Number Info
| ID | 57455 |
| Size | 1598 digits / 5309 bits |
| Value | 88866798993091057655618252293841960380239302556313742265141519089945897679330180446965812988428089339776848998553965201352377857683581392177871831110709041945137567847208002383222467632964615738065656478151721700678005596370715384898642336160275491866625773295150083963657516424619399934843925390190449678696477394902999338454871651587065193971343072586707381720914752863356257652790644232472154594327291667554115571340285361045671921989257193606844478346010669601854915456049119320316941245392771819933719589729637899180040102227497858823209778386792539380887307448564796782455214384741611789591074002946848910356707794540020414186978696714553760674962241200000724292752881449123421132556117525386935753163570961164967380126878811452773876027257355330852703510291339189888939283884511219856150807756344455243817688403889900647573778382460096384389906151394845262653780094585652833327164032473745053259673402705356508795254293491832257085283814848369917260017209136415352708554730958263779471138352685450382187925270699014238848393087532614193647096422689778319306974983963598973601817132620094940019692751819901019517149571670144348121095313137053358082637536797689959393661298508568840052238660207807578105025940022090466933261433652138875952409048542570032438242623430287663923609266602792802931145088340417861783729865923715655007600803791143326242536567095520316645883776429972266780182270254105231359999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 1.44% |
| Completed | no |
| Small factors | |
| Large cofactor | 88866798993091057655618252293841960380239302556313742265141519089945897679330180446965812988428089339776848998553965201352377857683581392177871831110709041945137567847208002383222467632964615738065656478151721700678005596370715384898642336160275491866625773295150083963657516424619399934843925390190449678696477394902999338454871651587065193971343072586707381720914752863356257652790644232472154594327291667554115571340285361045671921989257193606844478346010669601854915456049119320316941245392771819933719589729637899180040102227497858823209778386792539380887307448564796782455214384741611789591074002946848910356707794540020414186978696714553760674962241200000724292752881449123421132556117525386935753163570961164967380126878811452773876027257355330852703510291339189888939283884511219856150807756344455243817688403889900647573778382460096384389906151394845262653780094585652833327164032473745053259673402705356508795254293491832257085283814848369917260017209136415352708554730958263779471138352685450382187925270699014238848393087532614193647096422689778319306974983963598973601817132620094940019692751819901019517149571670144348121095313137053358082637536797689959393661298508568840052238660207807578105025940022090466933261433652138875952409048542570032438242623430287663923609266602792802931145088340417861783729865923715655007600803791143326242536567095520316645883776429972266780182270254105231359999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
88866798993091057655618252293841960380239302556313742265141519089945897679330180446965812988428089339776848998553965201352377857683581392177871831110709041945137567847208002383222467632964615738065656478151721700678005596370715384898642336160275491866625773295150083963657516424619399934843925390190449678696477394902999338454871651587065193971343072586707381720914752863356257652790644232472154594327291667554115571340285361045671921989257193606844478346010669601854915456049119320316941245392771819933719589729637899180040102227497858823209778386792539380887307448564796782455214384741611789591074002946848910356707794540020414186978696714553760674962241200000724292752881449123421132556117525386935753163570961164967380126878811452773876027257355330852703510291339189888939283884511219856150807756344455243817688403889900647573778382460096384389906151394845262653780094585652833327164032473745053259673402705356508795254293491832257085283814848369917260017209136415352708554730958263779471138352685450382187925270699014238848393087532614193647096422689778319306974983963598973601817132620094940019692751819901019517149571670144348121095313137053358082637536797689959393661298508568840052238660207807578105025940022090466933261433652138875952409048542570032438242623430287663923609266602792802931145088340417861783729865923715655007600803791143326242536567095520316645883776429972266780182270254105231359999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 87638693713980340957307<23> × [1014013276865111538167619342509966390710184091954626334251606671852382011225283951364558743209167556667818733747625748490492928847633440582693599642887286659968015079278743652197751380943986557190393427964292417787461024103181959412603760210554834176437864077603339657512194255114679928054060157947678907547272768536769141895738734827211786808423412406063729565979759596202835982711898505486023525019307709609060096713033874965711428836447882093285786724004433568544280358937783763938340032621938515084775231885265506571377209148195506562587254220312455944374347643049522846930004263882388606997732662696390428484643087550785725029913433998044903670253991842147111260770329893397314611005386367574997688325501825628445089082829706849620049934094145578826876261973888666936445572288679670824873664080840362137900615464740408985512073650656200138564688747950591583534565113232593216293833084981711731188959752079321358929624727423279134778548834763626261389750188402409628699671360956371099395358213490849876587344339030978480637933062103617100401162508952823591837240942946152695773926002560116292059001979584258751703976453781909592232741441739032251902811782980318273559542558498833582241124248160901655384524694906712461444960707274377260293704513108869046956782857670394478648681174866703453099987804436081545372506807373815612677129362491299455431365523878087834254401509142178853880852266055828476936917404664975561585948943117619000035540254748738262947238450910842639681667351057821207569806269486350044300359883142537128577287817656426445392892548912961460800463540557<1576>]
Categories
- n!/n# - 1 (index 643)