Number Info
ID | 12774 |
Size | 378 digits / 1255 bits |
Value | 437185683523155049818297974819959341846638801637222596965377574467982556025658593616000448899718223472473048150129198990766126717188147561783683446134013635829068822004240562150611033508282673460258254614606707788540798498014844519240888084236004256304396096864057677066959480301076053999546411502978825815514674782915942433225780853938404323075748510805650209391274481785422029 |
Progress | 15.02% |
Completed | no |
Small factors | 521 × 7229 × 30859 × 108421 × 7968871 × 253279129 × 1475216731 × 14331800109223159<17> |
Cofactor | 813021357881195855543191520435888409911882234714905255090224677926871207234849584948277910766529789464056449096089042310445321144884090641435421386190401359243499903127128851336305247741789571075031123281373840713248588781628743303950811573173214876081469590437630595530136276463042251098729466329280111652336727214544789 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
437185683523155049818297974819959341846638801637222596965377574467982556025658593616000448899718223472473048150129198990766126717188147561783683446134013635829068822004240562150611033508282673460258254614606707788540798498014844519240888084236004256304396096864057677066959480301076053999546411502978825815514674782915942433225780853938404323075748510805650209391274481785422029 = 521 × 7229 × 30859 × 108421 × 7968871 × 253279129 × 1475216731 × 14331800109223159<17> × [813021357881195855543191520435888409911882234714905255090224677926871207234849584948277910766529789464056449096089042310445321144884090641435421386190401359243499903127128851336305247741789571075031123281373840713248588781628743303950811573173214876081469590437630595530136276463042251098729466329280111652336727214544789<321>]
Categories
- Lucas Sequence (index 1807)