Number Info
| ID | 50371 |
| Size | 382 digits / 1268 bits |
| Value | 4842880725818099648851891195385539756704116424054366330933647957767371746553231045351766390348473306164554017746238933998487574680706291154058132781795528629301373734122892482265121187722089404918984146033826742305889282742351671478367123298543797497911374611645210351869689132148110012427870827005125183210408685266883374058126431674695680000000000000000000000000000000000000000001 |
| Progress | 4.63% |
| Completed | no |
| Small factors | 751 × 607128227022007<15> |
| Large cofactor | 10621440269911435901168019629393631303193953416079291442059611021530800482575228882700476450380083468582290671501569750934512999855136268155058575753547941358077752554547646832229905640044136452367918004977292684279550220478278523104305072290243616747171186327628125313306708728356614396117544490888893627536720924220413972207128679584278885770311812028524200684393 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
4842880725818099648851891195385539756704116424054366330933647957767371746553231045351766390348473306164554017746238933998487574680706291154058132781795528629301373734122892482265121187722089404918984146033826742305889282742351671478367123298543797497911374611645210351869689132148110012427870827005125183210408685266883374058126431674695680000000000000000000000000000000000000000001 = 751 × 607128227022007<15> × [10621440269911435901168019629393631303193953416079291442059611021530800482575228882700476450380083468582290671501569750934512999855136268155058575753547941358077752554547646832229905640044136452367918004977292684279550220478278523104305072290243616747171186327628125313306708728356614396117544490888893627536720924220413972207128679584278885770311812028524200684393<365>]
Categories
- n!!! + 1 (index 503)