Number Info
| ID | 58292 |
| Size | 1145 digits / 3801 bits |
| Value | 14996682560899874796324075609859079777313649862460107715102646889712160734752917734637161191600556985933477696358290315994479547112153651024852582764480378469071691288714630112722921404303538517611970685352470504724123976761885753105167039464735724137778784196134845642253841716874675624088787263180170330005786931370825620241867377441676914639350078170156397977860678940591552928521171928189815402714987777892020175341621789787458515217818805005933538058513579076692947304035834116739786999125334028022370093141605692866346881424635811964508033384728287070707174087518458713593122596128723539268664524262186642636398832033282400676610500212684250774078945376802493300258552702350402676639340869688719500568636965290591306643006895111969552451505184067400087874054812960537356093121409147672198166080423634819031710101772805416579812161808557961191574665131007123331714617909830464426999889759251045008315378497255621213889331111554406165664893515191903694689447410175803081062465032078990644279771136000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 |
| Progress | 1.05% |
| Completed | no |
| Small factors | 938790447851<12> |
| Large cofactor | 15974472892463932757548894011258479469521789705532724360683975365132893921559925084527053080108765545162091127909986887779952777482208271115367819721009968784324674591894661700813583477923033209028243791310580984553648274295585233708310205652277732570163694666276830447180998004258181722278512509747722416065952101980326586617481262280250238250301587718595251991668508633302754604596575916880979187732695887915757599017528214178282967713347427662815658282318944260027739437310473458182275353098280624638411218914243750895694243693555619000980526184342243618752891685485747054310142392097426576810654856819521257317381119512170609008927539657939142328290794010845987653119586132245373048729508860479390306685423498244540519527573455371989465855676893806546213443396900394968115666182894930704971883944290457380890381887998792588792544103025052330466732084145097952540452576950759407804139738671550550406086375633598789219141640334634626124280136271379748847982558498001680026962433853072601020315865727712500109959749522700728074389619783481279464124576009911172237956946770570022958749718148872460624122154077343361462838574661299651 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
14996682560899874796324075609859079777313649862460107715102646889712160734752917734637161191600556985933477696358290315994479547112153651024852582764480378469071691288714630112722921404303538517611970685352470504724123976761885753105167039464735724137778784196134845642253841716874675624088787263180170330005786931370825620241867377441676914639350078170156397977860678940591552928521171928189815402714987777892020175341621789787458515217818805005933538058513579076692947304035834116739786999125334028022370093141605692866346881424635811964508033384728287070707174087518458713593122596128723539268664524262186642636398832033282400676610500212684250774078945376802493300258552702350402676639340869688719500568636965290591306643006895111969552451505184067400087874054812960537356093121409147672198166080423634819031710101772805416579812161808557961191574665131007123331714617909830464426999889759251045008315378497255621213889331111554406165664893515191903694689447410175803081062465032078990644279771136000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 = 938790447851<12> × [15974472892463932757548894011258479469521789705532724360683975365132893921559925084527053080108765545162091127909986887779952777482208271115367819721009968784324674591894661700813583477923033209028243791310580984553648274295585233708310205652277732570163694666276830447180998004258181722278512509747722416065952101980326586617481262280250238250301587718595251991668508633302754604596575916880979187732695887915757599017528214178282967713347427662815658282318944260027739437310473458182275353098280624638411218914243750895694243693555619000980526184342243618752891685485747054310142392097426576810654856819521257317381119512170609008927539657939142328290794010845987653119586132245373048729508860479390306685423498244540519527573455371989465855676893806546213443396900394968115666182894930704971883944290457380890381887998792588792544103025052330466732084145097952540452576950759407804139738671550550406086375633598789219141640334634626124280136271379748847982558498001680026962433853072601020315865727712500109959749522700728074389619783481279464124576009911172237956946770570022958749718148872460624122154077343361462838574661299651<1133>]
Categories
- n!/n# + 1 (index 483)