Number Info
| ID | 46111 |
| Size | 408 digits / 1354 bits |
| Value | 215771612901509642419154405263379786667606793944644903385185080132942734853355886863606062879676771893401843920042459437813883477594326205732254335739348553965888036169487708451254596491254638904097816602897239765316879995186756253843243073503164673686493567278056095995655656228682382971362020200213305145566566089714931916216940924097924912529382523797504000000000000000000000000000000000000000000000000001 |
| Progress | 4.94% |
| Completed | no |
| Small factors | |
| Large cofactor | 215771612901509642419154405263379786667606793944644903385185080132942734853355886863606062879676771893401843920042459437813883477594326205732254335739348553965888036169487708451254596491254638904097816602897239765316879995186756253843243073503164673686493567278056095995655656228682382971362020200213305145566566089714931916216940924097924912529382523797504000000000000000000000000000000000000000000000000001 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
215771612901509642419154405263379786667606793944644903385185080132942734853355886863606062879676771893401843920042459437813883477594326205732254335739348553965888036169487708451254596491254638904097816602897239765316879995186756253843243073503164673686493567278056095995655656228682382971362020200213305145566566089714931916216940924097924912529382523797504000000000000000000000000000000000000000000000000001 = 127337973516879732517<21> × [1694479713648869071230183675582524219195257422287741064938567573078450060167337275797300586098104349755640753741169198068938016854424493844934096989251585045009266278228103637037510310197504521872528800945548090059539792762773140471644305123088373791675183653853780817171188292906884088178550826425990872697581802351333578116033615591179112744164082963348151812861121766262407373060039853<388>]
Categories
- n! + 1 (index 214)