Number Info
| ID | 12841 |
| Size | 392 digits / 1302 bits |
| Value | 43937751518660939861340513790972345363911287940855194300111492121658295147528331398776877756691288130355306221153324017163361667947576394750808964761213708699081084282203001705483276371543959284896391681240439176712977528218485366080355186556905139738644058897513377542488400165201230524734764038089913739392822604015289357707343829793791243558897731964956155538966413378335334296201021785443 |
| Progress | 5.74% |
| Completed | no |
| Small factors | 3 |
| Cofactor | 14645917172886979953780171263657448454637095980285064766703830707219431715842777132925625918897096043451768740384441339054453889315858798250269654920404569566360361427401000568494425457181319761632130560413479725570992509406161788693451728852301713246214686299171125847496133388400410174911588012696637913130940868005096452569114609931263747852965910654985385179655471126111778098733673928481 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
43937751518660939861340513790972345363911287940855194300111492121658295147528331398776877756691288130355306221153324017163361667947576394750808964761213708699081084282203001705483276371543959284896391681240439176712977528218485366080355186556905139738644058897513377542488400165201230524734764038089913739392822604015289357707343829793791243558897731964956155538966413378335334296201021785443 = 3 × 9784094244877323854443<22> × [1496910884781712894402675526441944534651110116154450940851993940286580561454419601839844612166586382477776214897151073825418707036696651971096604409094731442436030487810893691087744051664074383062408193053716715141576154908830162330008070962821119230606360032794087575783477969682642747952810498253834773602179871175693648651884946422418971942629700912601718854575605667<370>]
Categories
- Lucas Sequence (index 1874)