Number Info
| ID | 50382 |
| Size | 392 digits / 1301 bits |
| Value | 29892805364867539761907717760575469386209407112531217500663284693026290321557984809428158300353479801177811387914186795781543377073912531744888055615271541796625562948606599278663504950457653397770697985537689392243771600134319632524208327874508918344688720086179689411078844622751845538640114115625278239178648594319422046642805948241637368913723392000000000000000000000000000000000000000001 |
| Progress | 2.21% |
| Completed | no |
| Small factors | 1453 × 312343 |
| Large cofactor | 65867212243230122859219789870911188476114558770637377166755550471477812661605313971659600297388399923703910029068526771484500906604769427890539018894537167261684163747776805773155199752854451332279298271358348090777344129176956055425250910474785600904617056536784952140170158027520972664435618077371961808073267614482379367392098667434001003510849917343965693705191955059006228349219 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
29892805364867539761907717760575469386209407112531217500663284693026290321557984809428158300353479801177811387914186795781543377073912531744888055615271541796625562948606599278663504950457653397770697985537689392243771600134319632524208327874508918344688720086179689411078844622751845538640114115625278239178648594319422046642805948241637368913723392000000000000000000000000000000000000000001 = 1453 × 312343 × [65867212243230122859219789870911188476114558770637377166755550471477812661605313971659600297388399923703910029068526771484500906604769427890539018894537167261684163747776805773155199752854451332279298271358348090777344129176956055425250910474785600904617056536784952140170158027520972664435618077371961808073267614482379367392098667434001003510849917343965693705191955059006228349219<383>]
Categories
- n!!! + 1 (index 514)