Number Info
| ID | 12741 |
| Size | 371 digits / 1232 bits |
| Value | 55471997336844307804679784211461729873993516864794962365793735206567466909798579024606758360319723931401314676961870840527218284958691202906837259808562558285021398126316202038442281980262871415102025488144952869577955292514365386554366836476938265417162667129425529399185672195270617063328421927681945308196006130858957575110817379342697208212296550405031502960876329443 |
| Progress | 19.97% |
| Completed | no |
| Small factors | 3 × 3547 × 319321 |
| Cofactor | 16325401826311685409105518854373291720082650571765298520907821372801918543526833797842498383462949143233136959700521707984474650702312084616924738184545132910613236654717041731959126435188282576448525119034713055840270413988364658052564929475441827969304393394491457411910607491375044697368254345321069026538931742641736741861034165013887317451353093982721939563 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
55471997336844307804679784211461729873993516864794962365793735206567466909798579024606758360319723931401314676961870840527218284958691202906837259808562558285021398126316202038442281980262871415102025488144952869577955292514365386554366836476938265417162667129425529399185672195270617063328421927681945308196006130858957575110817379342697208212296550405031502960876329443 = 3 × 3547 × 319321 × 1396690816404860805153067<25> × 23822392519747337723876475773370665554147<41> × [490657256149732906536669998551379418265684290890453037106511387344078434618978130284917066816246727346358886419892290113215354298387811004407504125157245820031848449753051209376877127248820614237277951461464524480368270468428689316139970123409841963874872027275460311797362760210912833124648805387<297>]
Categories
- Lucas Sequence (index 1774)