Number Info
ID | 50386 |
Size | 396 digits / 1313 bits |
Value | 170364468222232857526234062838509586203912880555550325975088976412902352849047610691055953350063359391032689853165688920846226679941562030801666948056491018206353415720610582086223493857791762761408431863693435742932486907651484201965949280035749487424869347310408018505304067417871233016112117284540712504798586305830284757451985521029214848074697932800000000000000000000000000000000000000000001 |
Progress | 100.00% |
Completed | yes |
Small factors | 32 × 168109 × 6130176007<10> × 1915362062967239<16> |
Large cofactor | 9590068794298184228416743303114178817501708388695515874953988645917890285827569769893021105361255720146204080903473897673097982908864823984557121043553927852386044917144301301950964729310922135769034282647511711680541718632839332759468240367049184380094710179704616860958912248328631538443432611082185617244523553112149064361065046342776118369441127696432044347277 (proven prime) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
170364468222232857526234062838509586203912880555550325975088976412902352849047610691055953350063359391032689853165688920846226679941562030801666948056491018206353415720610582086223493857791762761408431863693435742932486907651484201965949280035749487424869347310408018505304067417871233016112117284540712504798586305830284757451985521029214848074697932800000000000000000000000000000000000000000001 = 32 × 168109 × 6130176007<10> × 1915362062967239<16> × 9590068794298184228416743303114178817501708388695515874953988645917890285827569769893021105361255720146204080903473897673097982908864823984557121043553927852386044917144301301950964729310922135769034282647511711680541718632839332759468240367049184380094710179704616860958912248328631538443432611082185617244523553112149064361065046342776118369441127696432044347277<364>
Categories
- n!!! + 1 (index 518)