Factor Info

ID 135658
Size 899 digits / 2984 bits
Status composite
Value 17272969668448181100962197392048117275721782976980356774059409673929785342222265422520739979373322795713543137683354665380481889527023637161996530380635104457895558777831033471438436797199870451475837415934058115573032292359280107393395627177439115891197709925231104695640761406425765852748088589783204684878436073033364037971187997410247040104243906219961749536060893498912908262841159688012462803209241760890264107480617776759515213662768502294286847954981952251880243272161630231024806366379934311632751198581280756588089312239018645061676890712178753443830575022688184696714901534104074561872095765812287964563106791919916249278923359754090425892907846548319526273027783785278230629502945019736941813748159217723336965122268360387674608878393514135814309388013128925039087468242447659950790908961950706178345056663647171905180769422975629969244075542536273774676905611140026377482567718759553611

Factorizations

Primary (ID: 134458) 83628316864259687431 (proven prime)
(ID: 135659) 206544509277695942986959370630897495355111926089370844009813492580237028188157869312244474609412991512652906732778137143357683296388044374747131913744634616596043764473646992918615083206082114799313327334727899337689756892059131003092218913931933089124488972238709196308670320299037658917765928031084997477544267438047323833455366291509151856112117500734913656032001222503656344920555900854596849754247623648991613415109331010285300280614037901191527792098610238515215432575554707279391345888783283952130559716343024886910153746262151744595645562711734813970480237157950219512038159921480866915802181434744968954564011549014388703537610905774277465014768581431062109233656870295587022973572682797262099670000603794842011189258424382619209590114983119913132901325523471660962373893611823942575640297548568711395925114780243626071875163671438256325942061873659263007669420868570781 (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.