Factor Info

ID 199483
Size 945 digits / 3138 bits
Status composite
Value 416072002463004583610368044511519503083900285661718318106222576017209260035727099884018426601824023323879979661846933713696152805928395011094148914239883802252163064908227106151422381376050743332167849988396633981925527259084130609351577564818367622321308866039977608909942083135324980131289056695555887390223793766555420861359882412229042180308201560270600311602518961101363132238366455890226704015827809762774189739896896124493088105400772585815223192696426818032484383131283233006024546169508596076519680774515636311141685604491804354288444956459040503416182883336196915987929931553811013627060515893286777417966852649021419386719058412402907699804703719269094573757287569594097644661327032456975588659566361504756293703006651187330669358644417749223680824895194669200450261393464153747797345126445703360963729719198977161891715956907682172895340603524389163539069428759550901580611879332836701099819004407591996714872682575654464530119086849

Factorizations

Primary (ID: 32063) 206678998962158076997249346105546889745798118108143246727149968849708937343849615587934768518613551204541497874809369463622228561620002483670497079451175200836484855532900680154673324183068160956336548818488102294045999723302039141530759826493323841 (proven prime)
(ID: 199484) 2013131496438036022677797108663384113444184566226476197462705367569117780832447641475395489268578390708189426709478483815573431576721431777245034978060372691905820135180313353825736876290927826566452225243892133521346672806981203139442114967836558045486730227049522003240229617996523311856706719457582549304045590760984381188054218629348563797671536635137998520597189828361791140892037759654344960087374963737227555919707451693083173359493445646675412660514225604439933250372350273508402423091929418607582649991648537785428413093854803715662489060604203483230280396031101554615439233605622473478523703608425685967623482397511925365062420278715359800206969911878185504677405645161068403267699665089 (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.