Factor Info

ID 100178
Size 946 digits / 3142 bits
Status composite
Value 3780473847332992404097811533597226782556030853683262641973466763930501713395348832544338070995446744704489707810574427581542614779732764373837551518568492322555995824138516612638269801696367265118248400511595828413852394849686097059605321561160125681294704167773769714706892615527684827991469915020303724043968887691277822717453194924308993060256665167746085923276796741912097404935567493163867832083419198104994971215870567313994252586571262374258489690900468320417216753161443546511702907961627703558329889495112629780764097488665686352074839830383370278714875661432721949061156781183916240542711982489275705602575037768124117273726500895622844769052032890920946270821730722338040636058694674091701488879572362671086321625748121554422822923075797197202975400225318102069823980608933980398526554459321701193817457356572507545775221233112894945287174683428888986166168910011478915762554261340372851880052895933010179854702976987440066527683781349

Factorizations

Primary (ID: 97864) 445857960156220211502282409711073343103021 (proven prime)
(ID: 100180) 8479099141817240950042253097405119220859903788407911475629373638973335019846777258425865378493626788872335168073079302222170080749680754647593451943586532277888990209209427576662871548431236114932087248247092340503288166424172694143284318925023317957497373262063195476126726091662052467903805938297500913536342300508636778781879627245806523078198181645932657501379684830132728222594013165894908983312144184051997041991390771432206514280933878857358557320793491072988351791823538832574684516516364707039689018724546854622605454944361030425276655723544795147494918538640357406175237625350619447204355877294768814555690081602288662294992927638526835133128898717365824680143771841079090280185624928903369202651091838736679828211359288994170085977747059332402180202632114410489143151267203036089828896935771939209460221582309317994947983281841800249506850596515183717543346717637753845623252058026298685474969 (composite)

Primary factorization keeps track of the smallest (known) prime factor. Secondary factorizations are old results kept when a new smaller prime factor is found, which occasionally happens with ECM.