Number Info
| ID | 50377 |
| Size | 388 digits / 1286 bits |
| Value | 1247303302457354836960399984936327306498172001480898265997284766114817662811770868654528840899810693895905545486614822407046468809314628111892288330482565580591086010718287450377311022382575014594504042747596212787851008327423642395939366074033149220777066176727670506965445914741274326140847842978478011436573598525226880522166694983544571166720000000000000000000000000000000000000000001 |
| Progress | 2.56% |
| Completed | no |
| Small factors | 64153 × 131909 |
| Large cofactor | 147394294959867465433464897911377675976612068560768639995861612854652742533878818828730690794167240708207808149290492663118073443503923251898607685268074668425672435737357117082592465010692670857362497158674205412951944544313052282098481339651440658456677852149894378307273077442628563227701838476395875564953784751695148638433903390063858103356407994267860617735001572186485013 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
1247303302457354836960399984936327306498172001480898265997284766114817662811770868654528840899810693895905545486614822407046468809314628111892288330482565580591086010718287450377311022382575014594504042747596212787851008327423642395939366074033149220777066176727670506965445914741274326140847842978478011436573598525226880522166694983544571166720000000000000000000000000000000000000000001 = 64153 × 131909 × [147394294959867465433464897911377675976612068560768639995861612854652742533878818828730690794167240708207808149290492663118073443503923251898607685268074668425672435737357117082592465010692670857362497158674205412951944544313052282098481339651440658456677852149894378307273077442628563227701838476395875564953784751695148638433903390063858103356407994267860617735001572186485013<378>]
Categories
- n!!! + 1 (index 509)