Number Info
ID | 12577 |
Size | 337 digits / 1118 bits |
Value | 2951894300289567177772901666295198349740288832552062261141222188950358471369629862991086184990497935706972405090138213131742064003351203346310134795408504364283021097101156310464475742801889472534879677240663430557554075458357358945228658121628916015424579389099253937888515060102939272277504913956941581157970770275134888058758185115123 |
Progress | 100.00% |
Completed | yes |
Small factors | 3 × 41 × 281 × 643 × 4969 × 275449 × 770867 × 25154641 × 259673681 × 8129405201<10> × 12317523121<11> × 20440746761<11> × 163674763583689<15> × 3116523496881881<16> × 273782638024216721<18> |
Cofactor | 67422638250988319289907978642944609731144037357760509406609445192587375581177666992091933717294770259847538514342705507397234485259003162400312102892702948287323394272951971113846452504485094566924231491698969468108750849 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
2951894300289567177772901666295198349740288832552062261141222188950358471369629862991086184990497935706972405090138213131742064003351203346310134795408504364283021097101156310464475742801889472534879677240663430557554075458357358945228658121628916015424579389099253937888515060102939272277504913956941581157970770275134888058758185115123 = 3 × 41 × 281 × 643 × 4969 × 275449 × 770867 × 25154641 × 259673681 × 8129405201<10> × 12317523121<11> × 20440746761<11> × 163674763583689<15> × 3116523496881881<16> × 273782638024216721<18> × 72445130085553662641<20> × 2224700455311857347241<22> × 8357802723902097130683089<25> × 326644299286087788844108120232403447505617390208152266574211454575468241<72> × 153234940182123237196858090341425501260220636144435506778977944490540035987907352521<84>
Categories
- Lucas Sequence (index 1610)