Factor Info

ID 173087
Size 899 digits / 2985 bits
Status composite
Value 24698086840451496513624477137630088365798183090532312998808231344430072727099974335807106648207602947755618351548410129997114555917445227873036952508284857473384950569055571185124425922345725186571602213815138791057705695435534278595795311428613481385064910621259656834929132331493460872183206693579900430382928705136749505543251898194244131313650166709417966934510962801385813085554629559215107327917676818385169365027003029375192055784689182915315635934102137130555397771336329665195932027866879847956141183957279625417045537512480803630584909118416387244448294757487081337009090181816408418795131277606715337839684776648789617926943002063660549747757943553774944171431268461895884936537372642363860235491178407695368500182348725041734456775112837120112854130471364989609926147823114859116771354087888693455839343921905929506506356205382697013738763723543577169733526902645001528808318301846250469

Factorizations

Primary (ID: 171617) 92938615717877365170938515706390702348717 (proven prime)
(ID: 173088) 265746230989974322367878011723366044987439954724762693622107690636368979039624638959319282236684236045585931434093326139981160703992070918088909811941607731271975398827081578726279109728186466506606696865725262513111147693802006522280980667514309310504203966572293267949843533816975511806796517755401080923590949544617037891174322889271416547231241348772432780979516611854806309346414068556273281110246508746923931582983299115882610140044789599923328292885117862947575549976666143704053014640610244324794718106960088386984882759834162585163116679925524531912394821362043665122161018885980956743106003572640262125472394392327041862049226759571413551111062986596295305969370460614014330722138236395952507582974147116735752226640975360744137561012669871655560061422762298203346678909174821937360589979507546568911910367589067166895740813247162365599270070200857 (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.