Number Info
ID | 12659 |
Size | 354 digits / 1175 bits |
Value | 404657228731069083209201550934104873187682556705903569375659243575920441500978811575848338220811582523740764248294170129827538871572853597820068682167148875359152796918956859996425716421106450387269125291971131767050896141727412337944859945684616663208032557925515739537582223468365446548904218272984027065466790478886430047016724117369213015621199065922 |
Progress | 100.00% |
Completed | yes |
Small factors | 2 × 7 × 23 × 18049 × 25943 × 100769 × 103681 × 153409 × 473761 × 55758935481047<14> |
Cofactor | 63388043167243419520987626253940280949633022710151385081277012158091111858540667199175775954245921905541676920789650338833896697570621640075456759536576586126591564238289502295890764344551227045186316319805858159860581400884153902496008839023251950883428208007841519788358789079439019898458948200738976345329 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
404657228731069083209201550934104873187682556705903569375659243575920441500978811575848338220811582523740764248294170129827538871572853597820068682167148875359152796918956859996425716421106450387269125291971131767050896141727412337944859945684616663208032557925515739537582223468365446548904218272984027065466790478886430047016724117369213015621199065922 = 2 × 7 × 23 × 18049 × 25943 × 100769 × 103681 × 153409 × 473761 × 55758935481047<14> × 153037630649666194962091443041<30> × 150539053331038933293228974758158934077833865379608422047703<60> × 20735946690310257088163003971348099401545379654917628683352442014503<68> × 132689349024139476524156186352583883201122006312076102349196706227501586961957630790797012269791682775963908566132912944979571976748962270487776666079441<153>
Categories
- Lucas Sequence (index 1692)