Recent changes of Phin10.txt Phin10.txt の最近の更新 - Repunit レピュニット - Factorization 素因数分解 - STUDIO KAMADA into English 日本語に

January 11, 2023 2023 年 1 月 11 日 (Makoto Kamada)

n=295001: x228096(9000000900......) = 258399953349077 * x228082(3482973113......)

n=295003: x292962(7627034617......) = 685888433795683 * x292948(1111993473......)

n=59004: c17760(9999990000......) = 232899727341601 * c17746(4293689011......)

n=295022: c116632(1737977777......) = 131299215985757 * c116618(1323677193......)

n=295021: x277177(3826002660......) = 455905808541653 * x277162(8392090184......)

n=295024: c147496(1126097910......) = 108045680396977 * c147482(1042242416......)

n=295025: x235994(4236884909......) = 530005626925001 * x235979(7994037599......)

n=295038: c95466(3762229587......) = 276899893996933 * c95452(1358696651......)

n=147521: c134070(1719174194......) = 255404315496991 * c134055(6731186946......)

n=295051: x273296(1034991598......) = 416010444908243 * x273281(2487898108......)

n=295057: x248373(3833729337......) = 128775058883759 * x248359(2977074419......)

n=295070: c111733(7436283598......) = 252805377970811 * c111719(2941505302......)

n=295076: c145321(1009999999......) = 320443742735201 * c145306(3151879301......)

n=295077: x191811(5296320123......) = 561917278080253 * x191796(9425444509......)

n=295084: c147540(9900990099......) = 220703378587301 * c147526(4486107173......)

n=295082: c147518(2852250533......) = 603785700988933 * c147503(4723945149......)

n=36888: c11611(8472915729......) = 173414045478721 * c11597(4885945487......)

n=295103: x277721(3630693446......) = 868523380233763 * x277706(4180305941......)

n=295113: c145729(1109999888......) = 244257621583249 * c145714(4544381795......)

n=295126: c136181(7969179449......) = 131823116167367 * c136167(6045358114......)

n=295136: c140794(4235333780......) = 304545718085537 * c140780(1390705410......)

n=295137: x184897(1000000001......) = 804649259760391 * x184882(1242777506......)

n=295158: c98366(4692334985......) = 635310486461689 * c98351(7385892545......)

n=295170: c78704(9100090999......) = 377827270064371 * c78690(2408532078......)

n=147589: c136193(5381856971......) = 151586883157373 * c136179(3550344765......)

n=295232: c126329(1612936499......) = 524017985159873 * c126314(3078017443......)

n=147632: c73802(1539454115......) = 453209803302241 * c73787(3396780264......)

n=147645: c73702(2704223516......) = 130857381985321 * c73688(2066542579......)

n=295297: x274033(1111111111......) = 219000378229877 * x274018(5073557954......)

n=295296: c98279(5505122987......) = 539413447034881 * c98265(1020575778......)

n=26847: c16810(1532966264......) = 205397171135839 * c16795(7463424426......)

n=295320: c74625(1000099999......) = 335380424969281 * c74610(2981986799......)

n=295324: c134400(9900990099......) = 765581572811189 * c134386(1293263899......)

n=295340L: c59052(1893199620......) = 313259263349581 * c59037(6043555106......)

n=295360: c107513(1387581459......) = 616871179716481 * c107498(2249386103......)

n=295370: c118126(1115399432......) = 849111436607131 * c118111(1313607831......)

n=147698: c73848(9090909090......) = 106160914500889 * c73834(8563329671......)

n=295416: c89275(3385045545......) = 560757146646313 * c89260(6036562469......)

n=59087: c48313(1111110999......) = 596597821102991 * c48298(1862412098......)

n=295445: x229825(1111099999......) = 632298377602201 * x229810(1757239998......)

n=98487: c63361(1001000999......) = 322125624870409 * c63346(3107486405......)

n=295466: c146868(1871658315......) = 737837017696463 * c146853(2536682588......)

n=295469: x279880(9558777243......) = 102363101172883 * x279866(9338108297......)

n=295485: c157575(3756498298......) = 103362590790631 * c157561(3634291932......)

n=147748: c72073(1009999999......) = 881733477633889 * c72058(1145470854......)

n=295500L: c39200(9999999999......) = 874992163540501 * c39186(1142867378......)

n=295510: c114009(1545917779......) = 186241195207241 * c113994(8300622093......)

n=295524: c98489(3076202914......) = 194288862662101 * c98475(1583314078......)

n=295543: x294448(9000000000......) = 351912428270477 * x294434(2557454433......)

n=295544: c147759(7726084972......) = 245231195896289 * c147745(3150531050......)

n=295546: c147772(9090909090......) = 664155014860373 * c147758(1368793261......)

n=295551: x197022(5633542308......) = 100943117472529 * x197008(5580907791......)

n=295550: c112640(9999900000......) = 349154023788851 * c112626(2864036877......)

n=295574: c147780(2563065574......) = 181724142229649 * c147766(1410415557......)

n=295582: c123473(9319988800......) = 239871498573253 * c123459(3885409002......)

n=295619: x282717(3981648105......) = 174982865881133 * x282703(2275450276......)

n=295633: x272873(7610787056......) = 875391557609453 * x272858(8694151765......)

n=147824: c73904(9999999900......) = 266644223123041 * c73890(3750315601......)

n=295661: x294300(9000000000......) = 477489510492919 * x294286(1884858159......)

n=295671: x194041(1109999999......) = 743641498772719 * x194026(1492654729......)

n=147839: c135001(1111111111......) = 118788691791787 * c134986(9353677478......)

n=147841: c146772(9000000000......) = 104343783958529 * c146758(8625334120......)

n=295681: x278272(9000000000......) = 569698304691281 * x278258(1579783532......)

n=295684: c142682(3415807613......) = 795629922350201 * c142667(4293211602......)

n=295691: x268800(9000000000......) = 198023756477009 * x268786(4544909237......)

n=295694: c126721(1099999890......) = 330316175900677 * c126706(3330142361......)

n=295697: x275185(1111111111......) = 899729622034601 * x275170(1234938901......)

n=295711: x255014(9055969380......) = 359274117301009 * x255000(2520629498......)

n=295741: x287712(9000000000......) = 248469284782919 * x287698(3622178092......)

n=49290: c12463(7307655416......) = 912813867791641 * c12448(8005635841......)

n=295748: c146271(1964829173......) = 336984329961241 * c146256(5830624745......)

n=147878: c73932(1138439438......) = 631535970368521 * c73917(1802651775......)

n=147879: c98543(9773727969......) = 148503617826877 * c98529(6581474655......)

n=147883: c139168(9000000000......) = 552731109736733 * c139154(1628278170......)

n=147889: c123121(1111110999......) = 830758246702721 * c123106(1337466109......)

n=295800: c71681(1000000000......) = 462220263991201 * c71666(2163470704......)

n=147904: c73920(9999999999......) = 447686620050689 * c73906(2233705353......)

n=147907: c147118(2199025264......) = 382411725989947 * c147103(5750412747......)

n=147915: c74285(3951635789......) = 233563584451321 * c74271(1691888655......)

n=147916: c73930(3573499846......) = 150718142891401 * c73916(2370981872......)

n=98615: c71281(1000000000......) = 255497213357431 * c71266(3913937012......)

n=147929: c142791(9157133880......) = 183112827146999 * c142777(5000815084......)

n=295932: c77761(1009998990......) = 264352489619401 * c77746(3820652460......)

n=295944: c83521(1000099999......) = 505806679936801 * c83506(1977237627......)

n=295953: c158957(3439690628......) = 320969766808279 * c158943(1071655646......)

n=295958: c136562(2467164630......) = 416350587899689 * c136547(5925690278......)

n=295959: x193010(9376290823......) = 329957800358317 * x192996(2841663635......)

n=295965: c157798(1227905696......) = 215431609415401 * c157783(5699747125......)

n=147982: c70732(1297061073......) = 426867006707521 * c70717(3038560144......)

n=295971: x182101(4858681204......) = 395916872214319 * x182087(1227197309......)

n=147988: c73992(9900990099......) = 154557587775529 * c73978(6406020074......)

n=147987: c81649(1000000000......) = 738209665146997 * c81634(1354628701......)

n=147989: c146118(3378628224......) = 629654965297609 * c146103(5365840675......)

n=295983: x197303(3228578420......) = 652070024681401 * x197288(4951275627......)

n=148000: c57591(1075676880......) = 232065709992001 * c57576(4635225429......)

# 207135 of 300000 Φ_n(10) factorizations were cracked. 300000 個中 207135 個の Φ_n(10) の素因数が見つかりました。

January 10, 2023 2023 年 1 月 10 日 (Makoto Kamada)

n=296002: c126832(3049227913......) = 271805459774969 * c126818(1121842039......)

n=296036: c136609(1009999999......) = 769921675015481 * c136594(1311821751......)

n=296049: x182161(1109999999......) = 482008304660689 * x182146(2302864886......)

n=296096: c139969(1000000000......) = 208192889958433 * c139954(4803237998......)

n=296126: c148062(9090909090......) = 127520056809571 * c148048(7129003325......)

n=296133: x197393(1408966932......) = 549170757740083 * x197378(2565626287......)

n=148072: c72811(6754101017......) = 117738994738241 * c72797(5736503044......)

n=296163: c169129(1000000001......) = 178998055080769 * c169114(5586652885......)

n=296161: x292032(9000000000......) = 851958672206881 * x292018(1056389270......)

n=98725: c71577(1573938670......) = 757569205021201 * c71562(2077617014......)

n=296187: x197446(9892228871......) = 187073782509001 * x197432(5287875585......)

n=296185: x230387(8203383003......) = 807590578651631 * x230373(1015784881......)

n=148096: c67585(1000000000......) = 579733832204801 * c67570(1724929518......)

n=148103: c142958(6490560229......) = 669426923140013 * c142943(9695696430......)

n=148109: c136697(3705247251......) = 145881689463121 * x136683(2539898780......)

n=148109: x136683(2539898780......) = 660394675988009 * c136668(3846031582......)

n=296225: x217577(1037005991......) = 126220401350401 * x217562(8215835004......)

n=296233: x250801(1111110999......) = 913782564822961 * x250786(1215946815......)

n=37030: c12144(9999999999......) = 893110387593761 * c12130(1119682419......)

n=296247: c169262(9901884278......) = 628223189381761 * c169248(1576172998......)

n=148125: c77985(4006393948......) = 145707088968751 * c77971(2749621845......)

n=296255: x234991(1175156615......) = 493675516828111 * x234976(2380423123......)

n=296263: x257394(1704736762......) = 150863709674173 * x257380(1129984650......)

n=296264: c142913(1000099999......) = 366899129561201 * c142898(2725817314......)

n=98761: c89033(1464909468......) = 458185347935719 * c89018(3197198415......)

n=296285: x215441(1111099999......) = 268279622708681 * x215426(4141574334......)

n=296292: c98761(1009998990......) = 137370115956289 * c98746(7352392352......)

n=296298: c93948(3164015138......) = 259610943421009 * c93934(1218752606......)

n=296321: x294900(6406144779......) = 795812528449129 * x294885(8049816445......)

n=296326: c147277(2013099806......) = 219984990840247 * x147262(9151077982......)

n=296326: x147262(9151077982......) = 222917244769237 * x147248(4105145832......)

n=296326: x147248(4105145832......) = 940028682058607 * c147233(4367043166......)

n=148169: c124550(1042229263......) = 261844034250163 * c124535(3980343743......)

n=24695: c17916(2249600129......) = 486608424898201 * c17901(4623019278......)

n=296348: c132480(9900990099......) = 437038867754581 * c132466(2265471295......)

n=148185: c76025(6019261280......) = 105766322978161 * c76011(5691094396......)

n=296393: x292740(9000000000......) = 108561717159037 * x292726(8290215220......)

n=296394: c84672(9100000909......) = 317952892479139 * c84658(2862059482......)

n=148205: c118548(2231721047......) = 141262560564551 * x118534(1579839016......)

n=148205: x118534(1579839016......) = 335528237568871 * c118519(4708512845......)

n=296423: x295320(9000000000......) = 872736435209813 * x295306(1031239173......)

n=296424: c93949(1353571284......) = 219032763339673 * c93934(6179766275......)

n=98812: c42330(1032467631......) = 215225363675029 * c42315(4797146645......)

n=296447: x283515(2134803460......) = 142396971766409 * x283501(1499191614......)

n=296456: c148224(9999000099......) = 451403198067113 * c148210(2215092879......)

n=296459: x293035(1517913914......) = 952562109480973 * x293020(1593506500......)

n=296475: c153107(3269192622......) = 490725977373001 * c153092(6661951421......)

n=296481: x192241(1109999999......) = 595179096184279 * x192226(1864984854......)

n=296495: x224641(1111099999......) = 170288824445921 * x224626(6524796936......)

n=296502: c98821(2083293189......) = 454903793706823 * c98806(4579634679......)

n=296510: c117181(9807139531......) = 779881540157641 * c117167(1257516561......)

n=296534: c124584(9090910000......) = 195308248441699 * c124570(4654647242......)

n=148269: c89841(1109999999......) = 138012870604027 * c89826(8042728153......)

n=148271: c145986(7587451703......) = 608250523159369 * c145972(1247422141......)

n=148277: c143129(4398348234......) = 207758374598707 * c143115(2117049790......)

n=296571: c166312(1356345071......) = 301777741643797 * c166297(4494516605......)

n=148307: c144816(9000000000......) = 569275268044453 * c144802(1580957491......)

n=296620L: c59321(2824060999......) = 403371116097701 * c59306(7001148290......)

n=296625: c134400(9999999999......) = 134515051602751 * c134386(7434112302......)

n=148319: c146160(9000000000......) = 117626370127963 * c146146(7651345519......)

n=296639: x245881(1111110999......) = 371430722777717 * x245866(2991435365......)

n=296639: x245866(2991435365......) = 716101132926187 * x245851(4177392309......)

n=296648: c134801(1000099999......) = 643189223263577 * c134786(1554907893......)

n=148327: c141841(5519674933......) = 124927614784201 * c141827(4418298502......)

n=296660M: c46657(2826883646......) = 184034211706801 * c46643(1536064202......)

n=296667: c158976(9990000009......) = 212821318244809 * c158962(4694078625......)

n=296689: x295144(1730249611......) = 586131803747563 * x295129(2951980425......)

n=296690: c118673(1099989000......) = 138512342415731 * c118658(7941451143......)

n=296725: x196786(4572308667......) = 802462196857751 * x196771(5697849300......)

n=296728: c143127(4922486908......) = 154564637777969 * c143113(3184743276......)

n=148369: c134392(2151964368......) = 795397127630249 * c134377(2705521926......)

n=148371: c93004(9992345723......) = 510848873925991 * c92990(1956027747......)

n=148389: c98896(4431467788......) = 589154175645769 * c98881(7521745531......)

n=296791: x269800(9000000000......) = 993677782973173 * x269785(9057261975......)

n=148405: c116689(1111099999......) = 204366205336231 * c116674(5436808880......)

n=148408: c68441(3105463059......) = 469314845950289 * c68426(6617014326......)

n=98943: c58425(4729282745......) = 278846154670123 * c58411(1696018634......)

n=296846: c132588(1040558122......) = 310781181072979 * c132573(3348201839......)

n=148433: c147289(3292259802......) = 445117122076441 * c147274(7396389937......)

n=148454: c73648(1167433852......) = 190740976415081 * c73633(6120519430......)

n=148456: c57595(6735283684......) = 914056730356001 * c57580(7368561995......)

n=296930: c113520(9091000000......) = 155503972695761 * c113506(5846152893......)

n=296937: x197943(1622624682......) = 378051799929751 * x197928(4292069718......)

n=98985: c52785(1109988900......) = 103305097974511 * c52771(1074476402......)

n=148480: c57338(1464111479......) = 156226820761601 * c57323(9371703735......)

n=296972: c137010(1117244568......) = 946214689873961 * c136995(1180751662......)

n=296997: x197996(9009009009......) = 408336537988843 * x197982(2206270605......)

# 207098 of 300000 Φ_n(10) factorizations were cracked. 300000 個中 207098 個の Φ_n(10) の素因数が見つかりました。

January 9, 2023 2023 年 1 月 9 日 (Makoto Kamada)

n=297505: x209088(9000090000......) = 161270764852471 * x209074(5580732508......)

n=297535: x203975(3589333535......) = 125450291401681 * x203961(2861159982......)

n=297548: c146593(1009999999......) = 264777600115421 * c146578(3814522072......)

n=297561: c176394(3784520327......) = 257111132547853 * c176380(1471939503......)

n=297562: c148780(9090909090......) = 484911630747529 * c148766(1874755834......)

n=297583: x249589(9915407658......) = 646743402783479 * x249575(1533128535......)

n=148795: c119019(4516763415......) = 171510371156231 * c119005(2633522034......)

n=99199: c89480(2205020073......) = 491654317811719 * c89465(4484899234......)

n=297626: c127513(1000000099......) = 218773725613423 * c127498(4570933265......)

n=297650: c119034(1018086015......) = 238626559819601 * c119019(4266440484......)

n=297677: x295836(9000000000......) = 105099004346363 * x295822(8563354197......)

n=99228: c33058(6884398010......) = 615658556709181 * c33044(1118216897......)

n=297697: x296485(7333896525......) = 530854120974631 * x296471(1381527661......)

n=297699: x198464(9009009009......) = 295370530600357 * x198450(3050070361......)

n=297705: c156288(9009099100......) = 130667775363031 * c156274(6894660198......)

n=297728: c148736(9999999999......) = 245302124184833 * c148722(4076605546......)

n=148865: c112753(1111099999......) = 923333522603161 * c112738(1203357154......)

n=297733: x295840(9000000000......) = 915717179174893 * x295825(9828362080......)

n=297764: c148855(6771824402......) = 157955378851969 * c148841(4287175563......)

n=297781: x256507(5464402883......) = 434372219196653 * x256493(1258000084......)

n=297785: x238211(8049724736......) = 191145073095481 * x238197(4211316884......)

n=297791: x274860(6358506012......) = 120730727393329 * x274846(5266684090......)

n=297800: c119015(5859662186......) = 563288889400801 * c119001(1040258790......)

n=297818: c145397(1083146895......) = 222497973585133 * c145382(4868120269......)

n=297820L: c59548(7298752003......) = 475919682182101 * c59534(1533610034......)

n=297850: c95041(1000009999......) = 915268312961801 * c95026(1092586715......)

n=297874: c140148(5481898570......) = 111656644466533 * c140134(4909603540......)

n=297890: c119153(1099989000......) = 166531706195651 * c119138(6605282713......)

n=297919: x284934(1967613271......) = 125347715749159 * x284920(1569724074......)

n=297922: c148960(9090909090......) = 107907349889611 * c148946(8424735757......)

n=148966: c73912(2014248585......) = 158693870984717 * c73898(1269266779......)

n=297951: x198626(5039421453......) = 330903608311009 * x198612(1522927320......)

n=297952: c148940(5834237912......) = 393206567322689 * c148926(1483759020......)

n=74487: c42531(1203359853......) = 696991554814129 * c42516(1726505645......)

n=297958: c141106(1890209101......) = 155290148511889 * c141092(1217211213......)

n=297961: x289855(3242609549......) = 349699091657203 * x289840(9272570695......)

n=297980M: c58126(8809121018......) = 354617019266641 * c58112(2484122458......)

n=297998: c144928(4490632514......) = 176517665837729 * c144914(2544013083......)

n=297997: x255420(9000000900......) = 744604254608551 * x255406(1208695873......)

n=148502: c72389(3827878034......) = 112094533900361 * c72375(3414865918......)

n=297007: x279513(1082225562......) = 308474522837947 * x279498(3508314243......)

n=297010: c101801(5017770228......) = 485639146868891 * c101787(1033230179......)

n=297037: x269551(3353477771......) = 235197531144733 * x269537(1425813338......)

n=297060M: c39601(2529932837......) = 159866901592561 * c39587(1582524469......)

n=297065: x217152(9000090000......) = 938194022010601 * x217137(9592994401......)

n=148535: c116641(1111099999......) = 523492124461121 * c116626(2122477011......)

n=297078: c97416(9100000000......) = 135030220463209 * c97402(6739232128......)

n=297077: x266530(1554843399......) = 549460844889001 * x266515(2829761963......)

n=297076: c131689(6936434109......) = 872156127199969 * c131674(7953202291......)

n=297086: c144858(7743833725......) = 229350487067521 * c144844(3376419132......)

n=297084: c93744(9901000000......) = 399780032770081 * c93730(2476611933......)

n=148547: c127314(2524453084......) = 222920341409641 * x127300(1132446266......)

n=148547: x127300(1132446266......) = 702613552171049 * c127285(1611762630......)

n=148548: c49492(2863527000......) = 672299609431081 * c49477(4259301895......)

n=297116: c148548(1143178444......) = 455642961712069 * c148533(2508934715......)

n=297121: x270100(9000000000......) = 807780671729747 * x270086(1114163821......)

n=297136: c126998(3149500996......) = 443390196322417 * x126983(7103226509......)

n=297136: x126983(7103226509......) = 808691924213713 * c126968(8783600153......)

n=297144: c98975(8272797968......) = 796594608727921 * c98961(1038520456......)

n=297147: x192659(1964265260......) = 856789155051481 * x192644(2292588846......)

n=99051: c65272(1702574935......) = 188210435517253 * c65257(9046123989......)

n=148577: c124561(1111111111......) = 118738156285321 * c124546(9357658446......)

n=297156: c99049(1009998990......) = 154097850399289 * c99034(6554270467......)

n=297158: c148550(5394944190......) = 624068907605251 * c148535(8644789260......)

n=148588: c67321(1000000000......) = 325589486214521 * c67306(3071352246......)

n=297183: x183744(9009009009......) = 186864455156329 * x183730(4821146430......)

n=297185: x203610(4206132877......) = 248848803015191 * x203596(1690236330......)

n=148599: c84233(1120465133......) = 598806030773809 * c84218(1871165411......)

n=297203: x296088(9000000000......) = 207412596108919 * x296074(4339177161......)

n=148602: c49516(1631374454......) = 386192263530889 * c49501(4224254622......)

n=297207: x198123(3560692421......) = 274202500568041 * x198109(1298563074......)

n=297206: c110881(1099999889......) = 444219473360209 * c110866(2476253194......)

n=148611: c99072(9009009009......) = 146377078853557 * c99058(6154658283......)

n=297228: c88308(4789837196......) = 611668051713469 * c88293(7830778775......)

n=148617: c84673(1000000000......) = 101337072226867 * x84658(9868056951......)

n=148617: x84658(9868056951......) = 462966955054507 * c84644(2131481921......)

n=297238: c147829(1277777266......) = 801599639493659 * c147814(1594034232......)

n=297243: x194394(2803541548......) = 227197179358957 * x194380(1233968465......)

n=297249: x198133(7692674411......) = 139854736595089 * x198119(5500474705......)

n=297277: x283921(1111111111......) = 829853542956227 * x283906(1338924344......)

n=297282: c99077(5442894602......) = 463939679885197 * c99063(1173190144......)

n=148648: c69876(1449116450......) = 931669373380769 * c69861(1555397754......)

n=297302: c145146(1849970425......) = 136538317159169 * c145132(1354909350......)

n=297316: c147561(1009999999......) = 147908356357081 * c147546(6828552658......)

n=297330: c66541(9568473299......) = 527699885657011 * c66527(1813241495......)

n=297335: x237850(1156836744......) = 877024024002391 * x237835(1319047954......)

n=297336: c91392(9999000100......) = 595321146928561 * c91378(1679597667......)

n=297340L: c59449(4629331652......) = 496030108917961 * c59434(9332763413......)

n=148675: c112321(1000010000......) = 160636560298801 * c112306(6225295152......)

n=297351: x198162(8681873317......) = 228732073922071 * x198148(3795651903......)

n=297354: c99085(5005702270......) = 304129079162179 * c99071(1645913729......)

n=297370: c117489(1050259067......) = 180958254753611 * c117474(5803874871......)

n=297379: x296176(9000000000......) = 700847974308467 * x296162(1284158666......)

n=297378: c99109(1000000000......) = 902288208522889 * c99094(1108293327......)

n=297389: x293724(9000000000......) = 779192137243759 * x293710(1155042456......)

n=297390: c75672(1325839442......) = 309067937879881 * c75657(4289799360......)

n=297396: c89963(1658249195......) = 972074329134481 * c89948(1705887241......)

n=297419: x288260(9999999999......) = 824370245976197 * x288246(1213047177......)

n=99145: c78001(1111099999......) = 830413888217911 * c77986(1338007487......)

n=297451: x231705(9131885823......) = 451610543678603 * x231691(2022070997......)

n=297460M: c58512(3541000000......) = 430024557122201 * c58497(8234413456......)

n=297468: c99139(3361698193......) = 422497544332249 * c99124(7956728361......)

n=297484: c135187(4647283182......) = 208990515889409 * c135173(2223681377......)

n=297488: c148729(2897827582......) = 172169575349729 * c148715(1683124080......)

n=148748: c72481(1009999999......) = 154296512514649 * c72466(6545838162......)

# 207064 of 300000 Φ_n(10) factorizations were cracked. 300000 個中 207064 個の Φ_n(10) の素因数が見つかりました。

January 8, 2023 2023 年 1 月 8 日 (Kurt Beschorner)

n=1427: c1417(1421829092......) = 5103036982727761098957792950596409693 * p1380(2786241011......)

# ECM B1=11e6, sigma=5634177607918577

n=142871: c142848(8858637129......) = 284235246048470947 * c142831(3116656801......)

# gr-mfaktc

n=200100L: c24629(1782997532......) = 180218186261101 * x24614(9893549420......)

# ECM B1=5e4

n=200100L: x24614(9893549420......) = 936682576624695001 * x24597(1056232886......)

# ECM B1=5e4

n=200100L: x24597(1056232886......) = 18748796798446051801 * c24577(5633603576......)

# ECM B1=5e4, sigma=0:15615885390781000624

# 1213 of 300000 Φ_n(10) factorizations were finished. 300000 個中 1213 個の Φ_n(10) の素因数分解が終わりました。

# 124 of 25997 R_prime factorizations were finished. 25997 個中 124 個の R_prime の素因数分解が終わりました。

January 8, 2023 2023 年 1 月 8 日 (Makoto Kamada)

n=298001: x270900(9000000000......) = 739182609010231 * x270886(1217561112......)

n=298020M: c39728(3913542626......) = 680618674126141 * c39713(5749978329......)

n=298056: c90233(1300286316......) = 155248094301169 * c90218(8375538021......)

n=49679: c41391(3680160674......) = 239531017171867 * c41377(1536402557......)

n=298084: c149016(6140396393......) = 974322765172501 * c149001(6302219975......)

n=298112: c139246(2053039786......) = 300263591462017 * c139231(6837458302......)

n=298117: x296640(9000000000......) = 593267073434027 * x296626(1517023344......)

n=298140L: c39725(2238332876......) = 442170298682881 * c39710(5062151127......)

n=298148: c141185(5132695683......) = 312002432497289 * c141171(1645081944......)

n=298154: c149076(9090909090......) = 173175879046609 * c149062(5249523860......)

n=149079: c82051(4330021320......) = 811588842608083 * c82036(5335240078......)

n=298174: c149075(3655743013......) = 288925827463477 * c149061(1265287719......)

n=298186: c119016(9999999999......) = 111708778589171 * c119002(8951847944......)

n=149095: c119272(9000090000......) = 108908723307121 * c119258(8263883486......)

n=149107: c119610(1862942409......) = 320264403900631 * c119595(5816888753......)

n=298224: c93305(6706367917......) = 302271176730097 * x93291(2218659413......)

n=298224: x93291(2218659413......) = 381344157954577 * c93276(5817997647......)

n=149117: c145434(2321356765......) = 438409324353281 * c145419(5294952997......)

n=298239: x196397(5469887795......) = 228402571391431 * x196383(2394845102......)

n=149125: c119188(4471896855......) = 309569567847751 * c119174(1444553121......)

n=149129: c148176(9000000000......) = 601027855244107 * c148162(1497434756......)

n=298264: c142552(7586130629......) = 326278660651817 * c142538(2325046515......)

n=298277: x255660(9000000900......) = 158894384239529 * x255646(5664140330......)

n=298282: c135339(3007800693......) = 168958248479567 * c135325(1780203524......)

n=298309: x264954(9311738666......) = 575690975722853 * x264940(1617489079......)

n=298316: c135673(3160914627......) = 107198685201281 * c135659(2948650555......)

n=298322: c149160(9090909090......) = 210333782557807 * c149146(4322134552......)

n=298363: x270039(1427157378......) = 181235837105987 * x270024(7874587064......)

n=298363: x270024(7874587064......) = 342881906136199 * x270010(2296588686......)

n=298362: c99453(1098901098......) = 583695507402103 * c99438(1882661567......)

n=298376: c129600(9999000099......) = 164049084533569 * c129586(6095127033......)

n=298383: x196242(3720049828......) = 736286982162517 * x196227(5052445471......)

n=298384: c140273(7952270856......) = 989528173744001 * c140258(8036426922......)

n=298410: c65857(1000000000......) = 175826843935051 * c65842(5687413694......)

n=298414: c141337(1099999999......) = 477906402431837 * c141322(2301705929......)

n=298466: c127909(1099999890......) = 651775354334161 * c127894(1687697889......)

n=298479: x193537(1109999999......) = 725971179211357 * x193522(1528986317......)

n=298481: x293350(3164794507......) = 209844538318969 * x293336(1508161486......)

n=298490: c113033(1025475803......) = 688177353896411 * c113018(1490133027......)

n=149255: c119380(1817927783......) = 367382989296031 * c119365(4948317794......)

n=298512: c99361(1000000000......) = 299311186475809 * c99346(3341004430......)

n=149261: c127932(9000000900......) = 610295833094039 * c127918(1474694797......)

n=298526: c144070(4579611569......) = 618310996818143 * c144055(7406647452......)

n=298545: c146874(3772084328......) = 105671789243281 * c146860(3569622844......)

n=298570: c117491(6420319610......) = 122705751918331 * c117477(5232289041......)

n=298596: c98272(9901000000......) = 185437650170281 * c98258(5339260927......)

n=298599: c167040(9009009909......) = 616125260175517 * c167026(1462204277......)

n=298610: c110196(6369284967......) = 182363016604081 * c110182(3492640715......)

n=298629: x199080(9990000009......) = 358269089893453 * x199066(2788406896......)

n=149313: c97979(4220805073......) = 606360734448649 * c97964(6960881260......)

n=298673: x281088(9000000000......) = 330471447936481 * x281074(2723382021......)

n=298674: c99534(2790109288......) = 101858203961281 * c99520(2739209194......)

n=298676: c127993(1009999999......) = 140216658369649 * c127978(7203138426......)

n=298688: c137465(7123350864......) = 100906814240129 * c137451(7059335801......)

n=298704: c84661(1867950921......) = 350397117728113 * c84646(5330954013......)

n=298711: x253350(4361290482......) = 819030020767799 * x253335(5324945816......)

n=149359: c121161(1500946425......) = 456005613184213 * c121146(3291508662......)

n=298741: x281152(9000000000......) = 312901801983083 * x281138(2876301748......)

n=298741: x281138(2876301748......) = 706973345829071 * x281123(4068472687......)

n=298744: c147531(1258208352......) = 116265970239329 * c147517(1082181097......)

n=298751: x296904(9000000000......) = 430732086903719 * x296890(2089465882......)

n=149379: c89585(8686238127......) = 484304396705893 * c89571(1793549302......)

n=149385: c76032(9009099100......) = 336002533058911 * c76018(2681259280......)

n=298776: c97421(6025365854......) = 510725976736777 * c97407(1179764908......)

n=149405: c119510(1233067713......) = 526406473389871 * c119495(2342425056......)

n=298820M: c58608(3541000000......) = 142181586931261 * c58594(2490477196......)

n=298821: x199187(1442139177......) = 221110985316601 * x199172(6522241197......)

n=298837: x232801(1111110999......) = 207920150186519 * x232786(5343931307......)

n=298849: x282220(1996347615......) = 153332782072919 * x282206(1301970517......)

n=298857: c179703(1698494592......) = 139005186110467 * c179689(1221892966......)

n=298888: c149422(4706751968......) = 209228527327177 * c149408(2249574677......)

n=298910: c117583(6213093743......) = 593553280644491 * c117569(1046762598......)

n=298918: c149448(1043837203......) = 369918157781317 * c149433(2821805800......)

n=149465: c118175(1284646541......) = 238103636013511 * c118160(5395325172......)

n=149467: c148240(9000000000......) = 460356798966653 * c148226(1955005339......)

n=298964: c144582(4206808013......) = 218661257606861 * c144568(1923892718......)

n=298965: c150887(1573161479......) = 726412686571921 * c150872(2165658045......)

n=298973: x293280(9000000000......) = 516864921827929 * x293266(1741267325......)

n=298981: x294687(1194851889......) = 141765658539409 * x294672(8428359181......)

n=298980M: c36001(1105097795......) = 325658018885761 * c35986(3393430319......)

n=298987: x272161(1111111111......) = 563367544579919 * x272146(1972266811......)

# 207027 of 300000 Φ_n(10) factorizations were cracked. 300000 個中 207027 個の Φ_n(10) の素因数が見つかりました。

January 7, 2023 2023 年 1 月 7 日 (Makoto Kamada)

n=299601: x199728(9990000009......) = 227500362556471 * x199714(4391201797......)

n=149813: c145711(1151651099......) = 105785884249013 * c145697(1088662355......)

n=299627: x296616(9000000000......) = 201969202150283 * x296602(4456124945......)

n=299639: x297456(2495952976......) = 108278425184437 * x297442(2305124933......)

n=299654: c149819(3889489596......) = 332940623199659 * c149805(1168223198......)

n=299656: c128394(3337492545......) = 101774250188857 * c128380(3279309392......)

n=299665: x236161(1111099999......) = 120711856004881 * x236146(9204563965......)

n=299685: c159815(1034364400......) = 159642957103681 * c159800(6479236033......)

n=299693: x277397(8074272352......) = 171250527907279 * x277383(4714889029......)

n=299509: x256700(1086422381......) = 590729759325161 * x256685(1839119097......)

n=299518: c149744(5284018200......) = 603265320556597 * c149729(8759028606......)

n=299532: c98496(9901000000......) = 518448509857009 * c98482(1909736417......)

n=299545: x237353(1013467866......) = 414675939706031 * x237338(2443999687......)

n=299552: c126720(9999999999......) = 969786408628577 * c126706(1031154892......)

n=149789: c146556(9000000000......) = 371012336952329 * c146542(2425795345......)

n=299583: x199716(9990000009......) = 263960189429329 * x199702(3784661630......)

n=299405: x237562(1237008818......) = 701712911041991 * x237547(1762841754......)

n=299423: x285121(1111111111......) = 275997230187799 * x285106(4025805296......)

n=149715: c79777(1000000001......) = 166208472747001 * c79762(6016540459......)

n=299429: x267110(1435444094......) = 834226583039747 * x267095(1720688508......)

n=299432: c128305(1000099999......) = 465660046788217 * c128290(2147704117......)

n=299461: x298252(9000000000......) = 117430791061877 * x298238(7664088710......)

n=299464: c131192(6276251186......) = 415336623697601 * c131178(1511123948......)

n=299466: c98267(6993237108......) = 806717510070517 * c98252(8668755817......)

n=149741: c148512(9000000000......) = 102036535879079 * c148498(8820370000......)

n=299488: c127668(5499553563......) = 145938686604257 * c127654(3768400066......)

n=299493: x197155(1671156469......) = 264969185816359 * x197140(6306984202......)

n=299492: c149736(3677339331......) = 472102168370149 * c149721(7789287103......)

n=299494: c138206(9458093784......) = 150171208692493 * c138192(6298207137......)

n=149750: c59783(3331420181......) = 192163150405001 * c59769(1733641530......)

n=299304: c99745(1000000000......) = 131867368292161 * c99730(7583377244......)

n=149661: c95024(3179517084......) = 645379061316733 * c95009(4926588536......)

n=299326: c141740(4549255314......) = 562936501300717 * c141725(8081293900......)

n=299330: c116340(1778815548......) = 529311637478081 * c116325(3360620516......)

n=299352: c99746(4035212870......) = 106570201973497 * c99732(3786436354......)

n=299355: c136795(1504749370......) = 847776248177041 * c136780(1774936928......)

n=149683: c143688(2229964892......) = 760706448559991 * c143673(2931439449......)

n=149685: c74998(8169596790......) = 683310300628801 * c74984(1195591048......)

n=299390: c92727(1832113024......) = 113399904792721 * c92713(1615621307......)

n=299395: x239506(3006091282......) = 604848332673751 * x239491(4969991847......)

n=149609: c144313(5863236376......) = 256736797037599 * c144299(2283753806......)

n=299222: c110871(3690963765......) = 802783984470161 * c110856(4597704783......)

n=49871: c49844(2498798217......) = 687771438863923 * c49829(3633181135......)

n=299255: x217601(1111099999......) = 193429554899681 * x217586(5744210084......)

n=99757: c85494(5012177306......) = 955399998320293 * c85479(5246155866......)

n=299275: x239368(5260891090......) = 197551964399351 * x239354(2663041649......)

n=149641: c148485(1283602217......) = 646840014015893 * c148470(1984419933......)

n=299280: c75265(1000000009......) = 704497621240321 * c75250(1419451222......)

n=299291: x293551(3065175179......) = 124674398439293 * x293537(2458544189......)

n=299291: x293537(2458544189......) = 681312452191951 * x293522(3608541399......)

n=299102: c149550(9090909090......) = 236478716952613 * c149536(3844282144......)

n=299124: c85392(9999990000......) = 290341941310009 * c85378(3444211316......)

n=299138: c122490(6078066926......) = 194306023304527 * c122476(3128089816......)

n=149570: c59811(2292302487......) = 304256905766321 * c59796(7534101755......)

n=149572: c73422(1004674721......) = 234702165290249 * c73407(4280636781......)

n=299159: x256408(5875847506......) = 882177993183733 * x256393(6660614470......)

n=299182: c133907(9585689864......) = 166241451539047 * c133893(5766124979......)

n=299185: x234625(1111099999......) = 473492035947001 * x234610(2346607578......)

n=299008: c147449(1169367861......) = 418805632045057 * c147434(2792149322......)

n=299020L: c59794(3148129093......) = 134919286207801 * c59780(2333342535......)

n=299023: x285976(2647189005......) = 291281036174129 * x285961(9088092516......)

n=149523: c86227(5441869263......) = 473898686635441 * c86213(1148319127......)

n=299050: c119589(7436218375......) = 242074015508401 * c119575(3071877979......)

n=299066: c149532(9090909090......) = 250866551697863 * c149518(3623802786......)

n=299067: x199376(9009009009......) = 536016667981957 * x199362(1680732997......)

n=299084: c149540(9900990099......) = 278025564947489 * c149526(3561179742......)

n=299089: x256350(7522838834......) = 185866642202333 * x256336(4047438930......)

# 206998 of 300000 Φ_n(10) factorizations were cracked. 300000 個中 206998 個の Φ_n(10) の素因数が見つかりました。

January 6, 2023 2023 年 1 月 6 日 (Makoto Kamada)

n=299806: c138211(3335479158......) = 162031789940567 * c138197(2058533797......)

n=299839: x276673(4457640318......) = 177053154453121 * x276659(2517684778......)

n=299841: x197473(1109999999......) = 180398042336881 * x197458(6153060119......)

n=149920: c59897(6948149641......) = 312642593506561 * c59883(2222393808......)

n=149923: c141068(2445761274......) = 374613903230717 * c141053(6528752011......)

n=299848: c145729(1000099999......) = 115391752008289 * c145714(8666997273......)

n=299855: x239880(9000090000......) = 127577273233391 * x239866(7054618563......)

n=299856: c99923(2428329345......) = 464207270905249 * c99908(5231131646......)

n=149930: c51521(1099989000......) = 118819073410841 * c51506(9257680341......)

n=299859: c168467(1019343694......) = 941603758535413 * c168452(1082561199......)

n=299862: c99764(6668217985......) = 422220960175249 * c99750(1579319506......)

n=299864: c149919(4112112069......) = 364739037244529 * c149905(1127412108......)

n=299705: x205489(1111099888......) = 108937566419431 * x205475(1019941903......)

n=299712: c85237(2167816612......) = 998504521852993 * c85222(2171063390......)

n=149871: c99912(9009009009......) = 627774354653443 * c99898(1435071207......)

n=299758: c147577(1099999999......) = 137925531349247 * c147562(7975318196......)

n=299778: c94016(9100000000......) = 272385407829499 * c94002(3340854443......)

n=149889: c94006(2893669918......) = 453159632837719 * c93991(6385542110......)

n=299794: c136261(1099999999......) = 142952553796361 * c136246(7694860782......)

n=299798: c149888(9743412405......) = 131169363985573 * c149874(7428115917......)

# 206977 of 300000 Φ_n(10) factorizations were cracked. 300000 個中 206977 個の Φ_n(10) の素因数が見つかりました。

January 4, 2023 2023 年 1 月 4 日 (Kurt Beschorner)

n=1411: c1295(1142610610......) = 3094716767820821084333461991848123 * c1261(3692133066......)

# ECM B1=11e6, sigma=0:1262114500939137

n=142711: c142695(6887492589......) = 4728660163685159483 * c142677(1456542096......)

# gr-mfaktc

December 29, 2022 2022 年 12 月 29 日 (code740)

# via yoyo@home

n=573: c333(3709120344......) = 8571171562010649843819977618730389789759904896874763 * p281(4327436824......)

# ECM B1=850000000, sigma=0:8520516725879229942

# 1212 of 300000 Φ_n(10) factorizations were finished. 300000 個中 1212 個の Φ_n(10) の素因数分解が終わりました。

December 26, 2022 2022 年 12 月 26 日 (Makoto Kamada)

n=262767: x175168(3470158024......) is (probable) prime

makoto@bellatrix /cygdrive/d/factor2/repunit2
$ ./pfgw64 -tc -q"(10^262767-1)/(10^87589-1)/111/259613797"
PFGW Version 4.0.3.64BIT.20220704.Win_Dev [GWNUM 29.8]

Primality testing (10^262767-1)/(10^87589-1)/111/259613797 [N-1/N+1, Brillhart-Lehmer-Selfridge]
Running N-1 test using base 2
Running N+1 test using discriminant 5, base 1+sqrt(5)

Calling N-1 BLS with factored part 0.01% and helper 0.00% (0.02% proof)
(10^262767-1)/(10^87589-1)/111/259613797 is Fermat and Lucas PRP! (1462.1650s+0.0084s)

# 1211 of 300000 Φ_n(10) factorizations were finished. 300000 個中 1211 個の Φ_n(10) の素因数分解が終わりました。

December 23, 2022 2022 年 12 月 23 日 (Alfred Eichhorn)

# via Kurt Beschorner

n=48539: c48539(1111111111......) = 51815542479681876910933 * c48516(2144358734......)

# ECM B1=5e4, sigma=452523639394007

n=65419: c65393(1430767388......) = 6950583483619562342590824241 * c65365(2058485293......)

# ECM B1=5e4, sigma=7199896427566567

n=84421: c84421(1111111111......) = 38512525260957891101711 * c84398(2885064283......)

# ECM B1=5e4, sigma=2290092539869875

n=84467: c84467(1111111111......) = 543506603324001612634763 * c84443(2044337831......)

# ECM B1=5e4, sigma=1063663203889283

# 206968 of 300000 Φ_n(10) factorizations were cracked. 300000 個中 206968 個の Φ_n(10) の素因数が見つかりました。

# 19977 of 25997 R_prime factorizations were cracked. 25997 個中 19977 個の R_prime の素因数が見つかりました。

December 23, 2022 2022 年 12 月 23 日 (Kurt Beschorner)

n=5603: c5151(1087346318......) = 292306358313079003551478311632597 * c5118(3719885959......)

# ECM B1=1e6, sigma=0:926444492212831

n=142169: c142157(1270809026......) = 7126599804959124533 * c142138(1783191228......)

# gr-mfaktc

December 20, 2022 2022 年 12 月 20 日 (Yousuke Koide)

n=1940M: c344(1096560408......) = 5571625642084498030602199756991965375293044719417529765342701 * c283(1968115733......)

# ECM B1=300000000, sigma=2:13803433046389983180

December 17, 2022 2022 年 12 月 17 日 (grc.arikado.pool)

# via yoyo@home

n=537: c334(5250887427......) = 2167451486375064397900184401899510260456269195385135677227157 * c274(2422608976......)

# ECM B1=850000000, sigma=0:5910846903816997764

December 15, 2022 2022 年 12 月 15 日 (Kurt Beschorner)

n=1381: c1340(2296894940......) = 71236855295678591990160932434313161 * c1305(3224307040......)

# ECM B1=11e6, sigma=6012605352570225

December 13, 2022 2022 年 12 月 13 日 (Kurt Beschorner)

n=1315: c953(8147123872......) = 193413247904674241324507425343532732791 * p915(4212288434......)

# ECM B1=43e6, sigma=0:7414637162882108

# 1210 of 300000 Φ_n(10) factorizations were finished. 300000 個中 1210 個の Φ_n(10) の素因数分解が終わりました。

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