Number Info
ID | 12715 |
Size | 366 digits / 1214 bits |
Value | 204359653178004854681901037341976555331780413778457734384227606106872443968464014274306620023769865188205976422961123178979022926746432395302459831543427567466784248461424032359494196089161382528606050851121770599188451212442128555672439417379475092652996319851203056368523979874156820490297815991209226278245016304564240898670597702002463949098792197115770765796247 |
Progress | 100.00% |
Completed | yes |
Small factors | 7 × 10487 × 253367 × 1569703 × 9506372193863<13> × 215575487795303<15> × 1091346396980401<16> |
Cofactor | 3129691289807926356763125346399440031322123965612985901602526936044896405524882990916685919973828332993780589377160485015317393065851794576667321367742474923968924866331056235302798399723053635354069898478898638567580826615405423033513421181876072818753953528552451251355731223223668421550942808354838643447 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
204359653178004854681901037341976555331780413778457734384227606106872443968464014274306620023769865188205976422961123178979022926746432395302459831543427567466784248461424032359494196089161382528606050851121770599188451212442128555672439417379475092652996319851203056368523979874156820490297815991209226278245016304564240898670597702002463949098792197115770765796247 = 7 × 10487 × 253367 × 1569703 × 9506372193863<13> × 215575487795303<15> × 1091346396980401<16> × 79769996967916558327<20> × 39233940187645816112735099674566368533659532819464366534403168886333462220838882479926873397639262402782780605740572604864842394361060858313534617756699677188559366053230881768360698423250701639639987094278236330199803993331984240761756810592723057773414386750798059811059348057557986561<287>
Categories
- Lucas Sequence (index 1748)