Factor Info

ID 144900
Size 945 digits / 3138 bits
Status composite
Value 298829320559200696830207641845514774865962873218948051770275181073026736184853516494682682302840148908252967267015873384530046994901179289113716562746253659535632227511226413070299910973298361165385201437479494225332043240463393338566448642536044508059242024093223111634165863000062921089652853686893545928059129283485768554942196102321912356581414395813552204962370322009229953600803167618044198781418376637540544295097126203496237260717686165432325732270998358793458384273148012311796552409926920374314917610879992390064829151948631496099361599274380160957526953979412941204161850109242657455333273658148266888459005885614063119456321358312698409494656082988676815534785352640605874621791485097371218063876436039563849637116233881354207391654058360182646582689961935789631194131232901000469400006782657560855101822795212237354045993811930597897036339871744963257187765627865409932752265533694396704378236853558168200427406375321681868210616897

Factorizations

Primary (ID: 143417) 115282192607182561430175793 (proven prime)
(ID: 144901) 2592155074439331784287257178518645974839734374578993710847619035763982251408274407676029833140841791295506891206260140600722280949661884856676715958806308215430618027244529419599497365482267274125613748302557872505072384244453131576305703423877027399621912096661943216268855239597790231061642784810329745336172983397804387385144287284610044943528756103108439487206186177441771526494511922514227691728822014600515445479829313189701416046026096027516034676281013100041391106015609534948142703173814821226653159958687788581235232416324108772812543365968989128190962969724479532474198202742478663991749836469613487582508480183900067521936857341645241352628981778609778280695775503033081062135080145790111069934748059685721267341103600931710124458702831186318708876381479292960623462376482653935084790165961250185713546949132896280069648323878973003645983713706243430344707035003921880014041728555464760369173596134555117329 (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.