Number Info
| ID | 52486 |
| Size | 382 digits / 1266 bits |
| Value | 1007058856442893887967739121287907635823302054185844168617540197082774228480577810067154364847991060233698167845621479944207032138364588921368077093271725787631518590785018750873054726882410390567923024120642067034601273605484706316003083308756009124245784484602541168465246630658056402380878868857001838307490349638882460405305135436237111296000000000000000000000000000000000000001 |
| Progress | 100.00% |
| Completed | yes |
| Small factors | 353 × 59058026327<11> |
| Large cofactor | 48306015755878605523003617466311552289839351552702712512413635826096064181627278515496590296646893675284613965780997128100464878312507999802688036880479645324833495893667413821530964760434526793899263160928701966569840918106503114792983298364417752583192845216071475096930292327889356922175064386729588422978471266573842903878412483094033844240791804486911922057974471 (proven prime) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
1007058856442893887967739121287907635823302054185844168617540197082774228480577810067154364847991060233698167845621479944207032138364588921368077093271725787631518590785018750873054726882410390567923024120642067034601273605484706316003083308756009124245784484602541168465246630658056402380878868857001838307490349638882460405305135436237111296000000000000000000000000000000000000001 = 353 × 59058026327<11> × 48306015755878605523003617466311552289839351552702712512413635826096064181627278515496590296646893675284613965780997128100464878312507999802688036880479645324833495893667413821530964760434526793899263160928701966569840918106503114792983298364417752583192845216071475096930292327889356922175064386729588422978471266573842903878412483094033844240791804486911922057974471<368>
Categories
- n!!!! + 1 (index 640)