Factor Info

ID 62618
Size 947 digits / 3145 bits
Status composite
Value 37472035540388255967932417697600040726968155528248378979213698349949626964486133129743284911776404645286079198898704644327857121335096746042214625507998802109688161640137980153736421357272838294848721977451372533343923999759964188462306278190492155012859703040167995845957069841107140995801447584985429629926484119838915665337582647459306953024080936004759291469750113871032939442126932975941816390752320072071967389548578243666884511542390818676652227544612056633213658478325985197396758209555041434056920692057822412388809998431648615503549868459878464273934628881186851569770035608353595746167494592103870865650123901571525334605938092694805361410864727971788471011618752664984010174763315526191587062951447354024863223160815574380216701962012236416219786220365294487395658232751407971187505132695352794190834902130978759536564090807307616347583406573442446779967595313594676384003115623479117958182354074751472415401351302622919581278197831401

Factorizations

Primary (ID: 62619) 464235512584146182617 (proven prime)
(ID: 62620) 80717727370320828999914525140285134082935727783762209285200780067711319455332799034017946289169700996500796671697669250594436695881407263142824813878564475327215384534903118977935980064326851605565188886907535958417449846880198195365948944119338935789612779155702358809537320951555068432501605715767420048938603756863561437669073495475437226187236746417774606528118917346661463512191838990276384125480841076643865528013754961225306858202142374242668975094735941773544916054770359326183854535891985946600304218666157305872139683872381097109394100779596385236711526633812704445122285842231184816544244154089054645943122720610700914360118418968841723901006507854017918914872149258040399970669988273884731698150503099532357443673896657409020819861743955757754354535893735524576831424532748606757110626116128165189421979202792064034292020498538922612921481334483485917536287248612675133200166331135561203900458280225350231610123153 (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.