Number Info
ID | 12702 |
Size | 363 digits / 1205 bits |
Value | 392243570660345710562060040172248799189612174353222783541938014965401364241961536316329803424539317289874780149026062944997460242035817940418838294611356434833311804874945712971987387192742364955533617576227625803682354412911987578764193126271242318694964251956568907458829692401911326299730126929959264150508858792508817414583331563126566261418110426976490616989 |
Progress | 100.00% |
Completed | yes |
Small factors | 11 × 17351 × 662771 × 4202171 × 14719741 × 140916701 × 88704249076841<14> × 25008386631867389<17> × 2349072345221377801<19> |
Cofactor | 68267231915561381231821762316773013184230946615686603893745686770322926894752304566629432402350579732444776150762871295185293786925169409938641306523231102116293142343555631242507389824773911724864090128059383019614393866091354080662970499410493318777929255114353067725013222511021 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
392243570660345710562060040172248799189612174353222783541938014965401364241961536316329803424539317289874780149026062944997460242035817940418838294611356434833311804874945712971987387192742364955533617576227625803682354412911987578764193126271242318694964251956568907458829692401911326299730126929959264150508858792508817414583331563126566261418110426976490616989 = 11 × 17351 × 662771 × 4202171 × 14719741 × 140916701 × 88704249076841<14> × 25008386631867389<17> × 2349072345221377801<19> × 31812858778255556201<20> × 3124791659551720658921<22> × 199187460399042526805980487374118125053459971811841<51> × 111706553222156057415926458275446344845524650897003434769435357604236054272951672899431<87> × 30863692482741536386094142396265183425032405093210644871066395989717775215168792953376485901860114226331<104>
Categories
- Lucas Sequence (index 1735)