Factor Info

ID 83597
Size 910 digits / 3023 bits
Status composite
Value 7801239516797360692550783690324415029328894808655556232844049545432459915958562196644298918011637713770589224639104788696881987939292538393105736504823732610526367285463107008350247122977496735289136418574867164970520929422651085666913303489822787845665768926658645718961310676809708014019744828652487103688370612256171530379733311120323393151567690353731605211255002299333607081366657325576713406455613323305058039086711397064902636433027573577033183878475448043128761400735999620974165584416973616840316807550206949178866784196952101570005909340630630227172841965011064281864775249431913480969150088564990247817944585552717159463028533024534547328229274252939269157850851474403537714064729690114586542272232064376935994485716845560057045248480132728456524022214978098634431121277591849782124468488370240126623119190090758143448261786865316582274951547780526749169238714688454135444367025480815144033107015113

Factorizations

Primary (ID: 81184) 22722096794779061445351332313569 (proven prime)
(ID: 83598) 343332729688480148454175186618143801265037648106589541187038856586266147443461918236455653625862147193071450027783188535271412375927489037872116460555227311285320891903785477969935456983825030645644051077145055002923426333524583050395650226506702292030439143896901982820972311366058071585283733043277867692152564099846803608860398775539986226143033284525762540672857961037446053472813150565880400929653923699787571951810009248178149998202849698489529665371667563714667761063280973448786164541783521555608714754719967003137203275583465507304782779566532818919586670514363236951904466606606800481069212023083757600180160184639571869333463521154817462808711516785077797567877915488862814501273827954278274836835255001584627474022874821688310359868633488981895584683433197903369249261195867353494254954404895490811861667156309378651385179018532117705407316483369079482865928903788777 (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.