Factor Info

ID 145914
Size 946 digits / 3141 bits
Status composite
Value 1947520505629154491722228120843270511711017390289081891936413128478369807869878863174431791811730617150466981996669653905316703939506500312181980978879976075694275890520601001144123919029314343542548027313153334915412562616909099181656222261694661551439483479067881351621242270301041943350849990564222270282223877252947784285556864008309733300512130587225699106613779890170885234863214063749636502059676523960864570387427229611285700512456958524058796682578398927270593864595086258971097484199129196243491742023196356510759803953679501743319440862485073436912654628829282471894252063534111068234095355179909717137436371312599725169814053258468656487360827469316328238677906361921840006819855814954738071595117135463705020771230207961834258678981271387897273383086385775558041950193891413260071342640023420494644657889340678639261820451080712612588912535230075492784635172050744606126279048671180059250443434487405784410072223307296935679977736179

Factorizations

Primary (ID: 4342) 32356561399076305309 (proven prime)
(ID: 145915) 60189353300216600822742602190519048337872046124565840768821056500660208475939898104827995626452482005049904925574300558251669953136673666744407063052481470845624383297929041513557434009971960427820428663324933952130958839044562813093643765389893549794057464217065920195941109254676933183575126146317029309030106222244935203844329909473623597974333184527046468646898185515174150811993066939279519273030558657521471886074516571187891686774069188903832015624365593732671773143638744290962666160273692440474898758476537436166720510404095438573411391105133011835905116132363440536838213804773541735231716746576482059402791182141092100575909591082588343863380837034228722065551737452963858535690519737954306810120318899671406505206812482713217332985698520915925951444982007088580667559196748966339090280609687279458982507101238950976203072976099390414051262939326764684072280922398276359321634205909045116514934132970325625853172431 (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.