Factor Info

ID 176046
Size 945 digits / 3138 bits
Status composite
Value 246615954635375027104838050971712481593453432225042275482910476996149874212269105652627146223625061419802226907628246527443936854025446374319967908282980375340671824612040635223647541148205510763351359733504948227137332047147726962190219132477356574068004693755312024206623186858318038024836798497346906684615890882974950156274773236229686005763296672981862122294562416686450743007163938430029504721072009956055309671150140237793079119140006283400975863471211736146203982895914162056739065394618294788814139822056325965583970191724834226139586425543526441808164970933205375673546353276961916069454986682091881798557891185749375053564602111792452746599756140723556268599518612303629086484278933699656162806025581893406867843194601780027120878346442313598302892889913982733393267164315384609449764251606090424701337137491551588274075315380148125278272790985021200769670183315790036100916712593105494526583306722749256376832335825618942660443754643

Factorizations

Primary (ID: 138923) 93632952077568910761256947741097303472439618798709 (proven prime)
(ID: 176047) 2633858584647309694930480847952171918127615265510564911257997514856427293496849601882997678171372482714347776802486062837368139542227897711173599828162324240699367242259941585066662808696311736959976843200601592180504815241409144504623075551060224283786694147289425679003799259295139600643190666570481583233374472882775000129323596624433087240785198701228267808953441427732062208889195145485454487985370959664228018474651413332745398475415600783997340171599509170616379596062628185033801274520476134244412643110319000921366095652671837135240688356098198683884653105178377816542844320761026892783690322768007614910299681272987047431363595764957518172569790515196988337824735283391918929012418772512758872556247274673462103372796607382511269591642257499307433193882574663787959274233051947219825735572934131311159585510646181751708946884684549586836136098120412755043862796752558486015737521815527 (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.