Number Info
| ID | 58311 |
| Size | 1198 digits / 3977 bits |
| Value | 1026972722605084077605283561875466493291276565952238190900332733805263299896221403516439047946346970911016575969448273113007931508330689747705677772321676902154218148007945748635860995463601415270314026668885041578508662364692453558012751007368723939466092780703319351734439107127042827139041614993483889046311756056476844791674720697871433383349337048854785315444083611198533855502985821014745708123612065428334797420413149445599219757258946805537324093620285270849674226516610012669071071451331924679955863843368497693199023714256529131484974337464159450258096134690877136510068883173336904829389824674183266312707253587904149939776497804955350371158104050293818889539028412016658229946120083267243182307434175099489212200309354648397593581335318388559096097303479423044858739811683763219355443693721202933435911340413767620474116388030861315958116295844325315315279659808841385238188353641485036140001381808161037243662563563565666410636461341373336385994337472594858409381783290045195334782358087651314376738444892620548218212977693282604679168000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 |
| Progress | 100.00% |
| Completed | yes |
| Small factors | 203119810039<12> |
| Large cofactor | 5055994894874607635292558929131809915808487509099713996608424790952368127210630250959886522929060422598776650530029462622758373326772574215983893338115593264722480838692045822250775088829697048288671803038939634986809098532570007402244619659112440941928350484219701086023420191128228407091561906821953873825775806787489552727341701144290687544075588858791455889758939965028202797486300877855192823817920789210249293957164626046419595121955768842935847117746847209327082303556968681835362552080729029575241487720641722105263866444889045239527850942370285121405218993440736261844081918752374325271608052353881939289456099607494522838930439203527530092808428565752843976541074437454211516274093768266884088484651967962099735371884529474964046745670550624667995814595472427212467927920952240111086684894933794111630438065396873578818522518591066709510336260030088651491482797274542331171347603790110278225383732671722525092286099937600909104188438765819972331243114847716610853076494443231371925251084975741765722823963007007606303588414381850084037966787791497517037513952162208874977156850805890783467010231275751001245253778799000957251973417399184435636444357693022015183906195106364359 (proven prime) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
1026972722605084077605283561875466493291276565952238190900332733805263299896221403516439047946346970911016575969448273113007931508330689747705677772321676902154218148007945748635860995463601415270314026668885041578508662364692453558012751007368723939466092780703319351734439107127042827139041614993483889046311756056476844791674720697871433383349337048854785315444083611198533855502985821014745708123612065428334797420413149445599219757258946805537324093620285270849674226516610012669071071451331924679955863843368497693199023714256529131484974337464159450258096134690877136510068883173336904829389824674183266312707253587904149939776497804955350371158104050293818889539028412016658229946120083267243182307434175099489212200309354648397593581335318388559096097303479423044858739811683763219355443693721202933435911340413767620474116388030861315958116295844325315315279659808841385238188353641485036140001381808161037243662563563565666410636461341373336385994337472594858409381783290045195334782358087651314376738444892620548218212977693282604679168000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 = 203119810039<12> × 5055994894874607635292558929131809915808487509099713996608424790952368127210630250959886522929060422598776650530029462622758373326772574215983893338115593264722480838692045822250775088829697048288671803038939634986809098532570007402244619659112440941928350484219701086023420191128228407091561906821953873825775806787489552727341701144290687544075588858791455889758939965028202797486300877855192823817920789210249293957164626046419595121955768842935847117746847209327082303556968681835362552080729029575241487720641722105263866444889045239527850942370285121405218993440736261844081918752374325271608052353881939289456099607494522838930439203527530092808428565752843976541074437454211516274093768266884088484651967962099735371884529474964046745670550624667995814595472427212467927920952240111086684894933794111630438065396873578818522518591066709510336260030088651491482797274542331171347603790110278225383732671722525092286099937600909104188438765819972331243114847716610853076494443231371925251084975741765722823963007007606303588414381850084037966787791497517037513952162208874977156850805890783467010231275751001245253778799000957251973417399184435636444357693022015183906195106364359<1186>
Categories
- n!/n# + 1 (index 502)