-- Jul 29, 2021 (Kurt Beschorner) -- n=245023: c245001(2003355288......) = 110716844516934599 * c244984(1809440376......) n=245087: c245068(1138657581......) = 3943532397201103799 * c245049(2887405166......) n=245129: c245117(2218424690......) = 6549809783930302609 * c245098(3387006285......) n=245299: c245299(1111111111......) = 10206496475634241199 * c245280(1088631259......) n=245321: c245301(3439087764......) = 1164459383507898991 * c245283(2953377175......) n=245521: c245521(1111111111......) = 81298951302561431 * c245504(1366697962......) n=245527: c245527(1111111111......) = 10509999932768167319 * c245508(1057194213......) n=245881: c245881(1111111111......) = 9158062156524976133 * c245862(1213260067......) # gr-mfaktc # 206729 of 300000 Phi_n(10) factorizations were cracked. # 19763 of 25997 R_prime factorizations were cracked. -- Jul 28, 2021 (Kurt Beschorner) -- n=244003: c243984(1401808852......) = 14987734041242686351 * x243964(9353040616......) n=244043: c244043(1111111111......) = 11835424759410615787 * x244023(9388012122......) n=244091: c244070(7907273228......) = 415489380407954201 * x244053(1903122823......) n=244109: c244101(2231225798......) = 96108266578102439 * x244084(2321575321......) n=244247: c244240(1895470093......) = 1564011899110093427 * x244222(1211928179......) n=244379: c244347(7325254628......) = 3159094113684406369 * x244329(2318783285......) n=244639: c244624(1798316783......) = 1752417698563513369 * x244606(1026191863......) n=244841: c244825(1031953460......) = 2142766097052150751 * x244806(4815987439......) n=244861: c244861(1111111111......) = 514999041650481013 * x244843(2157501317......) # gr-mfaktc # 206725 of 300000 Phi_n(10) factorizations were cracked. # 19759 of 25997 R_prime factorizations were cracked. -- Jul 28, 2021 (Yousuke Koide) -- n=834: c205(5685237368......) = 84191134295847459088496323909951690425296390505413654926185730285872463 * p134(6752774406......) # SNFS # c205 was the smallest composite factor. # 1193 of 300000 Phi_n(10) factorizations were finished. -- Jul 26, 2021 (Kurt Beschorner) -- n=6005: c4774(1217045145......) = 420717903891686501333521683198569142151 * c4735(2892781919......) # ECM B1=1e6, sigma=0:4074722048380764 n=15023: c14760(9000000000......) = 507351723014476264139916677 * c14734(1773917302......) # ECM B1=25e4, sigma=0:1694655298603566 n=100207: c100207(1111111111......) = 336079933200659172489515626991 * c100177(3306091799......) # ECM B1=5e4, sigma=8183157438565096 n=100229: c98770(9253567836......) = 65298258132561265731089 * c98748(1417123228......) # ECM B1=5e4, sigma=0:7977182807505599 n=243343: c243334(2984332446......) = 13060888043755415723 * x243315(2284938387......) n=243401: c243380(6941755737......) = 359380958196228533 * x243363(1931586963......) n=243517: c243500(7584631976......) = 110721045185156587 * x243483(6850217105......) n=243613: c243613(1111111111......) = 16042914083123033563 * x243593(6925868363......) n=243647: c243639(1310440096......) = 628879386496510133 * x243621(2083770155......) n=243703: c243689(1732254969......) = 142340437902241037 * x243672(1216980216......) n=243871: c243871(1111111111......) = 77084466962976071 * x243854(1441420243......) # gr-mfaktc # 206723 of 300000 Phi_n(10) factorizations were cracked. # 19757 of 25997 R_prime factorizations were cracked. -- Jul 22, 2021 (Alfred Eichhorn) -- # via Kurt Beschorner n=96527: c96527(1111111111......) = 865621802419894774873159 * c96503(1283598804......) # mprime B1=5e4, sigma=6670886850754605 # 206719 of 300000 Phi_n(10) factorizations were cracked. # 19754 of 25997 R_prime factorizations were cracked. -- Jul 22, 2021 (Kurt Beschorner) -- n=7003: c6719(5126294198......) = 2795275541644314229026155745397 * x6689(1833913731......) # ECM B1=1e6, sigma=0:6526693758661186 n=7003: x6689(1833913731......) = 57386559453693196421241258187529490893 * c6651(3195719953......) # ECM B1=1e6, sigma=0:8513032473632757 n=100189: c100170(4449381905......) = 342589204796374215133 * c100150(1298751345......) # ECM B1=5e4, sigma=0:8751326778434432 n=100271: c100254(1752784438......) = 24675304796250323893 * c100234(7103395288......) # ECM B1=5e4, sigma=0:678085146272887 -- Jul 17, 2021 (Kurt Beschorner) -- n=241093: c241064(4024825261......) = 276566898690889837 * x241047(1455280903......) n=241313: c241307(2302214984......) = 79676760715519477 * x241290(2889443500......) n=241333: c241333(1111111111......) = 204233580814082471 * x241315(5440393821......) n=241537: c241537(1111111111......) = 2528464638367786333 * x241518(4394410324......) n=241663: c241663(1111111111......) = 1373673328034823169 * x241644(8088612397......) n=241691: c241691(1111111111......) = 2126040112959700841 * x241672(5226200128......) n=241823: c241823(1111111111......) = 110443798279493681 * x241806(1006042103......) n=241823: x241806(1006042103......) = 781365898344783881 * x241788(1287542885......) n=241847: c241837(1569403863......) = 15408065431021647413 * x241818(1018559968......) n=241979: c241971(1043583328......) = 153549751903355917 * x241953(6796385635......) n=242069: c242069(1111111111......) = 295913901213459653 * x242051(3754845941......) n=242173: c242163(5657322208......) = 10777260488125071883 * x242144(5249313788......) n=242201: c242192(5748819394......) = 4510933454560404563 * x242174(1274419020......) n=242371: c242360(7727110586......) = 129046478396027747 * x242343(5987850798......) n=242399: c242399(1111111111......) = 1840817793859081991 * x242380(6035964639......) n=242677: c242677(1111111111......) = 545839518252207133 * x242659(2035600343......) n=242681: c242666(1711998773......) = 17148411301288926289 * x242646(9983424957......) n=242989: c242977(1172401666......) = 9127170726763614529 * x242958(1284518172......) # gr-mfaktc # 206718 of 300000 Phi_n(10) factorizations were cracked. # 19753 of 25997 R_prime factorizations were cracked. -- Jul 16, 2021 (Kurt Beschorner) -- n=100141: c99468(4334133725......) = 388021169898847081 * c99451(1116983830......) # ECM B1=5e4, sigma=0:8238397063673048 -- Jul 15, 2021 (Kurt Beschorner) -- n=100117: c98176(9000000000......) = 2031193439072401 * x98161(4430892610......) # ECM B1=5e4, sigma=608325200118047 n=100117: x98161(4430892610......) = 2696440775225444243 * x98143(1643237504......) # ECM B1=5e4, sigma=0:985066099169757 n=100117: x98143(1643237504......) = 22599314490035872963133 * c98120(7271182961......) # ECM B1=5e4, sigma=0:3481519970690305 n=100123: c98368(9000000000......) = 9495986790660578628569 * c98346(9477687994......) # ECM B1=5e4, sigma=0:7706668740098573 n=100151: c100143(1148484318......) = 195182992328029698780209 * c100119(5884141361......) # ECM B1=5e4, sigma=0:3412315986731954 n=100159: c97416(9000000000......) = 2294077591908190603 * c97398(3923145420......) # ECM B1=5e4, sigma=0:3145807232861379 # 206710 of 300000 Phi_n(10) factorizations were cracked. -- Jul 13, 2021 (Kurt Beschorner) -- n=100127: c99456(9000000000......) = 377832246320161 * c99442(2382009499......) # ECM B1=5e4, sigma=0:5916218765991568 n=238009: c237975(5120936241......) = 2569595782097577361 * x237957(1992895644......) n=238109: c238094(1182551468......) = 362971620900461357 * x238076(3257972250......) n=238141: c238126(3164157124......) = 76775463617073517 * x238109(4121312950......) n=238213: c238201(3685923823......) = 8443565067133467533 * x238182(4365364386......) n=238321: c238321(1111111111......) = 110254347735257027 * x238304(1007770789......) n=238321: x238304(1007770789......) = 6345506079461820191 * x238285(1588164564......) n=238363: c238352(1416966923......) = 4151966938041650191 * x238333(3412760614......) n=238373: c238352(2133633921......) = 647067953641564321 * x238334(3297387716......) n=238463: c238453(1211321595......) = 72987184124448791 * x238436(1659636016......) n=238519: c238489(3041421385......) = 3164480296920479987 * x238470(9611124420......) n=238519: x238470(9611124420......) = 9306113223942348311 * x238452(1032775358......) n=238529: c238529(1111111111......) = 389772471859069751 * x238511(2850665943......) n=238801: c238801(1111111111......) = 906082008506696237 * x238783(1226280955......) n=238829: c238790(1889955863......) = 539570526711522067 * x238772(3502704038......) n=238841: c238834(5815116173......) = 14448740812829463449 * x238815(4024652562......) n=238877: c238877(1111111111......) = 1098478068109533043 * x238859(1011500496......) n=238939: c238931(1298934993......) = 153826472157965951 * x238913(8444157730......) n=238967: c238959(2980539962......) = 6665190548976354037 * x238940(4471800078......) n=238991: c238962(3477211537......) = 178598081962577609 * x238945(1946947861......) n=239017: c239005(5722778011......) = 1654584046272041707 * x238987(3458741200......) n=239017: x238987(3458741200......) = 2765395497803466001 * x238969(1250722077......) n=239137: c239137(1111111111......) = 1158162972130192267 * x239118(9593737132......) n=239179: c239171(4942043592......) = 1942906275108923477 * x239153(2543634582......) n=239243: c239243(1111111111......) = 266973401035237307 * x239225(4161879448......) n=239383: c239383(1111111111......) = 705283043511250961 * x239365(1575411632......) n=239489: c239472(2125019760......) = 266636372492249401 * x239454(7969729490......) n=239539: c239511(5192978294......) = 775749901631316679 * x239493(6694139803......) n=239597: c239581(1875854704......) = 15777435163246474121 * x239562(1188947813......) n=239623: c239599(1041767135......) = 323810598620003773 * x239581(3217211357......) n=239711: c239711(1111111111......) = 1639072928354663071 * x239692(6778899778......) n=239713: c239713(1111111111......) = 341855301555073693 * x239695(3250238057......) n=239843: c239843(1111111111......) = 14363619840611921471 * x239823(7735592583......) n=239857: c239847(2276358604......) = 15272788487208549013 * x239828(1490466922......) n=239873: c239847(1259686588......) = 1809085772154686117 * x239828(6963111466......) n=239893: c239872(5203421343......) = 1515179303732296831 * x239854(3434195102......) n=239933: c239926(3859100683......) = 5007590462986303603 * x239907(7706502183......) n=240011: c240011(1111111111......) = 581140835030942213 * x239993(1911948092......) n=240049: c240018(3272424050......) = 1084330497971699591 * x240000(3017921249......) n=240173: c240173(1111111111......) = 136934337649369849 * x240155(8114189108......) n=240319: c240313(1155869859......) = 3241859460135507803 * x240294(3565453326......) n=240379: c240372(1650831968......) = 331030660952250563 * x240354(4986945814......) n=240433: c240412(1764284113......) = 397376014873846187 * x240394(4439835439......) n=240491: c240474(3681926152......) = 196509787303099397 * x240457(1873660443......) n=240503: c240495(6999919241......) = 133312749006870721 * x240478(5250750055......) n=240769: c240760(8182345513......) = 15139366593251813351 * x240741(5404681539......) n=240883: c240857(2583915046......) = 2829718729425809173 * x240838(9131349415......) n=240893: c240876(1104157648......) = 1591525588832804719 * x240857(6937731043......) # gr-mfaktc # 206707 of 300000 Phi_n(10) factorizations were cracked. # 19745 of 25997 R_prime factorizations were cracked. -- Jul 13, 2021 (Makoto Kamada) -- n=65568: c21825(1000000000......) = 87276233048353 * c21811(1145787306......) n=64242: c20643(6000041181......) = 63268096740571 * c20629(9483517745......) n=64258: c30059(9376935249......) = 91602477000647 * c30046(1023655206......) n=64770: c16129(1098890109......) = 60004832302771 * c16115(1831336023......) # 206694 of 300000 Phi_n(10) factorizations were cracked. -- Jul 12, 2021 (Alfred Eichhorn) -- # via Kurt Beschorner n=96401: c96401(1111111111......) = 2879432598959913813557347 * c96376(3858784926......) # ECM B1=5e4, sigma=2455032047814037 n=96457: c96457(1111111111......) = 412145967998115070364051763403 * c96427(2695916489......) # ECM B1=5e4, sigma=523617785980939 # 206692 of 300000 Phi_n(10) factorizations were cracked. # 19733 of 25997 R_prime factorizations were cracked. -- Jul 11, 2021 (Kurt Beschorner) -- n=1269: c814(5686487483......) = 541520087299201982040396188910708534378319 * c773(1050097238......) # ECM B1=43e6, sigma=0:932524933627175 n=30001: c28404(9000000000......) = 5336322542252166455873929 * x28380(1686554725......) # ECM B1=25e4, sigma=0:2603019868468078 n=30001: x28380(1686554725......) = 279579714362022366270782281 * c28353(6032464584......) # ECM B1=25e4, sigma=0:6308082884044570 # 206690 of 300000 Phi_n(10) factorizations were cracked.