Number Info
| ID | 50390 |
| Size | 399 digits / 1325 bits |
| Value | 671429200411016857858651634998291646452313075840461736860249556175776347283575589898081125644366787767962570627151903009168004479109287864756566543072464421330543774477011961654633491085359566096030168740587255337653331388747414909798430537571712008966503484741583081312754156450448650501504457345273856111699006435340180415908107087894874419009502594256076800000000000000000000000000000000000000001 |
| Progress | 0.91% |
| Completed | no |
| Small factors | 4261 |
| Large cofactor | 157575498805683374292103176483992407052877980718249644886235521280398110134610558530410965886967094054907902048146421734139404946986455729818485459533551847296536910226944839627935576410551411897683681938649907377998904339062993407603480529822039898842174016602108209648616323973351009270477460066949977965665103599000277027906150454798139971605140247419872518188218727998122506453884064773527341 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
671429200411016857858651634998291646452313075840461736860249556175776347283575589898081125644366787767962570627151903009168004479109287864756566543072464421330543774477011961654633491085359566096030168740587255337653331388747414909798430537571712008966503484741583081312754156450448650501504457345273856111699006435340180415908107087894874419009502594256076800000000000000000000000000000000000000001 = 4261 × [157575498805683374292103176483992407052877980718249644886235521280398110134610558530410965886967094054907902048146421734139404946986455729818485459533551847296536910226944839627935576410551411897683681938649907377998904339062993407603480529822039898842174016602108209648616323973351009270477460066949977965665103599000277027906150454798139971605140247419872518188218727998122506453884064773527341<396>]
Categories
- n!!! + 1 (index 522)