Number Info
ID | 12641 |
Size | 350 digits / 1163 bits |
Value | 70034136526807912951871499038168757433080254035543686017477534199844512434709446743845403032707657686452382922874203027113924056165006229784645436063750351670483926706454268006789764932550280407992730827660444359946861609859604803198824827666283981264962230667362786946141855941100455606251685228679496367183635561609046892185663155901720758417132818 |
Progress | 100.00% |
Completed | yes |
Small factors | 2 × 34 × 107 × 3347 × 20089 × 53569 × 991009 × 993241 × 11128427 × 15917507 × 775585403 × 2180876506489<13> × 3020733700601<13> × 19767773397011867<17> × 859886421593527043<18> |
Cofactor | 74074778450426416710813273608484082751494014194793861300864145090009213702631530445740591728092865945783891654447277535265559443032607108112005492223609622094491808228154960512490895017950222353152710053333059994692986571460579078604979643 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
70034136526807912951871499038168757433080254035543686017477534199844512434709446743845403032707657686452382922874203027113924056165006229784645436063750351670483926706454268006789764932550280407992730827660444359946861609859604803198824827666283981264962230667362786946141855941100455606251685228679496367183635561609046892185663155901720758417132818 = 2 × 34 × 107 × 3347 × 20089 × 53569 × 991009 × 993241 × 11128427 × 15917507 × 775585403 × 2180876506489<13> × 3020733700601<13> × 19767773397011867<17> × 859886421593527043<18> × 206933784052538494083961<24> × 210907424232568795946689<24> × 727994204127919823422338467<27> × 157945397950723345044852819601<30> × 14760878173257548375656334073301009344016853364284229899659835198615940322038252861418795934278999100200433385708970910726149398499627201<137>
Categories
- Lucas Sequence (index 1674)