Factor Info

ID 146046
Size 946 digits / 3140 bits
Status composite
Value 1463550296090021220854792799347886925475697662401489308046199612922460064525470265872743959629864272977828921603800833206666269951591891754106099857078761219275086027159300038475964125118647030211235667015001218063026339442126358564065523043820695089097722327500670714302201902476031782630883249812909974598789220015153207540027790009923013327716912280402137569376651663101937672791438881951264705835034958359414031604213426824683860935248828848090639699790818890729105868318620697362503037258499622128508665950451785982969338230678577370470591958948821631353398576032619901652265859717715632853144297992196553905124045500845149700272444486171304279030802449899541896670714798561722000197884564215254251098728827509893051561717076074580743312179355702798792709921744668011073289236141542552801557658645632660188320993137116485982219571950210503102833305235371081888188283368542567761051835779048941967024565183580947411677389340816519205348828211

Factorizations

Primary (ID: 11730) 221485711052594564349712441 (proven prime)
(ID: 146047) 6607876820290600228450157646436642375921189903062491781268845141475083289486354411920873972501218673701307079873221542746630746948633670104516577781181987821609469119228749729824981903296588759643625472216435392820326239212719542584499601944431692394946329872678780555964031663052567668805144378384771080266503363218593941894546792036863663928122535709443809531607406078800002349896560512944749234721635120668238584737392184420530847968538482659087019515390283972369532077010077797874816200645102785798838193413893998679698449012362103123036477901919774232999993702287313639327226150108271246523363144966800145270447304067542167070912785837150863014823323632786978583024274029828048785045168490219218445039466229952129304078153456325407774386173344169378018900485227122168567067840715746136715288038879875754341533018211582028288423066449083119817717124605769399728295967643286674226166879027798129455458069467481728971 (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.