Number Info
| ID | 12753 |
| Size | 374 digits / 1240 bits |
| Value | 17861810867518657913551108359353126497983925499391886350272976424869887729875075012086572630010298038441558692248847572477766886761036472091341838507743005853508958579675221148981665780814401308658142441811291779102061405369031263604950467326691788201051670359112127519801510606297491843877212661866291886293183661199441207581199680067844861905893096238487093668284525162843 |
| Progress | 7.26% |
| Completed | no |
| Small factors | 3 × 563 × 5641 × 29134601 × 4632894751907<13> |
| Cofactor | 13889231870073287882308789845246374686493042033759323605564596306038571746898416950722579006375709292854007980364069186323142416782084165970096558528784047046593489548048923860264155724625848428457485306725920720984828061443988771271703522302939378655432951198188316130316473253749537684304231316207499177532375405102265716510675214679128466588801 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
17861810867518657913551108359353126497983925499391886350272976424869887729875075012086572630010298038441558692248847572477766886761036472091341838507743005853508958579675221148981665780814401308658142441811291779102061405369031263604950467326691788201051670359112127519801510606297491843877212661866291886293183661199441207581199680067844861905893096238487093668284525162843 = 3 × 563 × 5641 × 29134601 × 4632894751907<13> × [13889231870073287882308789845246374686493042033759323605564596306038571746898416950722579006375709292854007980364069186323142416782084165970096558528784047046593489548048923860264155724625848428457485306725920720984828061443988771271703522302939378655432951198188316130316473253749537684304231316207499177532375405102265716510675214679128466588801<347>]
Categories
- Lucas Sequence (index 1786)