Number Info
ID | 25975 |
Size | 425 digits / 1411 bits |
Value | 46013470226479230678651041355620952955766990451406774825555833899963178061456145278940681877919907515433062173900821961889690116237308561788786624882656555422103559915141029333845151437163640401094498804538956612353791902949679251086631931857228747734383133918516122216242445472801689632963819664098783252151651773181651867695164502294067866753794021339044310937253751782804864881371975912145110647465629199595307078224810847 |
Progress | 100.00% |
Completed | yes |
Small factors | 2207 × 166835329 |
Cofactor | 124966795284060628089716754074804933589834473991850123322537320321375132231104962448101771783799069736785047152401618891291363352115870448143903745345109049562852289951276276232288986700958619582906204826269772858075537641900314631499422709203897973304650631340222462816021683177497214635249520862540351415025156089868235020373269407147620582355580658382867061845238741411506982646894163096502990848353625649555649 (proven prime) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
46013470226479230678651041355620952955766990451406774825555833899963178061456145278940681877919907515433062173900821961889690116237308561788786624882656555422103559915141029333845151437163640401094498804538956612353791902949679251086631931857228747734383133918516122216242445472801689632963819664098783252151651773181651867695164502294067866753794021339044310937253751782804864881371975912145110647465629199595307078224810847 = 2207 × 166835329 × 124966795284060628089716754074804933589834473991850123322537320321375132231104962448101771783799069736785047152401618891291363352115870448143903745345109049562852289951276276232288986700958619582906204826269772858075537641900314631499422709203897973304650631340222462816021683177497214635249520862540351415025156089868235020373269407147620582355580658382867061845238741411506982646894163096502990848353625649555649<414>
Categories
- Lucas Sequence (index 2032)