Number Info
| ID | 58272 |
| Size | 1089 digits / 3618 bits |
| Value | 803560584455266836780548920795490840740210603472975779627384654940700832130286966985725873031591601852555524550534367425183310377300146694680917490806307482343265642021750894321109312503356939582651145189749630458499466928202128761958788410216587094692969575520099163187921755558697738224537680876973056629462752239257191327045512062450547251477491009662886090786629543423195963428057173941173614267419248043194063773240200017977510465696508946573662004418726815593524526570186487630808212811655422168682618173181532793664650367389112134558217839693930941279595081384027647592105228997418123773877220894969046916803467497585668151508852710809571917973811585400151757017210700879247817148352914462231437540638939132940010383184972711311730969104156106886708445678589908279288291724014446858680559292568998665770596783225383743206749988236704909174619111978399380810928426854008136509986989051906456027909257263877680184464462916482304387258068276084736000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 |
| Progress | 0.46% |
| Completed | no |
| Small factors | 92567 |
| Large cofactor | 8680853700079583834201701694939782435859546096049086387453246350650888892697040705496838754973063854857082162655529156450822759485563394024662325567494976420789975283003131724276570619155389497149644529797331991514248781187703271813484161852675220053506860711917845054802702426984754158874519870763588067340010503087030921678843562635178273590777393775998855864256479559920878535850326508811710590895451381628377972422571759028352549674252259947645078747488055306896891187682289451217045089628651918812131949541213745650876126129064484476738123085915401182706526963000071813844082977707153994121849264802457105845533154337784179583532497659096350945518506437500964242302447966113710254716615148619177866201118531797941063048224234460571596455585209706339283391258114752333858629144451552482856301841574196698289852574085621692468698221144737424510020979165354616774103372195362672550552454459002193307650212968743506697467379481697628606934093965287154169412425594434301640973565093391813497250640076917259930644830231075869370293949247572028908790389663703047522335173441939352036903 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
803560584455266836780548920795490840740210603472975779627384654940700832130286966985725873031591601852555524550534367425183310377300146694680917490806307482343265642021750894321109312503356939582651145189749630458499466928202128761958788410216587094692969575520099163187921755558697738224537680876973056629462752239257191327045512062450547251477491009662886090786629543423195963428057173941173614267419248043194063773240200017977510465696508946573662004418726815593524526570186487630808212811655422168682618173181532793664650367389112134558217839693930941279595081384027647592105228997418123773877220894969046916803467497585668151508852710809571917973811585400151757017210700879247817148352914462231437540638939132940010383184972711311730969104156106886708445678589908279288291724014446858680559292568998665770596783225383743206749988236704909174619111978399380810928426854008136509986989051906456027909257263877680184464462916482304387258068276084736000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 = 92567 × [8680853700079583834201701694939782435859546096049086387453246350650888892697040705496838754973063854857082162655529156450822759485563394024662325567494976420789975283003131724276570619155389497149644529797331991514248781187703271813484161852675220053506860711917845054802702426984754158874519870763588067340010503087030921678843562635178273590777393775998855864256479559920878535850326508811710590895451381628377972422571759028352549674252259947645078747488055306896891187682289451217045089628651918812131949541213745650876126129064484476738123085915401182706526963000071813844082977707153994121849264802457105845533154337784179583532497659096350945518506437500964242302447966113710254716615148619177866201118531797941063048224234460571596455585209706339283391258114752333858629144451552482856301841574196698289852574085621692468698221144737424510020979165354616774103372195362672550552454459002193307650212968743506697467379481697628606934093965287154169412425594434301640973565093391813497250640076917259930644830231075869370293949247572028908790389663703047522335173441939352036903<1084>]
Categories
- n!/n# + 1 (index 463)