Factor Info

ID 178883
Size 946 digits / 3141 bits
Status composite
Value 3277150850838559464886764744823476014248506350246962581726804357082357588989954987032693111916447937629119427277607699602678521101549309801879764439158755479204398761870540337987028480994626908243445097492156786493853332092591782264215190288331412635150095424129897992838402099322862339458417736779677592540235770364500181329008254471589816776333099736322421484905274837616946440127513290343213821384350198940650976268407424577333849615350451642821403424183530162228084772398353977973106829619209719698290225641741556887338326070496409449011633375192696367564981988873657861266846813606283815158222626938261092585800205054103498009133714585165877988882521407976419087521695060191830558090591786271336412355107426129424469717310300267812959999547721865114991232469998004471309838226235291905303487543006842858085672008938067553448208040344904004206940494322452530979781624514073059370571776240808837889096122126660974569847152249708251904821846907

Factorizations

Primary (ID: 6857) 159745355677531226795726527119537776550594226912629399294136965936054647 (proven prime)
(ID: 178884) 20514842744185662818785833693596841513690355018652182502716570910215319940053410819888531885281978618592479287787665715961371895663452342982548082226051304233327330477539155469934398343601179050385191180732264835108851753291342420335427031222204102709383436104398472640016080998433584038326152604037678337041535038543569528507532356535785967226886747567497012628128071274300422732866377203948858070297795029864579775175965910965523747282264087282072717666854865145566490368720392406919986243586821235102735491478550425934941026507335755170998658276991462480824987347800399438986253217374542668643755264423042259707900100069963170184639494600979497273773632988939181521030897363552776778839217880442191734984590277066849537245714120614930235740501617183064713182928857432264601752505327620320795170773423123492470996741702462276253296986100649859623949863781324333757519351581 (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.