Factor Info

ID 107509
Size 891 digits / 2960 bits
Status composite
Value 795175728740084118732782655993675185219469470532290084230890166227605251939213522520079425535380816745610126212374826844632028445690069666713977171792389675720271800935572034629165200433798915259165692794989474070142583338392866777890179729623206150336377848026758759481952208786433310229714222321929340743028587202596748402981381563111409154684378455560796466322730325689938924995435776097149632822051816141305968987363916327076299976179973499975228731217535102527369952798721293412232896722663960635703785079284506658383617098980483047296282293092780782402892216239106254425853801761510970832139147877338476769447825820867485605588866707344135302334540322897363803261158554674195981853727177574230140672853776181153000540146535426381160050898689574402489356257234280717462276378215499635736466276248442325760218870392003915602823178332606231084805878993398703141370573063352368942493905319

Factorizations

Primary (ID: 101456) 2728696087948303670341 (proven prime)
(ID: 107510) 291412346084306427694288378693982194955177509662691812199818472435325009221103075350464160938950680596341644174345926350468345863296307127445616806795572174675601547422722535016461234590701720621281860715727232512842500192824887290637778848700990298798845834103466052775930763369516480588520661936708496946268045902705679443824305657776473578337746299653524463979341595281766768550039036064342979432509334378204755310579039882514547348199281828394992394127436773090349217328111318325259963726182352157704595927128852689648397007191735086249361465692006581061055710728470138245105050725959491784031269895559677047454718741041519949766158999115943973132946292440105126807761982184608183307788715243050800004803836053685513413029692938708024153920978565426859226549165667051058457659023716109698710324223785768057449742914167416640258245001287011604087879362459286284907259 (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.