n=23572: p11466(4152899286......) is definitely prime.
# Certification is available at: http://stdkmd.com/nrr/cert/Phi/#CERT_PHI_23572_10
# See also http://stdkmd.com/nrr/repunit/prpfactors.htm
# via Kurt Beschorner
n=32917: c32917(1111111111......) = 458220711079221550507 * c32896(2424838258......)
# ECM B1=11e3, sigma=58585866
n=83689: c83689(1111111111......) = 29504748691557915667 * c83669(3765872140......)
# ECM B1=2e3, sigma=2934024907
# 138450 of 200000 Φn(10) factorizations were cracked. 200000 個中 138450 個の Φn(10) の素因数が見つかりました。
# 13657 of 17984 Rprime factorizations were cracked. 17984 個中 13657 個の Rprime の素因数が見つかりました。
n=112103: c112096(1835466337......) = 415431630477518923 * c112078(4418215184......)
# P-1 B1=112103, B2=11210300, E=12
n=112901: c112880(4815002043......) = 24044534042075119733 * c112861(2002534977......)
# P-1 B1=112901, B2=11290100, E=12
n=113063: c113052(2660286055......) = 467946756412003573 * c113034(5685018689......)
# P-1 B1=113063, B2=11306300, E=12
n=113111: c113102(6986623256......) = 1230440151677168556881 * c113081(5678149601......)
# P-1 B1=113111, B2=11311100, E=12
n=113153: c113140(5045392233......) = 166283786170561688627 * c113120(3034205769......)
# P-1 B1=113153, B2=11315300, E=12
n=114161: c114154(1474673014......) = 38820213500892126403 * c114134(3798724637......)
# P-1 B1=114161, B2=11416100, E=12
n=114973: c114958(3244380324......) = 21146426712676267 * x114942(1534245179......)
n=114973: x114942(1534245179......) = 239064636509409089 * c114924(6417700257......)
# P-1 B1=114973, B2=11497300, E=12
n=116089: c116079(3140157689......) = 87106024454085126409 * c116059(3604983362......)
# P-1 B1=116089, B2=11608900, E=12
n=116341: c116333(3537210619......) = 32806092615051476970289 * c116311(1078217592......)
# P-1 B1=116341, B2=11634100, E=12
n=116483: c116466(9468572988......) = 1151302602195116471 * c116448(8224226167......)
# P-1 B1=116483, B2=11648300, E=12
n=116707: c116699(1262668174......) = 692107675906521403 * c116681(1824381116......)
# P-1 B1=116707, B2=11670700, E=12
n=116903: c116878(1732091195......) = 1850245580767492201 * c116859(9361412419......)
# P-1 B1=116903, B2=11690300, E=12
n=117241: c117220(6332098747......) = 17210210436854730187 * c117201(3679268635......)
# P-1 B1=117241, B2=11724100, E=12
n=117437: c117430(3153778325......) = 553378050198109867637 * c117409(5699138815......)
# P-1 B1=117437, B2=11743700, E=12
n=117797: c117785(3946194436......) = 3615426282631527521 * c117767(1091488009......)
# P-1 B1=117797, B2=11779700, E=12
n=117841: c117829(1968664088......) = 61383828105757673384563 * c117806(3207138018......)
# P-1 B1=117841, B2=11784100, E=12
n=117851: c117840(2028674152......) = 79727751450189079 * c117823(2544501902......)
# P-1 B1=117851, B2=11785100, E=12
n=117991: c117942(2062135707......) = 33593057483469973 * c117925(6138577020......)
# P-1 B1=117991, B2=11799100, E=12
n=118037: c118026(6070554252......) = 355588366245644829169 * c118006(1707185844......)
# P-1 B1=118037, B2=11803700, E=12
n=118163: c118155(2436063853......) = 1292185450877141917 * c118137(1885227737......)
# P-1 B1=118163, B2=11816300, E=12
n=118751: c118734(3165662161......) = 16177085735747982041 * c118715(1956880376......)
# P-1 B1=118751, B2=11875100, E=12
n=128941: c128918(6375925383......) = 1854046815955227032609 * c128897(3438923617......)
# P-1 B1=128941, B2=12894100, E=12
n=129061: c129052(2759356856......) = 289052808899136274535551 * c129028(9546203224......)
# P-1 B1=129061, B2=12906100, E=12
n=129083: c129075(6423675839......) = 353693395801447249 * c129058(1816170704......)
# P-1 B1=129083, B2=12908300, E=12
n=129097: c129085(1260231320......) = 416283372278812521547 * c129064(3027340039......)
# P-1 B1=129097, B2=12909700, E=12
n=129221: c129206(4675452825......) = 15845532112217119591 * c129187(2950644252......)
# P-1 B1=129221, B2=12922100, E=12
n=129593: c129575(1605350486......) = 19055039954154161 * c129558(8424807771......)
# P-1 B1=129593, B2=12959300, E=12
n=129607: c129576(3760455352......) = 3241266801629166031 * c129558(1160180751......)
# P-1 B1=129607, B2=12960700, E=12
n=130171: c130164(8535774155......) = 16981939371402607991 * c130145(5026383599......)
# P-1 B1=130171, B2=13017100, E=12
n=130279: c130264(1493405309......) = 52696041858421853 * c130247(2833999018......)
# P-1 B1=130279, B2=13027900, E=12
n=130483: c130433(7013842490......) = 54579623317334431 * c130417(1285066122......)
# P-1 B1=130483, B2=13048300, E=12
n=131909: c131887(7907870610......) = 118587798504807413 * c131870(6668367833......)
# P-1 B1=131909, B2=13190900, E=12
n=131941: c131930(2236832696......) = 230552088528185533 * c131912(9702070843......)
# P-1 B1=131941, B2=13194100, E=12
n=132019: c131975(7759404391......) = 156619183095646837 * c131958(4954312899......)
# P-1 B1=132019, B2=13201900, E=12
n=132109: c132096(9681602884......) = 50659597035956521 * c132080(1911109335......)
# P-1 B1=132109, B2=13210900, E=12
n=132299: c132278(5167307241......) = 856614861133203569 * c132260(6032240947......)
# P-1 B1=132299, B2=13229900, E=12
n=132707: c132676(5797525240......) = 30315377719844317 * x132660(1912404092......)
n=132707: x132660(1912404092......) = 90388058961945439 * c132643(2115770726......)
# P-1 B1=132707, B2=13270700, E=12
n=132953: c132925(3154080532......) = 777245336416396083671 * c132904(4058024391......)
# P-1 B1=132953, B2=13295300, E=12
n=133069: c133050(2059838610......) = 371228489143525957 * c133032(5548708331......)
# P-1 B1=133069, B2=13306900, E=12
n=133097: c133087(3777776446......) = 286463317340831221477 * c133067(1318764469......)
# P-1 B1=133097, B2=13309700, E=12
n=133153: c133129(3184629972......) = 176077184850026367991 * c133109(1808655661......)
# P-1 B1=133153, B2=13315300, E=12
n=146743: c146703(3967607404......) = 3418491883616464693681 * c146682(1160630927......)
# P-1 B1=146743, B2=14674300, E=12
n=146819: c146779(6426321284......) = 28808547814909585088603 * c146757(2230699487......)
# P-1 B1=146819, B2=14681900, E=12
n=146893: c146885(6635161724......) = 105628272650030976178769 * c146862(6281615289......)
# P-1 B1=146893, B2=14689300, E=12
n=146941: c146923(7432201482......) = 8891997474941483323 * c146904(8358303635......)
# P-1 B1=146941, B2=14694100, E=12
n=147151: c147144(1301865830......) = 344136080316845797 * c147126(3782997205......)
# P-1 B1=147151, B2=14715100, E=12
n=147227: c147218(1704364245......) = 16890012351290315117 * c147199(1009095914......)
# P-1 B1=147227, B2=14722700, E=12
n=147331: c147324(1639477489......) = 915364154332559369 * c147306(1791065864......)
# P-1 B1=147331, B2=14733100, E=12
n=147391: c147376(1639309406......) = 379496057145830123 * c147358(4319700758......)
# P-1 B1=147391, B2=14739100, E=12
n=147457: c147447(9727799338......) = 1147312651289835637 * c147429(8478769346......)
# P-1 B1=147457, B2=14745700, E=12
n=147487: c147480(2690578157......) = 13171805649056276401 * c147461(2042679818......)
# P-1 B1=147487, B2=14748700, E=12
n=148073: c148051(4409141257......) = 2235327576103612387 * c148033(1972481038......)
# P-1 B1=148073, B2=14807300, E=12
n=148123: c148107(1556687488......) = 70357875522396674019622123 * c148081(2212527704......)
# P-1 B1=148123, B2=14812300, E=12
n=148171: c148164(1630183087......) = 1139591029853287129 * c148146(1430498349......)
# P-1 B1=148171, B2=14817100, E=12
n=148763: c148753(8000216120......) = 4621923490509716159 * c148735(1730927856......)
# P-1 B1=148763, B2=14876300, E=12
n=148783: c148776(1131514697......) = 246970675117191241 * c148758(4581575107......)
# P-1 B1=148783, B2=14878300, E=12
n=106363: c106356(8705331745......) = 34430856432299681 * c106340(2528351789......)
# P-1 B1=106363, B2=10636300, E=12
n=106727: c106696(2632498886......) = 177056480819775559 * c106679(1486813063......)
# P-1 B1=106727, B2=10672700, E=12
n=107101: c107052(7031770504......) = 11120806778891683986317 * c107030(6323075874......)
# P-1 B1=107101, B2=10710100, E=12
n=107449: c107443(2585199782......) = 261111772537419087855037 * c107419(9900740046......)
# P-1 B1=107449, B2=10744900, E=12
n=107843: c107831(2986836122......) = 49445691892124708231 * c107811(6040639757......)
# P-1 B1=107843, B2=10784300, E=12
n=107867: c107840(2976117140......) = 343727748968885839 * c107822(8658355774......)
# P-1 B1=107867, B2=10786700, E=12
n=108571: c108552(1406806187......) = 269356570061355939361 * c108531(5222839698......)
# P-1 B1=108571, B2=10857100, E=12
n=108677: c108656(5679815012......) = 10463871196837525392501311 * c108631(5428024586......)
# P-1 B1=108677, B2=10867700, E=12
n=109229: c109206(4966078328......) = 168393123037950557 * c109189(2949098062......)
# P-1 B1=109229, B2=10922900, E=12
n=109313: c109300(2641612989......) = 62291172402409032305433841 * c109274(4240750153......)
# P-1 B1=109313, B2=10931300, E=12
n=109391: c109378(3095083070......) = 544827956830981729 * c109360(5680844810......)
# P-1 B1=109391, B2=10939100, E=12
n=109481: c109475(5074424040......) = 634200727778107591 * c109457(8001290156......)
# P-1 B1=109481, B2=10948100, E=12
n=109639: c109632(3619380581......) = 23475557980904507 * c109616(1541765518......)
# P-1 B1=109639, B2=10963900, E=12
n=110563: c110556(8374639147......) = 86931524360193413027 * c110536(9633604390......)
# P-1 B1=110563, B2=11056300, E=12
n=111409: c111393(2028960269......) = 48318572037913921 * c111376(4199131272......)
# P-1 B1=111409, B2=11140900, E=12
n=111443: c111427(2003114047......) = 20410398629602025507 * c111407(9814183854......)
# P-1 B1=111443, B2=11144300, E=12
n=125053: c125032(3484827698......) = 91438498323308557 * c125015(3811116501......)
# P-1 B1=125053, B2=12505300, E=12
n=125221: c125211(1274116347......) = 18520691359470114539723 * c125188(6879421091......)
# P-1 B1=125221, B2=12522100, E=12
n=125743: c125723(3913672234......) = 313405440773533001 * c125706(1248756953......)
# P-1 B1=125743, B2=12574300, E=12
n=125933: c125917(2543813505......) = 2652052506181954128881 * c125895(9591867051......)
# P-1 B1=125933, B2=12593300, E=12
n=126241: c126221(5323272926......) = 50211524861115991 * c126205(1060169541......)
# P-1 B1=126241, B2=12624100, E=12
n=126611: c126604(7313150646......) = 212997923552528249 * c126587(3433437530......)
# P-1 B1=126611, B2=12661100, E=12
n=127031: c127016(8896035833......) = 8639363392114261954249 * c126995(1029709647......)
# P-1 B1=127031, B2=12703100, E=12
n=127447: c127441(1453034932......) = 371706967051871929 * c127423(3909087160......)
# P-1 B1=127447, B2=12744700, E=12
n=127669: c127656(7746453174......) = 23828878051428880321 * c127637(3250867773......)
# P-1 B1=127669, B2=12766900, E=12
n=127717: c127704(7969279836......) = 50574008279035277 * c127688(1575765913......)
# P-1 B1=127717, B2=12771700, E=12
n=127873: c127843(8515075930......) = 18494341495504235693444237 * c127818(4604151995......)
# P-1 B1=127873, B2=12787300, E=12
n=128119: c128097(4488929070......) = 68046956384709083 * c128080(6596810950......)
# P-1 B1=128119, B2=12811900, E=12
n=142981: c142974(1494430623......) = 41244845527489361 * c142957(3623314875......)
# P-1 B1=142981, B2=14298100, E=12
n=143387: c143345(2619897386......) = 10231784875090016279 * c143326(2560547762......)
# P-1 B1=143387, B2=14338700, E=12
n=143413: c143390(6081829282......) = 519172242571407211239326641121 * c143361(1171447312......)
# P-1 B1=143413, B2=14341300, E=12
n=143629: c143619(1410954307......) = 12547963518333991049 * c143600(1124448843......)
# P-1 B1=143629, B2=14362900, E=12
n=143791: c143776(4738937384......) = 1668143659739567917 * c143758(2840844885......)
# P-1 B1=143791, B2=14379100, E=12
n=144379: c144373(1923945288......) = 101171374425891609677 * c144353(1901669616......)
# P-1 B1=144379, B2=14437900, E=12
n=144709: c144696(5516297410......) = 212448848637492277271 * c144676(2596529680......)
# P-1 B1=144709, B2=14470900, E=12
n=144719: c144699(2410567351......) = 491044192079571027533 * c144678(4909063970......)
# P-1 B1=144719, B2=14471900, E=12
n=145193: c145169(2756318342......) = 495782908958867707747159 * c145145(5559526745......)
# P-1 B1=145193, B2=14519300, E=12
n=145259: c145248(2661951976......) = 124249357980260551 * c145231(2142427148......)
# P-1 B1=145259, B2=14525900, E=12
n=145283: c145246(7334884839......) = 14647242115179247207027 * c145224(5007690036......)
# P-1 B1=145283, B2=14528300, E=12
n=145451: c145417(5200543054......) = 72874930260966787 * x145400(7136258018......)
n=145451: x145400(7136258018......) = 3641466977477063219039417843 * c145373(1959720646......)
# P-1 B1=145451, B2=14545100, E=12
n=145477: c145461(2143135935......) = 769315344235740373 * x145443(2785770427......)
n=145477: x145443(2785770427......) = 966087412799511133 * c145425(2883559386......)
# P-1 B1=145477, B2=14547700, E=12
n=145679: c145658(6073339063......) = 88214634914833662886969 * c145635(6884729579......)
# P-1 B1=145679, B2=14567900, E=12
n=24466: p11262(8383530241......) is definitely prime.
# Certification is available at: http://stdkmd.com/nrr/cert/Phi/#CERT_PHI_24466_10
# See also http://stdkmd.com/nrr/repunit/prpfactors.htm
n=100363: c100355(8140384446......) = 243547885323477919 * c100338(3342416394......)
n=101117: c101107(3510886000......) = 28400468744236201 * c101091(1236207061......)
n=101281: c101271(9021856906......) = 24447948200422237 * c101255(3690230702......)
n=101323: c101301(6151556770......) = 30900807989155210750835563 * c101276(1990743016......)
n=101449: c101440(8373402597......) = 109349199372108719 * c101423(7657488711......)
n=101833: c101810(4390010389......) = 6579992844624394241 * c101791(6671755567......)
n=102233: c102221(6366314491......) = 46351809978860041 * c102205(1373476999......)
n=102829: c102813(5522007603......) = 383933395852335378085403 * c102790(1438272279......)
n=103391: c103356(6128909673......) = 3841454445107702573 * c103338(1595465925......)
n=103451: c103419(7756179525......) = 886547599777384029684431 * c103395(8748745727......)
n=103567: c103557(1920454689......) = 186533387309642563 * c103540(1029550107......)
n=104053: c104034(4140617047......) = 3327716441221292693 * c104016(1244281813......)
n=104323: c104302(2916682434......) = 2428623737980574526911 * c104281(1200961017......)
n=104773: c104762(2841531742......) = 894728251910179283 * c104744(3175860085......)
n=106417: c106409(3728966081......) = 25934767166560757 * c106393(1437825162......)
n=106537: c106526(1642147559......) = 203847522768578239 * c106508(8055764120......)
n=107699: c107670(5894136417......) = 21448094930677559 * x107654(2748093215......)
n=107699: x107654(2748093215......) = 105897013210350721 * c107637(2595062063......)
n=109037: c109028(3228840564......) = 380018823551189107 * c109010(8496527974......)
n=109453: c109443(7909841583......) = 128771463926311267 * c109426(6142542254......)
n=109751: c109738(1164701533......) = 141360707169547813 * c109720(8239216945......)
n=110161: c110148(5513862000......) = 79317201863903403336660719 * c110122(6951659754......)
n=110813: c110772(1821277281......) = 8580029355406067963161 * c110750(2122693532......)
n=111187: c111168(2356979891......) = 19527645799978031 * c111152(1206996437......)
n=111799: c111781(3047522998......) = 6111576320005736917 * c111762(4986476220......)
n=112061: c112054(1502308078......) = 29934027770941582573 * c112034(5018730155......)
n=112919: c112913(4919925748......) = 24134958199007881 * c112897(2038506016......)
n=113989: c113977(8206524489......) = 7387431264262552196875637 * c113953(1110876595......)
n=114041: c114030(2360929679......) = 84720399457005173 * c114013(2786731052......)
n=115657: c115621(6524519387......) = 17424876156408597161 * c115602(3744370593......)
n=115727: c115699(1327802368......) = 68178033454860089 * c115682(1947551581......)
n=116159: c116107(3995566145......) = 250218182682079597 * c116090(1596832853......)
n=116681: c116672(2132252481......) = 40077055050467111 * c116655(5320382145......)
n=117041: c116994(1190232562......) = 1298901775743704598523957 * c116969(9163376206......)
n=117133: c117126(7904905254......) = 122263716274060135133 * c117106(6465454752......)
n=117709: c117702(4290668598......) = 109647886023381429356167529 * c117676(3913133899......)
n=117937: c117929(1276588851......) = 570403434723716401 * c117911(2238045519......)
n=121157: c121132(7246743088......) = 819268111679139441173 * c121111(8845386492......)
n=121189: c121168(1974109612......) = 20153177087076359 * c121151(9795525558......)
n=121309: c121272(8160605039......) = 450023365441716203 * c121255(1813373630......)
n=121403: c121370(2075440635......) = 5129916634649794751 * c121351(4045758991......)
n=121559: c121529(9167941053......) = 29307546015075079 * c121513(3128184478......)
n=122509: c122482(3307184863......) = 104997638527513883 * c122465(3149770708......)
n=122761: c122754(1885626886......) = 219851304697015446929 * c122733(8576828274......)
n=123373: c123362(3949945373......) = 61986809043554123 * c123345(6372235374......)
n=125113: c125105(5163290801......) = 3446366815687362875293 * c125084(1498183762......)
n=125407: c125398(4159643457......) = 29608912153013311 * c125382(1404861967......)
n=126641: c126634(2088977620......) = 184141483589330521 * c126617(1134441614......)
n=127277: c127266(2123517566......) = 111814838017346469413 * c127246(1899137542......)
n=127301: c127273(8878211700......) = 267626056019290879 * c127256(3317394364......)
n=127649: c127636(1540987055......) = 238815261445195241 * c127618(6452632239......)
n=127711: c127689(3677121707......) = 3133754117327601841 * c127671(1173391903......)
n=127763: c127732(5290349112......) = 33359009267638289 * c127716(1585883162......)
n=128153: c128113(1881054717......) = 625740966027819437 * c128095(3006123651......)
n=128327: c128314(8737988350......) = 2659462995297012436799 * c128293(3285621332......)
n=128951: c128933(2890376220......) = 975579814910305926721 * c128912(2962726551......)
n=128959: c128951(1317431612......) = 19435004856140551 * c128934(6778653373......)
n=128993: c128981(1112941041......) = 248009317657405957 * c128963(4487496888......)
n=129193: c129186(1023856711......) = 1744267166926899787 * c129167(5869838810......)
n=129887: c129860(5792684464......) = 2376516673828603877 * c129842(2437468471......)
n=129967: c129942(1472970637......) = 18538133073047302151 * c129922(7945625548......)
n=130489: c130479(3742847966......) = 25616253365254742963 * c130460(1461122324......)
n=131171: c131157(4377421953......) = 4838529025432710917 * c131138(9047009805......)
n=132229: c132218(2993413440......) = 22736329377967801 * c132202(1316577267......)
n=132523: c132509(2418446080......) = 1199288791199333147 * c132491(2016566900......)
n=132589: c132537(2057305661......) = 108450628548002171653 * c132517(1896997452......)
n=132701: c132695(4186505469......) = 63476685572115722563 * c132675(6595343521......)
n=132751: c132716(4175747539......) = 31601982325881283 * c132700(1321356203......)
n=133201: c133187(9668210565......) = 111741675303404231 * c133170(8652287107......)
n=133283: c133267(1038778621......) = 32348627986112689 * c133250(3211198391......)
n=133451: c133410(3677277673......) = 1971959880927431249 * c133392(1864783208......)
n=135077: c135064(4677896453......) = 46052310816250597 * c135048(1015778876......)
n=135181: c135168(1320802479......) = 5804251792659273689 * c135149(2275577501......)
n=135241: c135220(1319207400......) = 11134927304379525671 * c135201(1184747205......)
n=136027: c136017(1037509588......) = 165696311189129639626627 * c135993(6261512890......)
n=136621: c136611(4621958878......) = 134947546175383001 * c136594(3425004017......)
n=136733: c136718(1330355530......) = 526406356662223819340827 * c136694(2527240626......)
n=137723: c137714(6645571376......) = 91436287069142207369 * c137694(7267980349......)
n=140171: c140162(1782110133......) = 2405309792672611387 * c140143(7409066967......)
n=140333: c140320(5216698323......) = 866954461306417717 * c140302(6017269137......)
n=140407: c140382(2407763951......) = 40659925775000533 * c140365(5921712610......)
n=140527: c140493(2993268228......) = 234851002448888677 * x140476(1274539259......)
n=140527: x140476(1274539259......) = 683612015726578044809 * c140455(1864419042......)
n=141619: c141589(7650423691......) = 45421978013474449 * c141573(1684299985......)
n=141649: c141636(2696247404......) = 696948884537273369 * c141618(3868644408......)
n=141761: c141747(1645525306......) = 976032562989744761 * c141729(1685932794......)
n=143711: c143700(1391340204......) = 16096621985986788677603 * c143677(8643678190......)
n=143953: c143937(4415960703......) = 8455014073810341161 * c143918(5222889832......)
n=144341: c144335(3848896925......) = 692661273012348799 * c144317(5556679830......)
n=144541: c144506(6382354977......) = 275175964751228227 * c144489(2319372254......)
n=145949: c145932(1853859554......) = 47368158035806024009 * c145912(3913725234......)
n=146521: c146476(2622723173......) = 1115867030396308163 * c146458(2350390415......)
n=146581: c146570(7675359550......) = 14205160660844990191 * c146551(5403219107......)
n=146933: c146918(4385012009......) = 995053432436856997 * c146900(4406810595......)
n=147311: c147300(1363452904......) = 157154705168492519 * c147282(8675864353......)
n=148483: c148448(9249877731......) = 3117060179908136677 * c148430(2967500528......)
n=149269: c149238(8840152243......) = 119723437945934311 * c149221(7383810885......)
n=149749: c149730(4749801555......) = 436150744834071653 * c149713(1089027500......)
n=150067: c150053(1292997503......) = 26723997567159329 * c150036(4838338652......)
n=150077: c150050(2202548345......) = 543066259324764162917889917 * c150023(4055763561......)
n=150197: c150182(1702850076......) = 459952843419880693 * c150164(3702227524......)
n=150221: c150213(6376301257......) = 46858218077119591 * c150197(1360764774......)
n=150343: c150321(1725720285......) = 23326422704611708427 * c150301(7398135187......)
n=150407: c150387(2398194949......) = 154775783645163529 * c150370(1549463936......)
n=150659: c150653(3687491034......) = 7555121881410498049 * c150634(4880782987......)
n=151171: c151158(9427355370......) = 1316212649961970001 * c151140(7162486525......)
n=151279: c151266(1556126333......) = 49960218698621551 * c151249(3114730826......)
n=151471: c151463(1135521797......) = 158968582490354591 * c151445(7143057956......)
n=151561: c151547(4253798207......) = 81786515355310001 * c151530(5201099703......)
n=100547: c100535(2974569892......) = 51320749972757413 * c100518(5796037457......)
# P-1 B1=100547, B2=10054700, E=12
n=100907: c100891(4000707955......) = 350480724102741917 * c100874(1141491579......)
# P-1 B1=100907, B2=10090700, E=12
n=101273: c101263(2360973664......) = 224540062647234819853 * c101243(1051471009......)
# P-1 B1=101273, B2=10127300, E=12
n=101723: c101707(4213555657......) = 38099572236244867 * c101691(1105932536......)
# P-1 B1=101723, B2=10172300, E=12
n=102023: c102016(1944783663......) = 113418920409115159 * c101999(1714690685......)
# P-1 B1=102023, B2=10202300, E=12
n=102337: c102330(6031871322......) = 1136611817743299923111 * c102309(5306887741......)
# P-1 B1=102337, B2=10233700, E=12
n=102461: c102443(5006882435......) = 225458922045221295853 * c102423(2220751518......)
# P-1 B1=102461, B2=10246100, E=12
n=120209: c120198(4207710019......) = 23571339920615449 * x120182(1785095812......)
n=120209: x120182(1785095812......) = 40702360009109636112157 * c120159(4385730489......)
# P-1 B1=120209, B2=12020900, E=12
n=120331: c120322(1054085545......) = 19898286815505672001 * c120302(5297368339......)
# P-1 B1=120331, B2=12033100, E=12
n=120551: c120526(2067135876......) = 134389751820585676963 * c120506(1538164814......)
# P-1 B1=120551, B2=12055100, E=12
n=120577: c120570(1706472090......) = 3002998672102412041 * c120551(5682560257......)
# P-1 B1=120577, B2=12057700, E=12
n=120833: c120827(4597694807......) = 79670409416595961896605938971188364397 * c120789(5770893913......)
# P-1 B1=120833, B2=12083300, E=12
n=120937: c120923(4788781319......) = 64499797219109831 * c120906(7424490504......)
# P-1 B1=120937, B2=12093700, E=12
n=121067: c121045(5424296062......) = 150254135031861317609 * c121025(3610081054......)
# P-1 B1=121067, B2=12106700, E=12
n=121357: c121349(1956351095......) = 29521386410719921 * x121332(6626894375......)
n=121357: x121332(6626894375......) = 112376238797064293 * c121315(5897060131......)
# P-1 B1=121357, B2=12135700, E=12
n=140057: c140048(1642500610......) = 801743663209935404345173 * c140024(2048660545......)
# P-1 B1=140057, B2=14005700, E=12
n=140167: c140154(3366324867......) = 19110534851851465957799 * c140132(1761502173......)
# P-1 B1=140167, B2=14016700, E=12
n=140593: c140571(6966782698......) = 144508792556681191 * c140554(4821009556......)
# P-1 B1=140593, B2=14059300, E=12
n=140717: c140708(2295368827......) = 245711706950572773511 * c140687(9341715363......)
# P-1 B1=140717, B2=14071700, E=12
n=102929: c102920(1968440492......) = 47569721011064477803 * c102900(4138011429......)
# P-1 B1=102929, B2=10292900, E=12
n=102953: c102947(1798732289......) = 385492289658090401 * c102929(4666065541......)
# P-1 B1=102953, B2=10295300, E=12
n=103183: c103176(8973621411......) = 1464392827018013150483 * c103155(6127878562......)
# P-1 B1=103183, B2=10318300, E=12
n=103657: c103636(1183911049......) = 210534915179802799 * c103618(5623347787......)
# P-1 B1=103657, B2=10365700, E=12
n=103687: c103634(5215255346......) = 49758087855071620337561 * c103612(1048122138......)
# P-1 B1=103687, B2=10368700, E=12
n=103787: c103753(8847975133......) = 25722811587574799 * c103737(3439738732......)
# P-1 B1=103787, B2=10378700, E=12
n=104597: c104585(6680583102......) = 4249157561369285321 * c104567(1572213552......)
# P-1 B1=104597, B2=10459700, E=12
n=104849: c104838(1882442985......) = 6135326330245329787 * c104819(3068203522......)
# P-1 B1=104849, B2=10484900, E=12
n=105137: c105129(5284110533......) = 240155046823833853 * c105112(2200291271......)
# P-1 B1=105137, B2=10513700, E=12
n=105167: c105155(3499312032......) = 1344571527209052542761 * c105134(2602548069......)
# P-1 B1=105167, B2=10516700, E=12
n=105199: c105193(1056198305......) = 3921422677905819277 * c105174(2693405918......)
# P-1 B1=105199, B2=10519900, E=12
n=105239: c105215(3892825569......) = 4639954451935304267 * c105196(8389792637......)
# P-1 B1=105239, B2=10523900, E=12
n=106181: c106165(2329033065......) = 357607331329069782916693 * c106141(6512822477......)
# P-1 B1=106181, B2=10618100, E=12
n=121867: c121853(6130345828......) = 482502178859809493591 * c121833(1270532258......)
# P-1 B1=121867, B2=12186700, E=12
n=122839: c122833(2261311248......) = 22010034707181276001 * c122814(1027400128......)
# P-1 B1=122839, B2=12283900, E=12
n=123259: c123252(2146295308......) = 1430238864459575296879399 * c123228(1500655143......)
# P-1 B1=123259, B2=12325900, E=12
n=123419: c123400(3463523514......) = 45068239735128608681 * c123380(7685064991......)
# P-1 B1=123419, B2=12341900, E=12
n=123931: c123909(1812496922......) = 9836691305802487336631 * c123887(1842587986......)
# P-1 B1=123931, B2=12393100, E=12
n=124171: c124163(5027097286......) = 69883861287109003 * c124146(7193502467......)
# P-1 B1=124171, B2=12417100, E=12
n=142067: c142043(6114763981......) = 11986277094251238641 * c142024(5101470568......)
# P-1 B1=142067, B2=14206700, E=12
n=142157: c142142(2705809624......) = 623787864745023533 * c142124(4337708020......)
# P-1 B1=142157, B2=14215700, E=12
n=142453: c142447(1949957461......) = 238304476587507404831 * c142426(8182630429......)
# P-1 B1=142453, B2=14245300, E=12
n=142559: c142553(3897008305......) = 1033357774588244098157 * c142532(3771209160......)
# P-1 B1=142559, B2=14255900, E=12
n=142699: c142691(7209626679......) = 887745124786593828871 * c142670(8121279947......)
# P-1 B1=142699, B2=14269900, E=12
n=142733: c142715(2279980776......) = 112778041324421070439 * c142695(2021653107......)
# P-1 B1=142733, B2=14273300, E=12
n=142907: c142884(5031242435......) = 438873810669589769 * c142867(1146398420......)
# P-1 B1=142907, B2=14290700, E=12
Largest known factors that appear after the previous one 1 n=786: 22470645744200057762885095342697894721605325430609487291715500041029950763944163993319007373686738769124162721892380653 (Serge Batalov and Bruce Dodson / Aug 12, 2009) 2 n=1540M: 647799461893729229242068652342456021003805852058736425973158141325454469108253161834095467738437014341 (NFS@Home / Sep 18, 2013) 3 n=2340L: 115284867007350163446080337858601272900571486836544519515961 (Polybius / Oct 11, 2013) 4 n=2700M: 156769564119516597956194927133905066434402684839835301 (Mr. Hankey / Aug 18, 2013) 5 n=5100L: 185898550709887865845976723509058449254706894935901 (Frank Boerner / Jun 28, 2010) 6 n=13980M: 21166873440679239162423181074773929272724025103001 (Kurt Beschorner / Jul 14, 2011) 7 n=82700L: 7732652742988151960568776872507813340801 (Alfred Reich / Dec 12, 2010) 8 n=120833: 79670409416595961896605938971188364397 (Maksym Voznyy / Nov 27, 2015) 9 n=199700M: 16745944922383579468094190800250901 (Serge Batalov / Jul 6, 2015) 10 n=199900L: 612937240365283738637341628923301 (Serge Batalov / Jul 6, 2015) 11 n=199940L: 37392384580207183395063521 (Serge Batalov / Jul 6, 2015) 12 n=199996: 599236237566764612695261 (Serge Batalov / Jul 7, 2015) 13 n=199999: 35434773177895836763 (Serge Batalov / Jul 6, 2015) 14 n=200000: 572400001 (Makoto Kamada / Apr 1, 2015)
n=64237: c64237(1111111111......) = 3757670760951053 * c64221(2956914487......)
# P-1 B1=6423700, B2=642370000, E=12
# 138448 of 200000 Φn(10) factorizations were cracked. 200000 個中 138448 個の Φn(10) の素因数が見つかりました。
# 13655 of 17984 Rprime factorizations were cracked. 17984 個中 13655 個の Rprime の素因数が見つかりました。
n=41550: p11034(3760490463......) is definitely prime.
# Certification is available at: http://stdkmd.com/nrr/cert/Phi/#CERT_PHI_41550_10
# See also http://stdkmd.com/nrr/repunit/prpfactors.htm
n=108161: c108161(1111111111......) = 33903586057447287679 * c108141(3277267216......)
# P-1 B1=1081610, B2=108161000, E=12
# 138447 of 200000 Φn(10) factorizations were cracked. 200000 個中 138447 個の Φn(10) の素因数が見つかりました。
# 13654 of 17984 Rprime factorizations were cracked. 17984 個中 13654 個の Rprime の素因数が見つかりました。
# via Kurt Beschorner
n=31013: c31013(1111111111......) = 1877223197396772613 * c30994(5918907845......)
# ECM B1=11e3, sigma=2264645881
n=31357: c31357(1111111111......) = 22633725879199526905013 * c31334(4909095025......)
# ECM B1=11e3, sigma=292981857
n=32089: c32089(1111111111......) = 10348857654072351197197 * c32067(1073655806......)
# ECM B1=11e3, sigma=3848844093
n=81509: c81509(1111111111......) = 13677748217434409 * c81492(8123494404......)
# ECM B1=2e3, sigma=443618828
# 138446 of 200000 Φn(10) factorizations were cracked. 200000 個中 138446 個の Φn(10) の素因数が見つかりました。
# 13653 of 17984 Rprime factorizations were cracked. 17984 個中 13653 個の Rprime の素因数が見つかりました。
n=125287: c125287(1111111111......) = 2143946901529715816243 * c125265(5182549578......)
# P-1 B1=1252870, B2=125287000, E=12
# 138442 of 200000 Φn(10) factorizations were cracked. 200000 個中 138442 個の Φn(10) の素因数が見つかりました。
# 13649 of 17984 Rprime factorizations were cracked. 17984 個中 13649 個の Rprime の素因数が見つかりました。
n=160079: c160042(1198687897......) = 200405920522102710733 * c160021(5981299825......)
n=187573: c187551(8645831742......) = 29751467170436936575448689 * c187526(2906018615......)
n=103703: c103703(1111111111......) = 1633257310896728213197 * c103681(6803037731......)
n=106861: c106861(1111111111......) = 42542091992990713009 * c106841(2611792366......)
n=106993: c106993(1111111111......) = 25037359237767749729 * c106973(4437812712......)
n=112337: c112337(1111111111......) = 131633338755064905797 * c112316(8440955168......)
n=113497: c113476(8057414690......) = 69140825461868782319 * c113457(1165362813......)
n=113591: c113591(1111111111......) = 2861703929970606361 * c113572(3882690656......)
n=114031: c114031(1111111111......) = 2487286340487964199 * c114012(4467162035......)
n=115547: c115547(1111111111......) = 62408175278850578399 * c115527(1780393523......)
n=118747: c118725(1257715754......) = 90048858669436176726880737877 * c118696(1396703715......)
# 138441 of 200000 Φn(10) factorizations were cracked. 200000 個中 138441 個の Φn(10) の素因数が見つかりました。
# 13648 of 17984 Rprime factorizations were cracked. 17984 個中 13648 個の Rprime の素因数が見つかりました。
n=193369: x175763(7611565199......) is composite
n=193374: x64430(1927585372......) is composite
n=193376: x96666(6464086504......) is composite
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n=193378: x93525(3688927156......) is composite
n=193382: x78389(1518261641......) is composite
n=193383: x128899(2458030925......) is composite
n=193384: x92389(1536602097......) is composite
n=193385: x154694(7952794311......) is composite
n=193386: x63735(6489607880......) is composite
n=193388: x89213(2149183750......) is composite
n=193390: x76082(8124224003......) is composite
n=193391: x175782(1244886943......) is composite
n=193392: x59887(7962100979......) is composite
n=193395: x103128(2465417175......) is composite
n=193397: x183024(4351365288......) is composite
n=193400: x77268(6248928405......) is composite
n=193401: x108857(3231627443......) is composite
n=193403: x165719(1092098805......) is composite
n=193405: x151228(1223642612......) is composite
n=193406: x96697(1566806514......) is composite
n=193408: x96634(8617354144......) is composite
n=193409: x175669(2391427315......) is composite
n=193414: x86681(1857799655......) is composite
n=193415: x152782(2709975297......) is composite
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n=199731: x114109(2956823655......) is composite
n=199733: x181434(1854327069......) is composite
n=199735: x155895(2201199272......) is composite
n=199738: x77755(4551394569......) is composite
n=199742: x99856(7446410554......) is composite
n=199743: x131913(2464255204......) is composite
n=199744: x99818(1294904374......) is composite
n=199745: x126126(1310589588......) is composite
n=199754: x99868(2033535446......) is composite
n=199755: x101367(1002149403......) is composite
n=199756: x99869(2252973599......) is composite
n=199758: x61131(7313218842......) is composite
n=199759: x171201(8569268271......) is composite
n=199763: x194319(3929303004......) is composite
n=199766: x80991(3009376676......) is composite
n=199772: x99866(2996980783......) is composite
n=199775: x155991(3104876188......) is composite
n=199776: x66546(4182268198......) is composite
n=199779: x133169(1482294378......) is composite
n=199781: x190560(1355764083......) is composite
n=199782: x60465(1804296290......) is composite
n=199784: x85984(8279920142......) is composite
n=199786: x99168(1256733518......) is composite
n=199789: x198690(3366464341......) is composite
n=199791: x131019(3121709097......) is composite
n=199792: x99882(5005202858......) is composite
n=199793: x176783(1540725651......) is composite
n=199796: x98993(4212630040......) is composite
n=199797: x119226(3220771149......) is composite
n=199801: x152053(1067433634......) is composite
n=199802: x99875(5577773579......) is composite
n=199803: x133193(5367792318......) is composite
n=199805: x157686(2414768419......) is composite
n=199806: x66580(1590235543......) is composite
n=199808: x85236(5096127730......) is composite
n=199809: x132305(5958070555......) is composite
n=199810: x69866(2613779036......) is composite
n=199815: x82542(1394131995......) is composite
n=199818: x62587(4999529574......) is composite
n=199821: x130018(5039824085......) is composite
n=199822: x85587(3914010998......) is composite
n=199823: x174506(3180684047......) is composite
n=199826: x87588(8409245106......) is composite
n=199828: x99902(9756337775......) is composite
n=199829: x171269(1042558145......) is composite
n=199832: x99880(3900190381......) is composite
n=199833: x130843(2777312112......) is composite
n=199837: x176385(7097006215......) is composite
n=199838: x99139(2752222419......) is composite
n=199839: x128552(3560798272......) is composite
n=199840: x79867(1250999235......) is composite
n=199842: x63065(1185832625......) is composite
n=199843: x171281(6823538460......) is composite
n=199844: x97699(2526964715......) is composite
n=199846: x99900(1115942165......) is composite
n=199847: x191130(7505735632......) is composite
n=199848: x60464(1494606315......) is composite
n=199850: x68383(4765957714......) is composite
n=199852: x93983(1517823932......) is composite
n=199854: x66593(5105767771......) is composite
n=199855: x159871(2507131666......) is composite
n=199856: x99897(1674671868......) is composite
n=199859: x181675(2251581736......) is composite
n=199862: x92210(7876577890......) is composite
n=199863: x130407(1254178338......) is composite
n=199865: x157352(3761334557......) is composite
n=199866: x66606(2226576928......) is composite
n=199867: x198850(7504984560......) is composite
n=199868: x96426(1684444786......) is composite
n=199869: x125368(1501794922......) is composite
n=199870: x68631(1964771800......) is composite
n=199871: x171257(2533847897......) is composite
n=199874: x95897(4204329223......) is composite
n=199875: x95981(4209365084......) is composite
n=199876: x98775(1222969371......) is composite
n=199878: x57084(8134899134......) is composite
n=199879: x197788(4741241799......) is composite
n=199882: x99073(3450335341......) is composite
n=199884: x66598(7563968202......) is composite
n=199885: x137034(3474183722......) is composite
n=199886: x94041(1348808019......) is composite
n=199887: x133248(2022913365......) is composite
n=199891: x195585(8658564238......) is composite
n=199893: x127401(2135901894......) is composite
n=199894: x98729(4585763596......) is composite
n=199896: x66614(4629586568......) is composite
n=199897: x188151(2703510768......) is composite
n=199902: x66624(1279906662......) is composite
n=199903: x170875(1389561089......) is composite
n=199904: x99922(4206417129......) is composite
n=199906: x84208(1497759079......) is composite
n=199910: x79942(1054459753......) is composite
n=199915: x159920(1431920587......) is composite
n=199916: x91510(2811407317......) is composite
n=199918: x94674(2501024851......) is composite
n=199919: x193404(7057121120......) is composite
n=199921: x199902(1717597720......) is composite
n=199922: x99952(1621115135......) is composite
n=199924: x98989(7496708977......) is composite
n=199925: x145187(3723065356......) is composite
n=199930: x79954(2514284811......) is composite
n=199932: x66634(1122602660......) is composite
n=199934: x85674(6113124434......) is composite
n=199935: x106552(4106424887......) is composite
n=199936: x89583(9581633840......) is composite
n=199937: x177978(2137425014......) is composite
n=199941: x114229(1489366424......) is composite
n=199942: x99961(3753011232......) is composite
n=199943: x198637(5350631391......) is composite
n=199944: x66615(2346753186......) is composite
n=199949: x197330(1773376116......) is composite
n=199952: x99951(7070121673......) is composite
n=199953: x122964(2209023721......) is composite
n=199955: x131707(2250523466......) is composite
n=199959: x133287(8128822896......) is composite
n=199960: x79961(1553260938......) is composite
n=199963: x199004(1182570337......) is composite
n=199964: x99972(4662322293......) is composite
n=199965: x106632(5474276018......) is composite
n=199966: x92269(9169722986......) is composite
n=199967: x199950(2941768266......) is composite
n=199969: x152872(1533039580......) is composite
n=199971: x125359(5556965281......) is composite
n=199973: x198994(3641332179......) is composite
n=199975: x151194(3125420951......) is composite
n=199978: x99982(6494216218......) is composite
n=199981: x193477(1726920221......) is composite
n=199982: x99984(1748408768......) is composite
n=199986: x66652(2135596628......) is composite
n=199987: x198873(1630540738......) is composite
n=199989: x133145(3855611464......) is composite
# 0 factors are unidentified.
# via yoyo@home
n=1150: c426(5927178609......) = 32440834445441841472929305195997668063092782499890401 * c374(1827073412......)
# ECM B1=260000000, sigma=3310826492
n=170885: x114223(6003110320......) is composite
n=170888: x83192(3878310882......) is composite
n=170889: x113916(1996912267......) is composite
— Read more続きを読む —— Hide more続きを隠す —
n=170891: x146466(2925840959......) is composite
n=170893: x168470(6975804383......) is composite
n=170895: x91118(1022173629......) is composite
n=170897: x160708(2186696000......) is composite
n=170907: x103553(1814178827......) is composite
n=170908: x85440(1864331450......) is composite
n=170909: x170007(3919875126......) is composite
n=170912: x72549(7962989975......) is composite
n=170913: x108939(1623630701......) is composite
n=170914: x84472(1432766104......) is composite
n=170915: x136707(1263597136......) is composite
n=170920: x68347(1462816723......) is composite
n=170923: x167960(4986296300......) is composite
n=170925: x87352(1587211263......) is composite
n=170926: x70555(5318592147......) is composite
n=170927: x170910(2980863339......) is composite
n=170928: x56913(1352914061......) is composite
n=170930: x68360(4965523551......) is composite
n=170935: x128632(1183994830......) is composite
n=170936: x81645(8057031474......) is composite
n=170939: x167251(2632510332......) is composite
n=170943: x107920(2419296766......) is composite
n=170945: x135249(3021659924......) is composite
n=170947: x146498(2231815477......) is composite
n=170951: x155381(4142398993......) is composite
n=170954: x73252(6545756631......) is composite
n=170955: x87351(5470551457......) is composite
n=170960: x68340(4428345255......) is composite
n=170963: x157784(4066692913......) is composite
n=170964: x56940(1766822235......) is composite
n=170966: x84219(1695706979......) is composite
n=170968: x70553(6722370730......) is composite
n=170969: x157658(1219242385......) is composite
n=170972: x85478(2412916463......) is composite
n=170973: x102954(1329289987......) is composite
n=170975: x117107(9718408950......) is composite
n=170979: x113973(1100606296......) is composite
n=170981: x161947(1253369491......) is composite
n=170983: x168115(1315918372......) is composite
n=170988: x56986(5369852924......) is composite
n=170990: x68384(9702956797......) is composite
n=170992: x85479(3574710731......) is composite
n=170996: x70555(1930058948......) is composite
n=171002: x78902(1151529358......) is composite
n=171003: x91768(6183491061......) is composite
n=171004: x85490(2020229539......) is composite
n=171005: x130754(9020835025......) is composite
n=171009: x113995(1460447316......) is composite
n=171010: x58444(8386442467......) is composite
n=171011: x161272(7572619809......) is composite
n=171012: x56983(3937529350......) is composite
n=171015: x84071(1540324472......) is composite
n=171019: x161982(6783249376......) is composite
n=171022: x84898(3304790409......) is composite
n=171025: x136782(4425279766......) is composite
n=171028: x68624(1868267211......) is composite
n=171031: x143512(8899379941......) is composite
n=171032: x85505(2058547295......) is composite
n=171033: x111499(1081661549......) is composite
n=171035: x134773(2373895482......) is composite
n=171038: x69330(1476427675......) is composite
n=171039: x100795(1316804331......) is composite
n=171041: x154506(8120204359......) is composite
n=171045: x77742(1477161464......) is composite
n=171046: x85517(5314860296......) is composite
n=171050: x61994(6495757254......) is composite
n=171051: x104528(5602708409......) is composite
n=171052: x71034(2411787957......) is composite
n=171057: x107994(2495793688......) is composite
n=171059: x146570(2230847400......) is composite
n=171062: x85497(1457757263......) is composite
n=171063: x112169(6225160406......) is composite
n=171065: x136840(1043891001......) is composite
n=171068: x85523(2626617257......) is composite
n=171069: x112886(2229732188......) is composite
n=171070: x68412(8160155041......) is composite
n=171071: x155001(4706542575......) is composite
n=171073: x146614(3746637075......) is composite
n=171075: x91183(6512846423......) is composite
n=171078: x57012(9258575438......) is composite
n=171081: x114041(1824793487......) is composite
n=171082: x84665(1126035944......) is composite
n=171083: x152981(1347029726......) is composite
n=171086: x84744(1426012017......) is composite
n=171087: x97740(2284129711......) is composite
n=171089: x165534(1643880954......) is composite
n=171093: x101755(2632773603......) is composite
n=171095: x129590(6914893424......) is composite
n=171096: x57017(1068602632......) is composite
n=171097: x158922(1014693976......) is composite
n=171098: x85525(1150167545......) is composite
n=171099: x114042(1328311076......) is composite
n=171101: x146637(7505441427......) is composite
n=171102: x57020(9624567558......) is composite
n=171106: x78949(1247846120......) is composite
n=171109: x169733(4696254356......) is composite
n=171110: x67194(4829957959......) is composite
n=171111: x114065(1329547627......) is composite
n=171113: x169702(7589320780......) is composite
n=171115: x117306(4058306851......) is composite
n=171116: x77751(1529324721......) is composite
n=171117: x114061(5858392527......) is composite
n=171119: x157939(2629741204......) is composite
n=171122: x68923(1770840353......) is composite
n=171123: x114065(1421524000......) is composite
n=171127: x151771(1253723256......) is composite
n=171128: x85551(1181357617......) is composite
n=171130: x67364(6256182976......) is composite
n=171133: x162072(3510825788......) is composite
n=171135: x91231(4202171458......) is composite
n=171137: x167843(9432788366......) is composite
n=171139: x161034(5292629349......) is composite
n=171141: x114078(4090249314......) is composite
n=171142: x85565(1327975571......) is composite
n=171144: x57016(1259545755......) is composite
n=171145: x126324(4028482008......) is composite
n=171146: x84455(1285450684......) is composite
n=171147: x112617(2807868365......) is composite
n=171153: x114036(1444214445......) is composite
n=171154: x85565(3844093400......) is composite
n=171155: x136900(4203096292......) is composite
n=171158: x75929(7081884093......) is composite
n=171159: x112045(4736217169......) is composite
n=171164: x73334(9073925152......) is composite
n=171165: x91274(4632073633......) is composite
n=171166: x80515(5842247629......) is composite
n=171170: x68452(1209953983......) is composite
n=171172: x85577(4664705126......) is composite
n=171173: x161076(1599813883......) is composite
n=171174: x55733(6748557995......) is composite
n=171176: x85576(5044349131......) is composite
n=171177: x114108(1541587190......) is composite
n=171178: x73344(8342219998......) is composite
n=171185: x114040(1151450521......) is composite
n=171186: x56294(5506090701......) is composite
n=171189: x109016(1854506587......) is composite
n=171190: x59889(3417702626......) is composite
n=171191: x170103(1036081691......) is composite
n=171193: x152865(6880210497......) is composite
n=171195: x89585(6378579074......) is composite
n=171197: x157862(8637286113......) is composite
n=171198: x57043(1676375176......) is composite
n=171200: x67833(4787804275......) is composite
n=171202: x85581(3674688107......) is composite
n=171206: x73311(2030051773......) is composite
n=171207: x107130(1622467147......) is composite
n=171211: x170345(3809182152......) is composite
n=171213: x94302(4657141702......) is composite
n=171214: x85595(1450765700......) is composite
n=171221: x167523(5371310625......) is composite
n=171222: x57063(2589569918......) is composite
n=171224: x80501(5685396872......) is composite
n=171225: x91192(2958596066......) is composite
n=171226: x75594(8848831604......) is composite
n=171227: x143989(3555061669......) is composite
n=171231: x114144(5938283172......) is composite
n=171232: x85590(1136856122......) is composite
n=171235: x130938(4055463232......) is composite
n=171237: x103744(6156549452......) is composite
n=171238: x85598(3307399855......) is composite
n=171239: x169549(1144498556......) is composite
n=171242: x85615(1769599240......) is composite
n=171243: x111684(2031885269......) is composite
n=171244: x82782(3430703874......) is composite
n=171245: x132131(8565451326......) is composite
n=171247: x162204(2131245821......) is composite
n=171249: x105348(6822046043......) is composite
n=171250: x67978(2112396515......) is composite
n=171254: x85618(4147215653......) is composite
n=171259: x155672(2189665939......) is composite
n=171262: x67668(1029713236......) is composite
n=171264: x56796(2277949720......) is composite
n=171265: x136985(2242557616......) is composite
n=171266: x81103(1070458555......) is composite
n=171267: x114164(6751316974......) is composite
n=171269: x143126(6863647516......) is composite
n=171273: x111019(1620217985......) is composite
n=171274: x82641(1752896864......) is composite
n=171279: x114173(3940938317......) is composite
n=171280: x68473(2041396228......) is composite
n=171281: x148708(8337273498......) is composite
n=171283: x146786(2170917933......) is composite
n=171284: x85632(3693579798......) is composite
n=171285: x86380(2003111935......) is composite
n=171286: x85616(1045910397......) is composite
n=171287: x170022(6802649523......) is composite
n=171290: x58687(1464292875......) is composite
n=171292: x72949(5444532455......) is composite
n=171294: x57078(1774700506......) is composite
n=171295: x137014(1117487972......) is composite
n=171297: x97818(1387780131......) is composite
n=171298: x83515(6421520265......) is composite
n=171301: x158089(4859951215......) is composite
n=171302: x84657(2668053714......) is composite
n=171303: x99667(5814506927......) is composite
n=171304: x66520(7455396246......) is composite
n=171305: x137030(3986463247......) is composite
n=171307: x169583(5533289577......) is composite
n=171310: x66521(3103364711......) is composite
n=171311: x146820(1822914923......) is composite
n=171313: x170093(2084738746......) is composite
n=171320: x68503(2381533053......) is composite
n=171323: x158751(1740506535......) is composite
n=171324: x57072(6501955835......) is composite
n=171325: x105579(5980316452......) is composite
n=171326: x80591(1133928203......) is composite
n=171327: x100309(1134475446......) is composite
n=171328: x85626(9727919810......) is composite
n=171332: x70554(2889415640......) is composite
n=171334: x85660(2947753168......) is composite
n=171337: x165752(3930433903......) is composite
n=171338: x85659(5741001458......) is composite
n=171339: x95035(2628993871......) is composite
n=171343: x161241(3053849857......) is composite
n=171347: x151193(2236057560......) is composite
n=171350: x65114(3890631693......) is composite
n=171352: x85658(4038269240......) is composite
n=171354: x57108(8016307548......) is composite
n=171357: x114227(2470606315......) is composite
n=171358: x77874(2917867081......) is composite
n=171359: x170512(1438940131......) is composite
n=171361: x156228(2281541468......) is composite
n=171362: x83805(7641855945......) is composite
n=171363: x113759(1458889230......) is composite
n=171365: x137071(1173915051......) is composite
n=171368: x82788(1751900166......) is composite
n=171369: x103668(5368978377......) is composite
n=171370: x68524(4509210047......) is composite
n=171372: x57106(2196646941......) is composite
n=171373: x163883(2632712889......) is composite
n=171374: x73419(1639736133......) is composite
n=171375: x91192(2237406751......) is composite
n=171376: x85671(1705129222......) is composite
n=171379: x158175(1710146724......) is composite
n=171382: x85685(5304440400......) is composite
n=171385: x135593(1976544003......) is composite
n=171386: x84342(8022819816......) is composite
n=171388: x73408(1148580297......) is composite
n=171389: x170545(4243506634......) is composite
n=171391: x155792(8608443978......) is composite
n=171392: x78324(3035628443......) is composite
n=171394: x79512(1650964898......) is composite
n=171395: x114115(4661517057......) is composite
n=171398: x83657(4975047198......) is composite
n=171404: x84377(5776971493......) is composite
n=171409: x143515(1620552858......) is composite
n=171410: x67167(5759260832......) is composite
n=171412: x85687(3595825486......) is composite
n=171413: x155813(7095238519......) is composite
n=171414: x55956(7187669687......) is composite
n=171415: x137119(4797576900......) is composite
n=171417: x114269(7728837585......) is composite
n=171418: x74727(1684675140......) is composite
n=171419: x157679(1920614178......) is composite
n=171424: x77752(1629466168......) is composite
n=171428: x80634(3927789342......) is composite
n=171429: x114267(4453994961......) is composite
n=171433: x170480(5572331897......) is composite
n=171434: x85704(3245623759......) is composite
n=171435: x83032(3330234931......) is composite
n=171436: x85707(3197855643......) is composite
n=171437: x139094(1845938005......) is composite
n=171438: x57127(5037920667......) is composite
n=171440: x68534(8609003938......) is composite
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n=198903: x132587(9130512918......) is composite
n=198904: x93098(5586164634......) is composite
n=198906: x66284(5988499756......) is composite
n=198909: x129158(2193179167......) is composite
n=198910: x79538(1241221206......) is composite
n=198913: x165342(7243218280......) is composite
n=198915: x104186(1887132948......) is composite
n=198916: x98993(1095642456......) is composite
n=198917: x187191(6708926697......) is composite
n=198918: x64489(7347319692......) is composite
n=198920: x79537(1972122800......) is composite
n=198924: x59832(4164909265......) is composite
n=198925: x155503(6442523508......) is composite
n=198926: x78604(1832236924......) is composite
n=198931: x197992(7069033931......) is composite
n=198932: x96949(8742276035......) is composite
n=198933: x113656(1771354760......) is composite
n=198935: x144634(3102911028......) is composite
n=198936: x66088(9008498608......) is composite
n=198942: x65229(3832080606......) is composite
n=198945: x106060(2259530725......) is composite
n=198946: x90413(1414101915......) is composite
n=198947: x168181(1131740808......) is composite
n=198948: x64952(3480193919......) is composite
n=198950: x75674(4569396345......) is composite
n=198952: x91742(2298480933......) is composite
n=198954: x56801(5341772291......) is composite
n=198955: x159145(2185848552......) is composite
n=198957: x120551(5527139862......) is composite
n=198958: x96230(4133716943......) is composite
n=198961: x166305(4176882041......) is composite
n=198962: x97534(2904759164......) is composite
n=198963: x132614(1171865336......) is composite
n=198965: x146874(6980494697......) is composite
n=198966: x66312(1107713539......) is composite
n=198969: x127983(2849982039......) is composite
n=198970: x78395(4569007543......) is composite
n=198972: x66304(1707145991......) is composite
n=198973: x184794(1396057469......) is composite
n=198974: x99477(2641894856......) is composite
n=198976: x99444(1214319809......) is composite
n=198978: x61169(2092430870......) is composite
n=198979: x180875(1130771173......) is composite
n=198981: x132637(3889124613......) is composite
n=198983: x197740(3065675428......) is composite
n=198984: x66313(9483078806......) is composite
n=198986: x96740(2675726741......) is composite
n=198989: x163793(2617397804......) is composite
n=198991: x183665(1108533715......) is composite
n=198992: x99476(1440001829......) is composite
n=198993: x131255(2300051814......) is composite
n=198994: x99480(3466142084......) is composite
n=198998: x92720(1567653617......) is composite
n=199001: x177820(5762819024......) is composite
n=199002: x62395(1143203154......) is composite
n=199004: x88686(1666779323......) is composite
n=199005: x106116(5197878319......) is composite
n=199006: x94220(2624507970......) is composite
n=199007: x195559(6186568375......) is composite
n=199008: x66233(2404269617......) is composite
n=199012: x90429(2240284408......) is composite
n=199013: x196130(2472752226......) is composite
n=199014: x64634(3517339129......) is composite
n=199015: x155989(4910114205......) is composite
n=199016: x99496(2372152595......) is composite
n=199019: x178804(3187752523......) is composite
n=199022: x98783(7636050439......) is composite
n=199025: x150469(1448884951......) is composite
n=199026: x66325(1148657301......) is composite
n=199027: x192112(3664094502......) is composite
n=199031: x170580(3244978327......) is composite
n=199032: x66314(8876756860......) is composite
n=199036: x93623(3312742453......) is composite
n=199038: x56753(1463231316......) is composite
n=199040: x79326(3033831029......) is composite
n=199041: x132684(1769432236......) is composite
n=199042: x95165(3104759350......) is composite
n=199043: x179992(1025397997......) is composite
n=199046: x99515(4477686330......) is composite
n=199047: x129519(2159118927......) is composite
n=199053: x124794(1676271867......) is composite
n=199058: x99505(1073501270......) is composite
n=199059: x113731(2788110813......) is composite
n=199062: x66342(2646622486......) is composite
n=199064: x98267(2511999879......) is composite
n=199065: x101357(2228805504......) is composite
n=199067: x180946(1011013167......) is composite
n=199068: x64879(5762637926......) is composite
n=199070: x74863(4818946496......) is composite
n=199072: x99512(2100923521......) is composite
n=199073: x170617(1297567940......) is composite
n=199074: x66335(7712121816......) is composite
n=199075: x159233(1641562789......) is composite
n=199076: x98585(1324657760......) is composite
n=199077: x132696(1822254294......) is composite
n=199081: x199060(1441020931......) is composite
n=199082: x84234(5581170025......) is composite
n=199083: x132710(1439595341......) is composite
n=199088: x95025(7844770008......) is composite
n=199090: x77609(2029456202......) is composite
n=199091: x198065(1793867377......) is composite
n=199092: x64738(2963046071......) is composite
n=199093: x196746(1811114516......) is composite
n=199094: x85300(8646711469......) is composite
n=199095: x97914(5656278060......) is composite
n=199099: x197045(6871775095......) is composite
n=199102: x99545(4565932753......) is composite
n=199104: x61434(4185415584......) is composite
n=199108: x78619(4972648197......) is composite
n=199109: x199090(1585536907......) is composite
n=199111: x172914(1162574931......) is composite
n=199112: x99541(5058776483......) is composite
n=199113: x128395(2787354950......) is composite
n=199114: x96073(2761993404......) is composite
n=199115: x136502(1341960010......) is composite
n=199116: x66340(1897710103......) is composite
n=199117: x196630(1614269569......) is composite
n=199120: x74874(1477087186......) is composite
n=199121: x169719(1793725268......) is composite
n=199123: x197787(2165897099......) is composite
n=199124: x97929(1451975545......) is composite
n=199125: x104372(3815736184......) is composite
n=199127: x197138(1193902299......) is composite
n=199128: x66359(7385878897......) is composite
n=199129: x170671(1129919499......) is composite
n=199131: x132742(2887590944......) is composite
n=199132: x99556(6594262356......) is composite
n=199133: x176385(7393170413......) is composite
n=199134: x57015(3448895979......) is composite
n=199137: x129428(1398846811......) is composite
n=199138: x93684(4136113739......) is composite
n=199139: x183809(1549882097......) is composite
n=199141: x196961(8949270393......) is composite
n=199143: x108846(1484724306......) is composite
n=199144: x86393(1018456356......) is composite
n=199145: x159304(8187255880......) is composite
n=199146: x66370(2894192616......) is composite
n=199147: x183810(7532118207......) is composite
n=199148: x99558(1178358382......) is composite
n=199150: x68148(3233476871......) is composite
n=199152: x66225(5488176003......) is composite
n=199154: x99555(3496823508......) is composite
n=199155: x89589(1399280890......) is composite
n=199161: x132755(6770376965......) is composite
n=199162: x99572(6465410911......) is composite
n=199163: x198160(2067205688......) is composite
n=199164: x56874(4971277454......) is composite
n=199167: x131700(3755881224......) is composite
n=199171: x165877(9385868436......) is composite
n=199172: x89589(4668864378......) is composite
n=199181: x199162(1297316389......) is composite
n=199184: x97435(2510235510......) is composite
n=199186: x89410(1818957338......) is composite
n=199189: x187443(1777710328......) is composite
n=199191: x130672(6665718773......) is composite
n=199192: x85331(6397366550......) is composite
n=199194: x66382(1294414383......) is composite
n=199196: x94300(8240625387......) is composite
n=199204: x99588(3187558280......) is composite
n=199205: x159354(7530000477......) is composite
n=199208: x96757(6481029847......) is composite
n=199209: x132797(3055669193......) is composite
n=199210: x72395(4563503019......) is composite
n=199213: x168702(1129161332......) is composite
# 981 factors are unidentified.
n=28952: p10998(1599236780......) is definitely prime.
# Certification is available at: http://stdkmd.com/nrr/cert/Phi/#CERT_PHI_28952_10
# See also http://stdkmd.com/nrr/repunit/prpfactors.htm
# via yoyo@home
n=1142: c453(1152167408......) = 14002293720537790002700112483424773677153027783 * c406(8228419084......)
# ECM B1=260000000, sigma=1040185416
n=171124: x84700(7420491521......) is (probable) prime
makoto@betelgeuse /cygdrive/c/tools/pfgw_win_3.7.7_20130722 $ ./pfgw64 -tc -q"101*(10^85562+1)/(10^358+1)/(10^478+1)/13610958210054210194838922561" PFGW Version 3.7.7.64BIT.20130722.Win_Dev [GWNUM 27.11] Primality testing 101*(10^85562+1)/(10^358+1)/(10^478+1)/13610958210054210194838922561 [N-1/N+1, Brillhart-Lehmer-Selfridge] Running N-1 test using base 2 Running N-1 test using base 11 Running N+1 test using discriminant 17, base 2+sqrt(17) Calling N-1 BLS with factored part 0.01% and helper 0.01% (0.04% proof) 101*(10^85562+1)/(10^358+1)/(10^478+1)/13610958210054210194838922561 is Fermat and Lucas PRP! (761.6703s+0.0050s)
# 1119 of 200000 Φn(10) factorizations were finished. 200000 個中 1119 個の Φn(10) の素因数分解が終わりました。
# See also http://stdkmd.com/nrr/repunit/prpfactors.htm
n=31254: p10410(7175573812......) is definitely prime.
# Certification is available at: http://stdkmd.com/nrr/cert/Phi/#CERT_PHI_31254_10
# See also http://stdkmd.com/nrr/repunit/prpfactors.htm
n=151322: x73003(5383517912......) is composite
n=151323: x100871(1431955014......) is composite
n=151324: x75653(8723876562......) is composite
— Read more続きを読む —— Hide more続きを隠す —
n=151327: x137541(3009347188......) is composite
n=151328: x75635(1256987960......) is composite
n=151331: x147590(3111190996......) is composite
n=151333: x119655(8575285375......) is composite
n=151336: x75643(8802136285......) is composite
n=151341: x99108(3679600632......) is composite
n=151342: x73190(1200632704......) is composite
n=151347: x86462(2191427686......) is composite
n=151348: x74872(5447642462......) is composite
n=151349: x137572(8519370914......) is composite
n=151352: x75657(2452596527......) is composite
n=151353: x98988(1280592362......) is composite
n=151354: x61339(2002125255......) is composite
n=151355: x121058(7979434058......) is composite
n=151357: x151332(1238120311......) is composite
n=151358: x75670(3347954091......) is composite
n=151359: x93112(1435700461......) is composite
n=151361: x129681(5488735825......) is composite
n=151366: x75670(3005910920......) is composite
n=151367: x147216(5418481692......) is composite
n=151369: x150473(1339129542......) is composite
n=151370: x60534(7164013841......) is composite
n=151371: x91065(9249529566......) is composite
n=151372: x67172(2389025272......) is composite
n=151373: x138230(9638653159......) is composite
n=151375: x103194(6606106288......) is composite
n=151378: x75666(3362620215......) is composite
n=151381: x151362(1275679178......) is composite
n=151384: x74583(4016279700......) is composite
n=151387: x148114(5945024377......) is composite
n=151388: x75683(1126542408......) is composite
n=151390: x60544(5426384632......) is composite
n=151393: x137613(7077133600......) is composite
n=151397: x151374(1248424837......) is composite
n=151399: x149794(2123055605......) is composite
n=151400: x60463(1642962225......) is composite
n=151401: x99782(3192755114......) is composite
n=151402: x69100(6734270700......) is composite
n=151408: x75691(1100777247......) is composite
n=151412: x75696(5252293376......) is composite
n=151413: x98393(3665471139......) is composite
n=151415: x110075(3669043129......) is composite
n=151421: x148507(2971836892......) is composite
n=151425: x80620(7618726452......) is composite
n=151426: x68812(5141029203......) is composite
n=151431: x86503(4286297716......) is composite
n=151432: x72320(5033165218......) is composite
n=151437: x84474(2288081898......) is composite
n=151438: x62488(2693161659......) is composite
n=151439: x150464(5430174388......) is composite
n=151442: x75699(1389948705......) is composite
n=151443: x98270(4765136119......) is composite
n=151444: x75714(6537719263......) is composite
n=151445: x103817(9170819416......) is composite
n=151449: x95605(4072528893......) is composite
n=151454: x73832(1398869666......) is composite
n=151455: x77082(5948362980......) is composite
n=151457: x150651(1860218083......) is composite
n=151459: x117589(8576968629......) is composite
n=151465: x121160(7281894807......) is composite
n=151466: x62635(1200387941......) is composite
n=151467: x97428(2943681143......) is composite
n=151468: x71704(4745960906......) is composite
n=151472: x75712(3629302232......) is composite
n=151473: x86536(6350119484......) is composite
n=151474: x74239(6319338152......) is composite
n=151475: x118059(2222653742......) is composite
n=151479: x100975(3297475899......) is composite
n=151490: x60580(3256555530......) is composite
n=151491: x100980(1228942617......) is composite
n=151493: x150518(8107744294......) is composite
n=151496: x73016(2697790932......) is composite
n=151497: x97192(7269593318......) is composite
n=151498: x75175(7260773998......) is composite
n=151501: x124073(2600715399......) is composite
n=151502: x69895(1079485163......) is composite
n=151504: x71163(2200157113......) is composite
n=151505: x119781(5941056589......) is composite
n=151508: x64839(1268436923......) is composite
n=151509: x100990(8903440334......) is composite
n=151511: x150185(1650045180......) is composite
n=151513: x149933(2357176267......) is composite
n=151514: x67176(1319039315......) is composite
n=151515: x62191(8256848257......) is composite
n=151516: x75746(2225247352......) is composite
n=151519: x150691(1484959831......) is composite
n=151521: x95033(6208234591......) is composite
n=151525: x100786(4807268665......) is composite
n=151526: x75203(3629728133......) is composite
n=151527: x99002(1144597874......) is composite
n=151528: x66228(9452029732......) is composite
n=151529: x129868(6427984507......) is composite
n=151534: x75758(9117406736......) is composite
n=151538: x71289(8961610821......) is composite
n=151539: x101015(1655161813......) is composite
n=151543: x129883(1484724806......) is composite
n=151544: x71693(1163587099......) is composite
n=151545: x80810(5231771688......) is composite
n=151546: x75765(2726717485......) is composite
n=151549: x151530(7224967917......) is composite
n=151552: x73723(6598351731......) is composite
n=151556: x75765(3312111840......) is composite
n=151557: x86504(3366882745......) is composite
n=151558: x68054(2128429884......) is composite
n=151559: x146635(2969130935......) is composite
n=151563: x95677(6036251347......) is composite
n=151564: x64914(1623597222......) is composite
n=151565: x121232(9446994589......) is composite
n=151567: x137271(5282335150......) is composite
n=151568: x75755(4452056389......) is composite
n=151574: x75778(3417476058......) is composite
n=151575: x77254(4529717252......) is composite
n=151582: x71767(3850072185......) is composite
n=151585: x100782(3581366296......) is composite
n=151586: x75782(3339474739......) is composite
n=151587: x101043(3921382182......) is composite
n=151588: x75768(3100607430......) is composite
n=151589: x138234(4072087845......) is composite
n=151591: x137794(9895035660......) is composite
n=151592: x64939(2199099778......) is composite
n=151593: x89227(3298294451......) is composite
n=151594: x75788(3166250899......) is composite
n=151595: x121266(2283434281......) is composite
n=151599: x86609(6779580420......) is composite
n=151600: x60471(2958515458......) is composite
n=151601: x140394(2035883132......) is composite
n=151605: x80769(8561271016......) is composite
n=151606: x56425(3353455034......) is composite
n=151610: x60611(1987862115......) is composite
n=151615: x121282(3297858502......) is composite
n=151616: x71789(3004144814......) is composite
n=151617: x101061(2821248485......) is composite
n=151618: x72219(2317338127......) is composite
n=151622: x74144(8485244210......) is composite
n=151627: x129937(9172811337......) is composite
n=151629: x101078(1747494224......) is composite
n=151630: x59382(1710795030......) is composite
n=151634: x64970(2302867507......) is composite
n=151635: x73413(4954861587......) is composite
n=151636: x75012(7597885248......) is composite
n=151640: x56820(7142537877......) is composite
n=151641: x82640(3943755696......) is composite
n=151642: x75810(3063884886......) is composite
n=151646: x67194(3996546823......) is composite
n=151648: x64883(3875549394......) is composite
n=151649: x150409(4618567193......) is composite
n=151652: x73294(4744501249......) is composite
n=151653: x101085(9883882823......) is composite
n=151655: x103816(7214348390......) is composite
n=151657: x129585(2496614223......) is composite
n=151659: x97909(3924191152......) is composite
n=151661: x148087(2967134045......) is composite
n=151663: x147514(3674637182......) is composite
n=151664: x75814(1958865729......) is composite
n=151665: x80871(1153384901......) is composite
n=151670: x58459(1997973675......) is composite
n=151671: x93302(3059408482......) is composite
n=151672: x75818(5494288971......) is composite
n=151676: x64971(1478128994......) is composite
n=151678: x75232(1072494132......) is composite
n=151683: x83508(1683699998......) is composite
n=151684: x69975(2612027176......) is composite
n=151688: x74431(4027263359......) is composite
n=151689: x99285(1695326867......) is composite
n=151691: x142746(4944258973......) is composite
n=151696: x71702(9459493308......) is composite
n=151697: x119915(5047454665......) is composite
n=151702: x74995(7251010197......) is composite
n=151707: x99353(3658367654......) is composite
n=151709: x150771(1591567868......) is composite
n=151712: x68756(6149753053......) is composite
n=151713: x101079(4357657646......) is composite
n=151714: x73366(4827320081......) is composite
n=151715: x114888(2082851334......) is composite
n=151718: x65010(4833526264......) is composite
n=151720: x60661(1826569049......) is composite
n=151721: x150664(4355316326......) is composite
n=151725: x65269(1307621820......) is composite
n=151726: x75040(4259642183......) is composite
n=151731: x96608(2857493820......) is composite
n=151735: x121376(1838640065......) is composite
n=151737: x98340(4232428595......) is composite
n=151742: x71387(1208189769......) is composite
n=151743: x101148(2951699883......) is composite
n=151745: x105585(5260242412......) is composite
n=151748: x74449(2896732372......) is composite
n=151749: x93283(2479028726......) is composite
n=151753: x122460(6031040720......) is composite
n=151754: x72551(2416185809......) is composite
n=151756: x68954(5119551669......) is composite
n=151759: x139769(1694803221......) is composite
n=151762: x69856(3710576857......) is composite
n=151763: x148478(6719581227......) is composite
n=151765: x119946(4575740216......) is composite
n=151766: x75871(2726513874......) is composite
n=151768: x74391(2165515336......) is composite
n=151771: x151753(2168675749......) is composite
n=151772: x71838(1953922436......) is composite
n=151773: x101175(2967912385......) is composite
n=151775: x111835(3294372280......) is composite
n=151779: x101174(5392675141......) is composite
n=151784: x75880(2976796619......) is composite
n=151785: x80912(8468072861......) is composite
n=151786: x73239(1687714294......) is composite
n=151791: x95821(1126982710......) is composite
n=151792: x74024(9296456414......) is composite
n=151793: x142830(4049998522......) is composite
n=151795: x104053(1390316237......) is composite
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n=169366: x80198(3109335007......) is composite
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n=169370: x67739(1298916810......) is composite
n=169371: x103663(1938168843......) is composite
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n=197875: x158193(5264265884......) is composite
n=197878: x98929(8953808209......) is composite
n=197882: x98167(1852953017......) is composite
n=197883: x112744(1041098310......) is composite
n=197884: x97190(3563499492......) is composite
n=197885: x149889(3859205497......) is composite
n=197886: x58445(1330062833......) is composite
n=197888: x98793(1269246038......) is composite
n=197890: x61426(6700678440......) is composite
n=197892: x62824(1126952791......) is composite
n=197894: x98936(8310859428......) is composite
n=197895: x103576(1030435543......) is composite
n=197897: x159544(2196632405......) is composite
n=197898: x65943(3706353820......) is composite
n=197901: x119868(1638373105......) is composite
n=197903: x195094(2969885176......) is composite
n=197906: x98923(1291192599......) is composite
n=197908: x98936(1133740904......) is composite
n=197911: x169333(9959820403......) is composite
n=197912: x82553(5002223010......) is composite
n=197913: x128295(2294438290......) is composite
n=197918: x83149(4595067622......) is composite
n=197920: x79092(3734711649......) is composite
n=197922: x65958(8674205703......) is composite
n=197924: x98955(2501203766......) is composite
n=197925: x80624(8586333657......) is composite
n=197926: x98949(4321406642......) is composite
n=197928: x65944(2722167161......) is composite
n=197929: x193274(1488953418......) is composite
n=197932: x84799(1994663713......) is composite
n=197934: x59938(6938663366......) is composite
n=197935: x153110(1502330781......) is composite
n=197936: x97146(4592850722......) is composite
n=197937: x131930(3508703875......) is composite
n=197942: x93738(3087323254......) is composite
n=197943: x131946(7426688724......) is composite
n=197944: x97622(6309318389......) is composite
n=197945: x139193(8119218892......) is composite
n=197947: x197926(8079904442......) is composite
n=197948: x89574(3787126817......) is composite
n=197949: x131953(1444912531......) is composite
n=197950: x76312(8533328027......) is composite
n=197953: x169658(3990568257......) is composite
n=197954: x95511(1566850762......) is composite
n=197956: x89742(6902007358......) is composite
n=197960: x67195(2525756400......) is composite
n=197961: x118791(3707152930......) is composite
n=197964: x59610(7216314065......) is composite
n=197966: x94829(4528329060......) is composite
n=197967: x102697(1013973630......) is composite
n=197968: x98970(1030881807......) is composite
n=197973: x131970(1484159385......) is composite
n=197974: x83293(2828180027......) is composite
n=197975: x158342(9471682464......) is composite
n=197977: x179702(9899326585......) is composite
n=197979: x131975(2887731422......) is composite
n=197982: x62011(1261477986......) is composite
n=197983: x191107(4155677250......) is composite
n=197984: x94316(3780649589......) is composite
n=197985: x103479(9060921491......) is composite
n=197988: x56536(1250202030......) is composite
n=197989: x175191(2858590084......) is composite
n=197991: x131967(1560409856......) is composite
n=197992: x98981(1922897624......) is composite
n=197993: x196296(7376611030......) is composite
n=197994: x65986(4724677997......) is composite
n=197997: x127674(4004388232......) is composite
n=198001: x197098(3787858063......) is composite
n=198003: x121807(1262589234......) is composite
n=198004: x97200(6320826543......) is composite
n=198005: x157602(1329046538......) is composite
n=198006: x64794(3063879187......) is composite
n=198008: x96917(5164491990......) is composite
n=198010: x79190(7588682904......) is composite
n=198012: x63609(3225936674......) is composite
n=198016: x73717(2250250179......) is composite
# 3432 factors are unidentified.
# via Kurt Beschorner
n=29411: c29411(1111111111......) = 23291316455027358574493 * c29388(4770495103......)
# ECM B1=11e3, sigma=3028706439
# 138434 of 200000 Φn(10) factorizations were cracked. 200000 個中 138434 個の Φn(10) の素因数が見つかりました。
# 13641 of 17984 Rprime factorizations were cracked. 17984 個中 13641 個の Rprime の素因数が見つかりました。
n=32184: p10603(6671042459......) is definitely prime.
# Certification is available at: http://stdkmd.com/nrr/cert/Phi/#CERT_PHI_32184_10
n=10679: p10398(3212734537......) is definitely prime.
# Certification is available at: http://stdkmd.com/nrr/cert/Phi/#CERT_PHI_10679_10
# See also http://stdkmd.com/nrr/repunit/prpfactors.htm
n=191188: x95587(5178640036......) is (probable) prime
makoto@betelgeuse /cygdrive/c/tools/pfgw_win_3.7.7_20130722 $ ./pfgw64 -tc -q"(10^95594+1)/19310089" PFGW Version 3.7.7.64BIT.20130722.Win_Dev [GWNUM 27.11] Primality testing (10^95594+1)/19310089 [N-1/N+1, Brillhart-Lehmer-Selfridge] Running N-1 test using base 3 Running N+1 test using discriminant 7, base 1+sqrt(7) Calling N-1 BLS with factored part 0.02% and helper 0.01% (0.06% proof) (10^95594+1)/19310089 is Fermat and Lucas PRP! (763.9995s+0.0047s)
# 1118 of 200000 Φn(10) factorizations were finished. 200000 個中 1118 個の Φn(10) の素因数分解が終わりました。
# See also http://stdkmd.com/nrr/repunit/prpfactors.htm
# via Kurt Beschorner
n=28051: c28051(1111111111......) = 19549584636247026227 * c28031(5683553547......)
# ECM B1=11e3, sigma=3686102740
n=28817: c28817(1111111111......) = 74331602255168234441 * c28797(1494803121......)
# ECM B1=11e3, sigma=3653299208
n=79201: c79201(1111111111......) = 33452087114024351 * c79184(3321500112......)
# ECM B1= 2e3, sigma=854034384
# 138433 of 200000 Φn(10) factorizations were cracked. 200000 個中 138433 個の Φn(10) の素因数が見つかりました。
# 13640 of 17984 Rprime factorizations were cracked. 17984 個中 13640 個の Rprime の素因数が見つかりました。