Factor Info

ID 205940
Size 945 digits / 3137 bits
Status composite
Value 145627029420998416813396175622595430970665132475614553631468515369548435554486832781381313621380359137318551402776086711687939830463812074085532709733943732822001773178340573747424063683047990424552673678008845721349509872632478826870864033747678623333453952618231424425188874070783247891967539750672019295547756894982549060701262514784793511293846850345608972536968423352218026426515054405082032088453813712619551252297777551300504651828152395740259279898882056520135050453359296711136366790775212271413373813292932650605012125130948126867048488394313782279145289843223462199982936550313863007298499804692090502367953775610863284419917704595471395416432570931303588687866893455518482936133981221219391783447490849438615829303607421319692267032725866461725115170082496967666287689223977567225545639719458753275473488729445294957734983022329113425155036046404283472320521894328707265286026402437148044434870911161030248946056559066990799150690833

Factorizations

Primary (ID: 205941) 1292504988704520604889 (proven prime)
(ID: 205942) 112670380922057851194237660254646199892915011291525369997949127124841535871151250451627690808099909611005491812372234286909008382582931985006029187912387825184916698706546015198520302462054312409538595552150964147425470257793492050186899741467296582666121554485430639229001032670299843952232579534496012281456529497503511360655126133698573093833148323201750893541321335814133102287432334385994721069637758654961201923493324678244504577151900888760881824088472215731425025629677211031826091463265277923601391229204743751815793235974298757719827702783255727540315423382912827864767247146802119541404904166910820569943414291222050831626060424676035225921780358887573683889407144428130661391327011010555610829013287138052650999737967811582858358699625316298628746083968398747367372959157946455628477087710094374342237116570861852712450951962823638531724292570084841370584127313151356348469617281664636026703034780696866934549497 (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.