Number Info
ID | 12704 |
Size | 364 digits / 1206 bits |
Value | 1026906999857406106961048845138655358195948057063925159310987508321000709811152751100686577375767658484999278352894604210660072481921116703861529784394155751789480682812421462721034650426246579440551685903030168651142406674640753005074903886770882656724670121353380640053046448488956774811046340291740775912619333635611698062525812064895829812725339163590894552396 |
Progress | 100.00% |
Completed | yes |
Small factors | 22 × 19 × 6949 × 303011 × 2240731 × 76225351 × 54981104671<11> |
Cofactor | 683335838930591010834978579414195628676900917204441117299516209983588027311002826384070140772254624177077119782800826846738562746262414815228050256949722218325621006801533269164853522317804091733179441069321890964498910121253111447975030805592562102575041056039075365939301100029904011041855336103326453823607552982354951701189 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
1026906999857406106961048845138655358195948057063925159310987508321000709811152751100686577375767658484999278352894604210660072481921116703861529784394155751789480682812421462721034650426246579440551685903030168651142406674640753005074903886770882656724670121353380640053046448488956774811046340291740775912619333635611698062525812064895829812725339163590894552396 = 22 × 19 × 6949 × 303011 × 2240731 × 76225351 × 54981104671<11> × 263977542497696689248541<24> × 935527893146187207403151261<27> × 197338780986758366698872346949988950433485032670191<51> × 28277690620501613877234257589983125313137548625953036574674289496906614455480053141051606779351793487574034934979<113> × 495854314929072033508201262786546408002404985135584295466083243809723451853620483326160819901222934691623512811601<114>
Categories
- Lucas Sequence (index 1737)