# Recent changes of Phin10.txt # # note # -- date (name) -- # n=... details -- Nov 24, 2009 (Yousuke Koide) -- n=543: c250(3472502680......) = 4063238920032381354306386614023999095656711243 * p204(8546144465......) -- Nov 20, 2009 (Kurt Beschorner) -- n=7083: c4716(9990000009......) = 87369457374724817438173 * c4694(1143420173......) n=7149: c4713(4587652823......) = 661464889395315458948707 * c4689(6935595369......) n=7683: c4690(7656823344......) = 3374541821729850252532207082317 * c4660(2268996429......) n=7761: c4727(1112093341......) = 224809953182077237573 * c4706(4946815414......) n=7887: c4731(5721213847......) = 275280756428781651637 * c4711(2078319575......) n=8337: c4723(5655141363......) = 7736359112935637758968544963 * c4695(7309822722......) -- Nov 21, 2009 (Alfred Reich) -- n=62060M: c11858(2906145258......) = 72340810443763441 * c11841(4017297070......) n=62140L: c11416(9577190689......) = 41121864208361 * c11403(2328977752......) n=62380L: x12446(1666713727......) = 1716839177005236481 * c12427(9708036430......) n=62380M: c12466(1849439000......) = 127367969756490901 * c12449(1452044029......) n=62540L: c12057(5103765460......) = 7829030624881 * c12044(6519026051......) n=62660M: c11515(4056659529......) = 5702669869781 * c11502(7113614538......) n=62820L: x8334(1493224214......) = 929770846882201 * c8319(1606013158......) n=62940L: c8373(6958774021......) = 5929936032121 * c8361(1173499002......) n=64340L: c12858(3705736497......) = 3383578021950901 * c12843(1095212367......) n=64500M: c8393(1226572450......) = 177818606361001 * c8378(6897885862......) n=64540M: c11026(1463628272......) = 3288980172698081 * c11010(4450097585......) n=65140M: c13017(6881541907......) = 151683010364634841 * c13000(4536791490......) n=65380M: c11179(5410533289......) = 273591436430761 * c11165(1977595994......) n=65420M: c13057(2140960244......) = 182676756428801 * c13043(1171993791......) n=65780M: c10555(2718417929......) = 4893539889624101 * c10539(5555115500......) n=65820L: c8769(2529932837......) = 464905510294655793220861 * c8745(5441821576......) -- Oct 31, 2009 (Alfred Reich) -- n=62060L: c11863(1420368080......) = 100065632869921 * c11849(1419436463......) n=62380L: c12473(2824060999......) = 5531507886781 * x12460(5105408972......) n=62380L: x12460(5105408972......) = 306315889055381 * x12446(1666713727......) n=62820L: c8353(1105096689......) = 7400741823583445521 * x8334(1493224214......) n=64620M: c8575(2796513959......) = 18781152211981 * c8562(1489000210......) n=64980L: c8198(9667284733......) = 10917667983601 * c8185(8854715813......) -- Nov 20, 2009 (Bo Chen) -- n=11953: c11941(5786309764......) = 4371056902249 * c11929(1323778183......) # GMP-ECM 6.2.3 B1=11e3, sigma=1277340635 n=11959: c11937(1610554147......) = 49009211237769449 * c11920(3286227439......) # GMP-ECM 6.2.3 B1=2e3, sigma=52662618 n=11987: c11975(3353786461......) = 6093627219209 * c11962(5503760471......) # GMP-ECM 6.2.3 B1=2e3, sigma=2333284103 -- Nov 19, 2009 (Bo Chen) -- n=11941: c11932(1793287247......) = 19800087270373 * c11918(9056966382......) # GMP-ECM 6.2.3 B1=2000, sigma=3980536773 -- Nov 19, 2009 (Bo Chen) -- n=96938: x45901(1099999999......) = 553388700407 * x45889(1987752910......) -- Nov 17, 2009 (Yousuke Koide) -- n=675: c322(6919040430......) = 4348177515570415780024735482615024835016408396509951 * c271(1591250680......) n=705: c318(5750062753......) = 633522246499398860751489657543532086721 * c279(9076339126......) n=802: c365(3488795634......) = 2971245460182291007178927517460929280931723051 * c320(1174186273......) -- Nov 17, 2009 (Kurt Beschorner) -- n=6097: c4707(1350932106......) = 905860283817908018757067 * c4683(1491325020......) n=11839: c11827(1371318452......) = 5077484196867653 * c11811(2700783299......) -- Nov 15, 2009 (Yousuke Koide) -- n=925: c634(7365133783......) = 274125499090940631471415725585238105252201 * c593(2686774418......) -- Nov 11, 2009 (Yousuke Koide) -- n=663: c322(1355159019......) = 117376474464009222292643537185767152422369 * p281(1154540571......) -- Nov 10, 2009 (Kurt Beschorner) -- n=11801: c11791(3324200121......) = 4654038046196332492079 * c11769(7142614839......) n=11803: c10081(1111111111......) = 93116080703780597 * c10064(1193253735......) n=11805: c6269(1324281334......) = 4253403334591 * x6256(3113462869......) n=11805: x6256(3113462869......) = 1104234909814321 * x6241(2819565693......) n=11805: x6241(2819565693......) = 22432895323595881 * c6225(1256888891......) n=11811: c7561(1109999999......) = 18517155604984801 * c7544(5994441174......) n=11813: c11784(1504102176......) = 1750462946796152791 * c11765(8592596485......) n=11819: c11544(9000000000......) = 25074472314411643 * c11528(3589307837......) n=11821: c11803(1976497994......) = 20760966877812433037 * c11783(9520259850......) n=11825: c8395(6040495074......) = 25775351144401 * c8382(2343516113......) n=11827: c11827(1111111111......) = 77291896326551217667 * c11807(1437551883......) n=11829: c7879(4231111251......) = 5296547764267 * c7866(7988432162......) n=11835: c6284(4228807401......) = 17302939216831 * c6271(2443982116......) -- Oct 17, 2009 (Kurt Beschorner) -- n=6999: c4641(8498732952......) = 4172118258353419832767723 * c4617(2037030694......) n=7257: c4605(1262113852......) = 51719430570599816673289 * c4582(2440308871......) n=7491: c4462(3939287888......) = 985087234656374662693 * c4441(3998922886......) n=11703: c7545(1109999999......) = 82080753674177078521 * c7525(1352326763......) n=11705: c9360(9000090000......) = 3976672993361 * x9348(2263221043......) n=11705: x9348(2263221043......) = 566376405547789951 * c9330(3995966324......) n=11711: c9981(1867188120......) = 199272638401244003 * c9963(9370017554......) n=11713: c9965(5093967709......) = 19180580069587 * c9952(2655794397......) n=11717: c11705(8318535537......) = 64320627122026191881 * c11686(1293292044......) n=11727: c7812(9990000009......) = 31529713140828307 * c7796(3168439866......) n=11733: c7811(4370247933......) = 10276694079637 * x7798(4252581520......) n=11733: x7798(4252581520......) = 156419269139687317 * c7781(2718706936......) n=11735: c9384(9000090000......) = 2162522339980335871 * c9366(4161848335......) n=11739: c6014(2749237445......) = 1701985880499997 * c5999(1615311546......) n=11741: c11471(7487771903......) = 8175377001511 * x11458(9158931633......) n=11741: x11458(9158931633......) = 868367203083151 * x11444(1054730257......) n=11741: x11444(1054730257......) = 3480311770191293 * c11428(3030562566......) n=11745: c6036(6899786991......) = 337297462416567271 * c6019(2045608923......) n=11751: c7827(7666523992......) = 25604567666529763 * x7811(2994201695......) n=11751: x7811(2994201695......) = 453098228128305892603 * c7790(6608283833......) n=11753: c9505(1111110999......) = 101925292195763 * c9491(1090122947......) n=11757: c7821(2195619589......) = 34820651722400311 * c7804(6305509749......) n=11759: c10680(9000000000......) = 193881839374037 * x10666(4642002587......) n=11759: x10666(4642002587......) = 19695371421815717 * x10650(2356900252......) n=11759: x10650(2356900252......) = 1190768851430398779397 * c10629(1979309627......) n=11761: c11115(2376510241......) = 9939625132524947 * c11099(2390945543......) n=11765: c8624(4219320782......) = 25846866645287773801 * c8605(1632430282......) n=11779: c11753(5084632217......) = 693030223728735138853 * c11732(7336811646......) n=11781: c5728(2278449056......) = 5056752610521613 * c5712(4505755437......) n=11785: c9412(1317110517......) = 73971788943841 * x9398(1780557881......) n=11785: x9398(1780557881......) = 5485623294805271 * c9382(3245862476......) n=11791: c10872(9000000000......) = 224501502341357562803 * c10852(4008881858......) n=11795: c8050(1971314502......) = 11173322301733831 * c8034(1764304697......) n=11797: c11500(9000000000......) = 3929272302827 * x11488(2290500455......) n=11797: x11488(2290500455......) = 353967399789923 * x11473(6470936185......) n=11797: x11473(6470936185......) = 23034035799121271 * c11457(2809293274......) -- Oct 12, 2009 (Kurt Beschorner) -- n=6207: c4125(7353170178......) = 1696573353029361665827 * c4104(4334130419......) n=6243: c4097(4945745309......) = 116617149016264694852323 * c4074(4241010307......) n=6297: c4181(4659011904......) = 521885498365166051116371653641 * c4151(8927268374......) n=6903: c4147(3628581680......) = 2280943518698934343659500651791 * c4117(1590824871......) n=7287: c4153(1109999889......) = 64101804544733647441 * c4133(1731620344......) n=7785: c4123(8036231244......) = 85170599178741298525321 * c4100(9435452282......)