Factor Info

ID 59292
Size 946 digits / 3140 bits
Status composite
Value 1375761642306222196463049810884041110179556842672218171967093035995375635469178696662937492174020278319997541513763240847322715424056435177888544661212646922445053728427405828701776686047118703302690437851467971570359869441056868761527154959807334592211071336601771780222070750240409801929824035347990019033136735752928946224338693493720119865810742463987785414368796301423688712730525853880162448863798277348055484544724521948145633166584897479424328265709998063035877478390324377679233721445450630161704607371057806457834635647141205775288774374713511532900214579765711736290291649069425647594091349237315273534464283255590390948589348299165974430472983683625686208530565578913998426470586438847807301080985800834623348747238150038513961125691159982888681447995986778096844046587904081622830052550334073682646043333204972118168496770990715667945890827153419194988003851955647322009572720893009601879416961660795035469601475919542211025093642973

Factorizations

Primary (ID: 57256) 1139110880064821580931661 (proven prime)
(ID: 59293) 1207750418666823641394936765121509790599703081169943120633593721885884464228662731645805267696049950174959300254889594188718145303303759694757265215864569052045594392160583964016687737002540122629510842127770556425002734947548034664045523981845898103124615916747015854110881578691840275592246624043171771052212468850478204639283746962133346234885688925969461772026193733795007128307069119988429367974473547825307942024060464701314601836682711964974111787686392184983497857761089897726755111050479282916102677360757404290775428474279658392395348807556226853900176031029421206783086505780137638646736951385396222308070761588090851663963104538901380680743471422115658828455785008666451032660287006440445427516880797075603238346150717471460105850489626983911088950809792148879503281564247447166358164104811178491260204286422917952336490276887564724297633371315737736606232440383517328841910631245967246346617895096488715088593 (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.