Factor Info

ID 135649
Size 945 digits / 3140 bits
Status composite
Value 953506626626842869968251760960708548329447150324655062901652208627714504990640028658455388136315831769392223932806555280093644433565753891690575328716698425739631145098754194744209252264018265823923416189398711857861327299919728413913782998999649526013308764396253245749213472517277506998320063183601423952665134647679292970202744539552562799342719263899645585144901745774543513310578518928669610747610052404023861935285340653158840541038749001684674936747987287094670343022857872828279168045379993289777210780854044883463560655289982114223617804207112501163785929138902995102435636304193636054191454242088560677666029496978272105646926607871195018353080393568123293767063003690578935107702083620042534577167485367579978353775742257341620296602554397663944852904543643955055154891577722923489473411845003959696145094545310821797992001321241457105111543559365052500468695689375574057772371152102762363507217830392553681324338896039044479548253453

Factorizations

Primary (ID: 134108) 64052303668365610463 (proven prime)
(ID: 135650) 14886375228027345138651367463068298377125773267424208270680682569833071492568121594657419748200098947436774372534631622619264749509734732901015918383683146917428720670146562095551752722924490636298803142272992788351573571294129782800404191388058357024099471391609542068463920052843530703174348715239703293245226353263864329911521981650335706995150670057859880717480010651914479311446693091813055945160504348192631305365419999407598745459471069006095604016013292149561459296145021243392071977919896196595927744072292540000432577014131974210217532430452955708065580338539130736585057932002141178395412600866645355447532365048055811097891985119317382415517615370886364105824049772246234072386932489786664961866158746751887623464270323005720855845413420016660172622627538288726961144108682348461523382911094379750461867346432793315745605453727775533922718591555895749613450682830164781928997839894138550816088065072316091861635731 (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.