Number Info
| ID | 12754 |
| Size | 374 digits / 1241 bits |
| Value | 28901017084267433677427802555174076474308198943343366143411373008746369955513768605813519555791938355784387319300725850808883037479420411847775982882252165286870155053237501468824233921165105847541195048031547497068824510386748403156714614724185484115136264104208307545724672122188335618099494595784155052506969423981520433394752879433531320325450549493174220786162038101479 |
| Progress | 2.64% |
| Completed | no |
| Small factors | 7519124161<10> |
| Cofactor | 3843668021093531943530810191016085879248483252083296213495173458507060547994290342695874463801388257962081458878136731277322903815714822300801209350086188221260063197570265719784838371571758628330648076397889860176339294576884484984994599389510664061919892548002348055085490710543453096478199596494753912404103127827246478872814144428320914426438947786537850307239 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
28901017084267433677427802555174076474308198943343366143411373008746369955513768605813519555791938355784387319300725850808883037479420411847775982882252165286870155053237501468824233921165105847541195048031547497068824510386748403156714614724185484115136264104208307545724672122188335618099494595784155052506969423981520433394752879433531320325450549493174220786162038101479 = 7519124161<10> × [3843668021093531943530810191016085879248483252083296213495173458507060547994290342695874463801388257962081458878136731277322903815714822300801209350086188221260063197570265719784838371571758628330648076397889860176339294576884484984994599389510664061919892548002348055085490710543453096478199596494753912404103127827246478872814144428320914426438947786537850307239<364>]
Categories
- Lucas Sequence (index 1787)