Factor Info

ID 190921
Size 943 digits / 3131 bits
Status composite
Value 2401601922712051073924321076076114831924365256843693649940434678991677318275165376735852790510545958661882529267937052002847440720483052159704030397693263979580836623502860797949705996759274637349012371005051703926288194476537227692548815391705866899697696960922049486089764530929314095897791260561518322923554787496947862493392170527149611129653931433476244644954127187299480669775504535775602253617350745220409996798720602277997047504854114255622948398675962998752440322486965446325013684589938164141176063840244612153585313755796113565522642614996933021980015507534350327571419946152558468860960343984595104704578707598987874376194882607215546270734789565296008354366111766564096752239108845196747575727763212657467592562337808337642886753280640867021477848661763786171737795477534935109394251552891932021517779555586002288837214569352606478608346002265544702119087309355884831375250814707775928962192253796283460971550212820633770454367791

Factorizations

Primary (ID: 188805) 284185186849889952594856632648571931862124637524620273556979130456692226222665762940158597169892770036061371749 (proven prime)
(ID: 190922) 8450834293416588987525576067893308721709822036805710301634128142640773065126695562682278082639409538519238740048189019005438383923148747380327293063199223667905927300885714654980778023095921438524013023388250743031275407462306442553029243105210058401440729441979480526046814082248916635278456193218044056528876427825247287611677152074844323907003744779414519114171170790302513434253075514989997842057307675284340835037046670400084658795582180978119545358920467050540806538600303750963955071455019591269740101770308914483547375706592854778039822650862941894986443974289236079324320424347835278738723591981300458154419521544150236246681009063729511421427264060209190504516479385376697752382913539473632949000245425790636028110720522332554276531354389114861754055843527822456568071626068398226589218370832579534375260593658223666515459 (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.