Factor Info

ID 160137
Size 945 digits / 3139 bits
Status composite
Value 843448939582771248862668359808958807018900459869232848001387755950016479034832643217681234753132484493074262028077664173945874242230665249385728851272974894672927392857122372848963142793499846672103830218993268031968342689071031818285980769293920727839470061678701985450533302703557989002446482874677328572745948815595058951483722825801220904979509123428500709514453010143651237999144493274664251270154249027406060260137684091614116438948321516296339426867413925613689168023994159915782937184940761956764830706116362639873132655553681978389945383239606497853108146505126515150252395919796156943660780058585055218223173341542480949296409494543244195757837290757815452937749347674822212037581686383738488231052312423281075995691014253555575735028459889683071017237396038912116470112680348179571217976161610253042333786302601706383447595394302780477636406833566675970615015538042912634803848389754666188749987922334842581878551025006605384737834989

Factorizations

Primary (ID: 159327) 352437579794201781449 (proven prime)
(ID: 160138) 2393186731322138844639255572413120530632177321420090237221539372367374312903705990509472853620913271105631252771882834227580788372124333638884513909195980746454567095843659721053271304934328145705902471159083423970441425299144683793207577233784891488322968229195115530969935577153274063225114361991360870069000475851538684753486500787828379009245403249713742379831252367061067004079457230819321818711178000564332190588016526460121893791769769276463039184129568713707723452388329815756494184104502463825406073267144931628538999452429855342123204003770518773251795671317025765723250700057036565442772984989215009552932142637701583476775733119083120911828285499251842987618982850325922768466622832529321944239908757799909005474659125993722150851538408998829702743247119978798093855118086310992639532137027482824449945933978296088812228227109805461613007938306958992973474869786000026537832170029312001819445393277698636079763461 (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.