Number Info
| ID | 12793 |
| Size | 382 digits / 1268 bits |
| Value | 4087249002020804512537359357570710801451429128798518501764567437385518349900139877104831814663557857046386921381503892914245941965641915795572540477024714871361135557296758648458785170074834416159461578591295600957907201328826697166162729461187485843067071425770009686219439246860942757327586863118056300199693633345634230989189466179422701517811355058865669539260339584658473813443 |
| Progress | 10.17% |
| Completed | no |
| Small factors | 3 × 43 × 307 × 6464041 × 245329617161<12> × 10341247759646081<17> |
| Cofactor | 6293264482428634653712560499176566371250424359371945211464219894847748827705860519756530522433321672823771527695640400861299004666947563054594439471627868937264300118148768643766203848409129287844512963242387598689372582431018990160372932497799169098441830181291005389716031570909640963639061909435702614594713041415837095432642976918595025601 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
4087249002020804512537359357570710801451429128798518501764567437385518349900139877104831814663557857046386921381503892914245941965641915795572540477024714871361135557296758648458785170074834416159461578591295600957907201328826697166162729461187485843067071425770009686219439246860942757327586863118056300199693633345634230989189466179422701517811355058865669539260339584658473813443 = 3 × 43 × 307 × 6464041 × 245329617161<12> × 10341247759646081<17> × [6293264482428634653712560499176566371250424359371945211464219894847748827705860519756530522433321672823771527695640400861299004666947563054594439471627868937264300118148768643766203848409129287844512963242387598689372582431018990160372932497799169098441830181291005389716031570909640963639061909435702614594713041415837095432642976918595025601<343>]
Categories
- Lucas Sequence (index 1826)