Number Info
| ID | 46103 |
| Size | 389 digits / 1292 bits |
| Value | 55999397401181624007970525662228881095168659729947683663459568612877337687103244532741481446193158669223111681827099783995223685855991394533857968704451505138207572405603545223305877760386469231760852842439470446554717967072798418218925958492128260636540143129576946167209039675309828823599001441864639500011288693462578636098658615322214400000000000000000000000000000000000000000000000001 |
| Progress | 5.38% |
| Completed | no |
| Small factors | 896575373 × 910472243897<12> |
| Large cofactor | 68600903792410824022830617257918846524523823746557320774157490869285198669262833962339197905660715512300909274274837849933059030633539506439218100781752193078886777200423429063017037748256559436165227595964257146680141742956801240349142017659611230503959638006625717738027271733833361030182860918249122723599543177091220639058140739449444474913260020336146819091715821 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
55999397401181624007970525662228881095168659729947683663459568612877337687103244532741481446193158669223111681827099783995223685855991394533857968704451505138207572405603545223305877760386469231760852842439470446554717967072798418218925958492128260636540143129576946167209039675309828823599001441864639500011288693462578636098658615322214400000000000000000000000000000000000000000000000001 = 896575373 × 910472243897<12> × [68600903792410824022830617257918846524523823746557320774157490869285198669262833962339197905660715512300909274274837849933059030633539506439218100781752193078886777200423429063017037748256559436165227595964257146680141742956801240349142017659611230503959638006625717738027271733833361030182860918249122723599543177091220639058140739449444474913260020336146819091715821<368>]
Categories
- n! + 1 (index 206)