Number Info
| ID | 12493 |
| Size | 319 digits / 1060 bits |
| Value | 8225058991531033382663660214121566655385335466381180911182345213615922087479482278805296071772547877379506492609262483318934105460845386686141708247304576391541662785892078894007036331418294142865145478710750090909869150237232695401374429254928747320672737249243254631667207528244765891564432524402567286219273440056443 |
| Progress | 100.00% |
| Completed | yes |
| Small factors | 3 × 281 × 1307 |
| Cofactor | 7465103944842156961795878034347006996168396531116944812341198831382365860513361558761787357038655689529694103208530835712559804774950636899169367469538125661114541360819312102645610533497695266990269094610324451429858159719616060796254885641716378293968454602276867267017553558441829233740423655816764811630479043 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
8225058991531033382663660214121566655385335466381180911182345213615922087479482278805296071772547877379506492609262483318934105460845386686141708247304576391541662785892078894007036331418294142865145478710750090909869150237232695401374429254928747320672737249243254631667207528244765891564432524402567286219273440056443 = 3 × 281 × 1307 × 924503867289824805827159934087885660335843<42> × 875142671235503859988963012605191360647154796037409<51> × 18680867194166334063138800088904964480340926065950643566374075723626147<71> × 718371595564273209257293645751921591966729513063665361049148925822157929<72> × 687546509987562970880495358422698620435081812494363970694736374476572852046803<78>
Categories
- Lucas Sequence (index 1526)