Number Info
| ID | 12435 |
| Size | 307 digits / 1020 bits |
| Value | 6220938199567889945967703274748656338141892136392157046436529281146869869118719683537962157593340954384363833554758528570248217406534300757938604697257254214048785598783626160107932037606079218479509032239123352598852436871228404512187892326514152954843696799543329350110400526800455179794962357283853665847 |
| Progress | 100.00% |
| Completed | yes |
| Small factors | 7 |
| Cofactor | 888705457081127135138243324964093762591698876627451006633789897306695695588388526219708879656191564912051976222108361224321173915219185822562657813893893459149826514111946594301133148229439888354215576034160478942693205267318343501741127475216307564977670971363332764301485789542922168542137479611979095121 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
6220938199567889945967703274748656338141892136392157046436529281146869869118719683537962157593340954384363833554758528570248217406534300757938604697257254214048785598783626160107932037606079218479509032239123352598852436871228404512187892326514152954843696799543329350110400526800455179794962357283853665847 = 7 × 29215907008705619302775341703541692736529<41> × 843749047752168582186689688468398452371124903<45> × 36051652619758822773816944601519364414008140321862749428076341782591114277536372333801859775278248223577034443624988601273269314001436077557390807890291332325957175670891290006974994552806838184147890267788939480321607383<221>
Categories
- Lucas Sequence (index 1468)