Number Info
ID | 12491 |
Size | 319 digits / 1059 bits |
Value | 3141692975291921231486971881987627566847995011609816962202434508266775411809994161119362310173627657564510434382952162705989800146265975165986088586813008693954905571287066175872260638426761285652926721441296252574613610348583268402590299884995800912937390221921893229125645175038612415028947215404030501390166981263682 |
Progress | 100.00% |
Completed | yes |
Small factors | 2 × 7 × 23 × 37874771089<11> × 1810989685607<13> |
Cofactor | 142246593823853634280956224813267700359623889736462316045189145285951832864718628169951492000382880334325035952981017266820386030806547482560386315587815799088481593212287434340367910986020171132184899166993840273125541779723098298127421983593435646160735862751965664044956492258512121858988647 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
3141692975291921231486971881987627566847995011609816962202434508266775411809994161119362310173627657564510434382952162705989800146265975165986088586813008693954905571287066175872260638426761285652926721441296252574613610348583268402590299884995800912937390221921893229125645175038612415028947215404030501390166981263682 = 2 × 7 × 23 × 37874771089<11> × 1810989685607<13> × 1019036192602560474851130367149077617600298623504680453938865478609<67> × 1155333137794466358130062711636874331425462747755838712900914488174203836784504367968088157703<94> × 120821726319737125060380213121519076438217804211777969104676109966034634434402400787679405694914935793425593661557808774067304676471761<135>
Categories
- Lucas Sequence (index 1524)