Factor Info

ID 182539
Size 944 digits / 3133 bits
Status composite
Value 10841059281465728200367452955349764418364310991109505096589179836402729678197640938818155878377891911694586561591270681087310657222342434397304080092741238657716396864647701941445733462250696021124615505625219487005928537762844661106820558838968337219634658707332021318644768499926596725549443964457880838595805093408647266234898256956502203564273904773480925507633709886720123884725828821354632289262690562280009572033456414067421457590736313453096090370873702153853782881752184570441438692908271762662714434159547055415303554094317076073889174791553709573404181721933157665292851637229514673982901266927505913105607289117363078499701426481696595829578694524065753350452921753867410802512375664301877636314137934996304660961659478065597501806533870953708450137051312304188202568175630394830563985339617374988888285634306727376308022758741960157705742127374679914142882628115538532219863479214365146616142402324346630878442497827992975309960027

Factorizations

Primary (ID: 4242) 657890411545272648205502849240259841 (proven prime)
(ID: 182540) 16478518445043034392753313175047285520924840773945954805647303726977160515331179283356886340491189573631527483086045069135911767635887602929217542466848885232958656554219580245958279835584945137969576472482113996223781418123304023640611287622488369101130258783820516715261160584233870976579947580532121715677010201514428096534054240135891050485487447373810740431296202353198182571314495318473794877767849791101726214000880324905007860012013123696560660587787655970642218111863797284189692780742381746764313093539777155460200496093417090947455514194243480365892920638254355305794706124722286282725701134828767949012812443632979033468686875949620052286366800056465917205103362593835799897340698487472257459947668027349396214796241410878190681073072643394822276374264241058090370111282835371425088394363392070121687835043657486258691202968803526450909181802089181453523486602204455593526259119353303803203347547 (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.