Factor Info

ID 199798
Size 946 digits / 3140 bits
Status composite
Value 1245598183658034376939861291746885833445554479279306665825172435986248517204279313682174380905973744026256782782795951077589958076519337554096166442476867290579762592856837794860140410350787881856761717855587607547565572121090124226537837697074200242706074789135072252833908459817839419566755734147168675126205488116452491525090230454327963328994359334683541083954436293521660602532110823997233730347125253296150114684631243621075587534015017977478892261730512529762578465194874228235864784468654310134755941160696236036635359510096868091685535030876347646250965221082990439444251338039406312176723821079375148293887219999047758392183348941307830168010066256644556245225587546042703107632119554487038102556262886976478468293117297181695264692603534659350506940003303391675171082555455664077633601365001426421582661898991382313781891394922685661874972435355398314425046976536497498757811174580792834046699489812542997571116585572750032378135489497

Factorizations

Primary (ID: 17223) 989787105673703959407077495100043560470536548666289588507128502485786459175181408110921 (proven prime)
(ID: 199799) 1258450606719321950021580824223119243245897544898475780847328711633360353169373102971092366663309810794276386701199687975968586768154171282513243339936001428735459129643534495370170264962137670291705874934953059543928425150911889399910000512729639466942986932997668072642911538282128049306358047426294464829894144337830645633121908957492063017132085034567913483205904928246272283014096315692611905809177556514698825560793244391693859531589253327431283544366420456765841530231014809298745004770762255197187483155624533684401408701540443353976131521616737098758098512853482469656193180110667802303765124623124801326089241649684966400167670928645133170392937838920565817750767379282540756925306740553626643687579245810924275046671677606814438398145576283698345022336823393742724531325545209802494947347650312005280594968026912438337320881236779969463288562327057 (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.