Factor Info

ID 78598
Size 944 digits / 3136 bits
Status composite
Value 76730427861880843131928301402784730562766089106812588117137343229396235330063945573874822737449426991809847824013654960607571512066620865871353565813917773776221486227965458838777258781140169961100588792726824611016195326324875351299483149424909576680530811581931170756799185726571371851127290848707161150544712064684134344151693447036841977948999307329139319327312075110589493039017826579169691317629911141613146160811994283954091525046782327592820044269167581331109183081204228127581993450025052671440055149502558084846881785937567715511130516981614227256218459580736860232772624051931104853848659951216000922199297028788940287028015281567782198779358220460037909585254393876500614731365638290400690239728848791142505901802022705092570694708670373008400426629162218207667588940895825466892766715839195183005430774975048249522547974077729100841607407326531929185584317473809926325041228111749027750330026141119085532603017257253294728747108287

Factorizations

Primary (ID: 76005) 31120796007502267272482449140122004255744191738631298984520050737452710284343466737369062910174217774560583587229141001505348482068028243056797 (proven prime)
(ID: 78599) 2465567649470903496401932103313111817370971118870605326050892708044860895276027571584754195722975302482458894876094562710710794525244628255716827158242168947426316808903260299396107855465530135371983795781537322983179865877035349855624952947376264813893194359828185689674501490311392334961883663204221699205249178697724640542505260851286921597181079962815771172471569204053848524101476909525118901537043570907816640765494785580719333581294107212736562829341464224132465992317319559917387259171042984303469952282331615396205781473909068062393624654665687104346686151114911785511112344554067252094479428549907564663492306338600131596522765188842914131795787305570222680426447752564346118138827761916103754016744572630042745010181658915646178132148440353311105160549124437462681091125036763274045452668171 (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.