Number Info
ID | 12705 |
Size | 364 digits / 1207 bits |
Value | 1661570429054466503360037650105061917202283939774627535080037001676600055380343965885043351326995999680123776556763145476322684721806415467304221274176955068745649560749897212470081913659750793925569754229832711498602458936369518431385614647270522994754375990750192372647263204576002223322362553653522287674729808478714578710468292566665093364032567900205298487803 |
Progress | 100.00% |
Completed | yes |
Small factors | 3 × 43 × 307 × 21803 × 5924683 × 3732733883 × 14629892449<11> × 184715524801<12> × 35291491142640569<17> |
Cofactor | 912363129694825018368298725943233248208646133796096129942234632471995361352377297842571559271436852317547829344328218216568764652020646697319286315552863881165922187734237234878299448776121479370477183905048372945997459731282214667381958653670900368792594767711164026267162617214507820324829836088363 (proven prime) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
1661570429054466503360037650105061917202283939774627535080037001676600055380343965885043351326995999680123776556763145476322684721806415467304221274176955068745649560749897212470081913659750793925569754229832711498602458936369518431385614647270522994754375990750192372647263204576002223322362553653522287674729808478714578710468292566665093364032567900205298487803 = 3 × 43 × 307 × 21803 × 5924683 × 3732733883 × 14629892449<11> × 184715524801<12> × 35291491142640569<17> × 912363129694825018368298725943233248208646133796096129942234632471995361352377297842571559271436852317547829344328218216568764652020646697319286315552863881165922187734237234878299448776121479370477183905048372945997459731282214667381958653670900368792594767711164026267162617214507820324829836088363<300>
Categories
- Lucas Sequence (index 1738)