Number Info
| ID | 57424 |
| Size | 1509 digits / 5012 bits |
| Value | 379566425964698047166432383043280715000861372485574030411545286201420301102559767462919816472029806557659873083284161594914692405684763623063417527015321953086130734675937852361050505918313293293918006132581586937738292315861405874130135388611064178340704036948745111638800107186096786478365838554213390370010396832452227913341322052958213004780323372000254863726446239498713010145726373102768292188290430893863559820464416897598437255768948121045215779833508400533734432065517080586020793114719300967731968921504563568355585215312174330627123240097585773938984032249444814169143553234054245387471707256404727103027502720507460759875719158164063288099414491101909773263686672250080880531030616915350976583718894235462017209548205270323523941137884749219517819168436558255984005945153150445917683301756419241287043489532189414098133716832448313899573119195396584644673262599268913821858261328922313011738752329147165356199321735700650634622275620227378363468780970275805021002609738501240648771736340245103997440020987630176283679160608127316364252961213424041167771166400719714342462989692441596198781047050678527456555240335612435515497808754564639427997611447986237433927345042258904604486226290618223844474743137540989258620512917975858484707984321396809872354950340507295881790789917083561056007728270965896592174262255615999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 0.87% |
| Completed | no |
| Small factors | 12036282991169<14> |
| Large cofactor | 31535186256686161084715926967021884251693951721830013307848123355277296026772847454263981026421115472441512368927779225938432217815671045504131842850679919814155674684181704226882928554099005096105360777599532012060513990437729398991841892643104181936562730174301367108770662846964508069468739586439753008288344138190053773054163558866099392406014972092112912455771883179851662719046769386750902470695284467187554243299007544120720065978759972967040165232525697485026637090187004802850035391215707000870441268802954401550252310900504124752589746002790547620858313009858988556451213483105615882974619416887555001287482268145175439117355703667771147221239438472215654485011952361640336292913387523213694942302290023500904756649930479060608661471495796391153082483912137133316995701204062706339719750810319461638860988501597279123109625186498972641433035978955606591738514656967747996415541565886076339354823451890389355238934655475920811859452981436063578974560371852352396901164068303762925478095416595153555411734838360913135828094479884298060797606486016297892445790206902619991538918355253177762106612138302332975213622248639711578170362204127894637626171550873551112057740326713887454266119066761916558712455354159642348987998579120221245788143909789418273042043221295276919714282257660474390092637204515212524103006223430410198822506289175948508332082361064509643929166891933205028717099258018501521405020714079898081994215320634361579610752514671062109212632295739204188176109865959717483071 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
379566425964698047166432383043280715000861372485574030411545286201420301102559767462919816472029806557659873083284161594914692405684763623063417527015321953086130734675937852361050505918313293293918006132581586937738292315861405874130135388611064178340704036948745111638800107186096786478365838554213390370010396832452227913341322052958213004780323372000254863726446239498713010145726373102768292188290430893863559820464416897598437255768948121045215779833508400533734432065517080586020793114719300967731968921504563568355585215312174330627123240097585773938984032249444814169143553234054245387471707256404727103027502720507460759875719158164063288099414491101909773263686672250080880531030616915350976583718894235462017209548205270323523941137884749219517819168436558255984005945153150445917683301756419241287043489532189414098133716832448313899573119195396584644673262599268913821858261328922313011738752329147165356199321735700650634622275620227378363468780970275805021002609738501240648771736340245103997440020987630176283679160608127316364252961213424041167771166400719714342462989692441596198781047050678527456555240335612435515497808754564639427997611447986237433927345042258904604486226290618223844474743137540989258620512917975858484707984321396809872354950340507295881790789917083561056007728270965896592174262255615999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 12036282991169<14> × [31535186256686161084715926967021884251693951721830013307848123355277296026772847454263981026421115472441512368927779225938432217815671045504131842850679919814155674684181704226882928554099005096105360777599532012060513990437729398991841892643104181936562730174301367108770662846964508069468739586439753008288344138190053773054163558866099392406014972092112912455771883179851662719046769386750902470695284467187554243299007544120720065978759972967040165232525697485026637090187004802850035391215707000870441268802954401550252310900504124752589746002790547620858313009858988556451213483105615882974619416887555001287482268145175439117355703667771147221239438472215654485011952361640336292913387523213694942302290023500904756649930479060608661471495796391153082483912137133316995701204062706339719750810319461638860988501597279123109625186498972641433035978955606591738514656967747996415541565886076339354823451890389355238934655475920811859452981436063578974560371852352396901164068303762925478095416595153555411734838360913135828094479884298060797606486016297892445790206902619991538918355253177762106612138302332975213622248639711578170362204127894637626171550873551112057740326713887454266119066761916558712455354159642348987998579120221245788143909789418273042043221295276919714282257660474390092637204515212524103006223430410198822506289175948508332082361064509643929166891933205028717099258018501521405020714079898081994215320634361579610752514671062109212632295739204188176109865959717483071<1496>]
Categories
- n!/n# - 1 (index 612)