Number Info
| ID | 50383 |
| Size | 393 digits / 1304 bits |
| Value | 328888934791955323409718268028010784177437993350483254778164047129155121330207742646826164768462083766472374233910596372290012895640081140543758586981642892290257559306198034915489370381837379848278825991686169387900553875775066026961292046401060786534496809479552159276648778798979214316818759236565082055595726459131823856084914133261032525240729600000000000000000000000000000000000000000001 |
| Progress | 1.75% |
| Completed | no |
| Small factors | 7236499 |
| Large cofactor | 45448625750097571133460844536565372865723880200976087301078055442162725556958930367685556892699367990857509167611381743062496504959108146155172354336211874317989618917407165386948767681974029133187032291676702973067577826760573866860382630661741373353951518473166673453095036536172977335700420774820128083427597579870020552215223706002174881146356767271024289507951289705146093435513499 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
328888934791955323409718268028010784177437993350483254778164047129155121330207742646826164768462083766472374233910596372290012895640081140543758586981642892290257559306198034915489370381837379848278825991686169387900553875775066026961292046401060786534496809479552159276648778798979214316818759236565082055595726459131823856084914133261032525240729600000000000000000000000000000000000000000001 = 7236499 × [45448625750097571133460844536565372865723880200976087301078055442162725556958930367685556892699367990857509167611381743062496504959108146155172354336211874317989618917407165386948767681974029133187032291676702973067577826760573866860382630661741373353951518473166673453095036536172977335700420774820128083427597579870020552215223706002174881146356767271024289507951289705146093435513499<386>]
Categories
- n!!! + 1 (index 515)