981: c26957(1037963011......) = 584587654915307244594413 * c26933(1775547265......)

n=27431: c27425(6750904452......) = 3159794894719677037 * c27407(2136500841......)

n=27581: c27562(7345630211......) = 3204237840595502948092351 * c27538(2292473460......)

n=27701: c27691(2723479842......) = 406988733157286492520037129 * c27664(6691781911......)

n=28447: c28433(7820936140......) = 640368284997594198613471010077 * c28404(1221318469......)

# Prime95 P-1

November 24, 2012 2012 年 11 月 24 日 (Kurt Beschorner)

n=3385: c2679(1808267090......) = 316693597069578122953803071 * c2652(5709831545......)

# ECM B1=1e6, sigma=3596629054

n=4263: c2334(2045706279......) = 37562156909821999659277848599391799 * c2299(5446189589......)

# ECM B1=1e6, sigma=4159392096

November 18, 2012 2012 年 11 月 18 日 (Kurt Beschorner)

n=3349: c3129(5442221955......) = 21595673156630383180831 * c3107(2520052010......)

# ECM B1=1e6, sigma=2134196723

n=3365: c2652(2898147652......) = 239071878650994150871522327151 * c2623(1212249499......)

# ECM B1=1e6, sigma=3030898729

n=3391: c3382(1618289243......) = 6102270724446044489905513919 * x3354(2651946000......)

# ECM B1=1e6, sigma=4260605206

n=3391: x3354(2651946000......) = 125563062436102434933312606409 * c3325(2112043103......)

# ECM B1=1e6, sigma=4224414328

November 12, 2012 2012 年 11 月 12 日 (Kurt Beschorner)

n=3359: c3321(1482053814......) = 1001028703936286702691599265754117812827 * c3282(1480530786......)

# ECM B1=1e6, sigma=2299795607

n=95027: c95006(5008369847......) = 23681885899560089 * c94990(2114852621......)

# mfactc

November 6, 2012 2012 年 11 月 6 日 (Kurt Beschorner)

n=3347: c3308(2878630420......) = 2365019156847281963974572083843 * c3278(1217170022......)

# ECM B1=1e6, sigma=3106979174

n=94907: c94878(1427218595......) = 207138998264498159 * c94860(6890149164......)

# mfactc

November 1, 2012 2012 年 11 月 1 日 (Kurt Beschorner)

n=3323: c3273(2974932933......) = 4302759331819227070320564803 * c3245(6914011926......)

# ECM B1=1e6, sigma=3865437413

n=94849: c94836(3675796848......) = 740986747675289 * c94821(4960678257......)

# mfactc

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