Number Info
| ID | 57295 |
| Size | 1145 digits / 3801 bits |
| Value | 14996682560899874796324075609859079777313649862460107715102646889712160734752917734637161191600556985933477696358290315994479547112153651024852582764480378469071691288714630112722921404303538517611970685352470504724123976761885753105167039464735724137778784196134845642253841716874675624088787263180170330005786931370825620241867377441676914639350078170156397977860678940591552928521171928189815402714987777892020175341621789787458515217818805005933538058513579076692947304035834116739786999125334028022370093141605692866346881424635811964508033384728287070707174087518458713593122596128723539268664524262186642636398832033282400676610500212684250774078945376802493300258552702350402676639340869688719500568636965290591306643006895111969552451505184067400087874054812960537356093121409147672198166080423634819031710101772805416579812161808557961191574665131007123331714617909830464426999889759251045008315378497255621213889331111554406165664893515191903694689447410175803081062465032078990644279771135999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 2.98% |
| Completed | no |
| Small factors | 4567 × 391907597 |
| Large cofactor | 8378774550274682931292495920649199156213618444855805336671408264008873035193528404207316924587583967468744802018899249141290162761350260868663327229070506964926537168000848066977274281064054847680008377700483178266013850461221769313227772699251626153096392592877867824532626229072748477879739196039022691040565627437735570703511919587418366929773772054219392546326527588249272060456255620498022702884717178150994442078824708317409317333305477423784608888923214275749666595814090553523164938879018046239182184385082428942668064608822885354584281945396375829227530527762547542773244278629675712929317173335435887535992429405938806572167302250147933841084741332209722442838258023649798161562351534314684623848938876858775909484947422009159411230003371254918178192511703829182986558743191660814364525698848482150686333353453540502722697290913621687050469191439897462459084710515325233432045267368229594250619206734053995114577914208220389295180728652473438079714517933410238612873063113180184461367976277580513377934974547521692103769570810756948501162127832362151169467496244793227892637628765422851331664054058302301162012433237245501 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
14996682560899874796324075609859079777313649862460107715102646889712160734752917734637161191600556985933477696358290315994479547112153651024852582764480378469071691288714630112722921404303538517611970685352470504724123976761885753105167039464735724137778784196134845642253841716874675624088787263180170330005786931370825620241867377441676914639350078170156397977860678940591552928521171928189815402714987777892020175341621789787458515217818805005933538058513579076692947304035834116739786999125334028022370093141605692866346881424635811964508033384728287070707174087518458713593122596128723539268664524262186642636398832033282400676610500212684250774078945376802493300258552702350402676639340869688719500568636965290591306643006895111969552451505184067400087874054812960537356093121409147672198166080423634819031710101772805416579812161808557961191574665131007123331714617909830464426999889759251045008315378497255621213889331111554406165664893515191903694689447410175803081062465032078990644279771135999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 4567 × 391907597 × 7724531467783843088773<22> × [1084696798144903050940268998553818350632100285911512037549219585920747210796465753760711643007910101957623475783677108545653689577135290987110672935890252482554065237201374750446285390278978644380667647413887648016899566719528386488851006871816233692468807894226360131515413532892873932673253314683082534188441239245272067567238767105507083548139905701210659152946733937131905052336886281668443041906048836644804782525585589371119299896311715910676648792408983181356660106601553969306847465726801251295196392032611331738417344529147591127587637903677089364436165374216159720158185515203180706588907168679763015547501408450348472231795268880322357739573283449955647336925474893041748043162013303624923092603962238799630050960861621280555298885161542985807212962116860144865884623136723435394587171562945431852376389064509257534521916255092529118413118657614307297070776583252745110633829741963524437219272530146174740412994106130723024664277753441622027956047703210313772036986683947080611474039267384312414702566127168610077835629837616249678226880159409238256281003193496397872445788320714231672121181348373337<1111>]
Categories
- n!/n# - 1 (index 483)