Number Info
| ID | 57477 |
| Size | 1662 digits / 5521 bits |
| Value | 549586678503679805582098234098671137845652463234753033132008130116725448277072533239154018738897179364439836931492584421653516929849789709004429304652771012487166410343938569030190598350765040432052295451118098495390746175699015826801694987820468038899937286151432594344979732646646381333832435191781067699215952127643729202395190226959954369663559451817562929258895004136371739139833825527425316426921449239610179376124319013923759087342262335611045990323033857876860776962359110502396927019173959651861506999551795683249179977001634377684275555082452694457662797087511930815019689493459117561350907944306412474200381375439374137161264382525566385793073182533548580571275291442439192621036534598343055124747238366274279300989044223547134144391147011651332886643718511412106956473107939280926575507641693923295501068350813513126299043649291038245207878949911757087563573398145546941119267308547780488315812240227182400236156244945614394472064204631020152709381601723766378691991827310944406248211549031725225558453970069939514051654402517004498941199266208536886569955032251338418293204024263142428532432424838505380887920602180516080549488840309953090571068443980214650739204145496889633812531997244759325560276783032077155029575789396186045977233767374618924211488644067689125796946609053022106041601918969051221828969654094427373811902637879954643648276924435653785230340341940500399230306562894079507794692173530290953149016324872850901445305731355954506629119999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 1.12% |
| Completed | no |
| Small factors | 22079 × 188532568973839<15> |
| Large cofactor | 132029327887329764784142143249698409692356562994296615232223901410196828728747704670109271923587595521615710520730364807098813669940201103270903469571203650821594185789977249237699891667513391971829448485139606780273184029971087473714914140706830426599284567647666810924892752327864490863776758169863462406687294355947770121923363091247375998530427473841033133326025976434255674432368963672291075686876158234157458328263554360733347391732576564072502015528054415828447370379286060153754101017871253461111085045462262170150314893647394563754255988814417272116805396534411925900405365542451493091065644230408485536457038083812617332908069556568398303822336880123850118895769074785336975829573037524192898610899796769807209764118499503141661824080262664850714984463304401865142669607185986770033089523834125020472644570733766746940006888334505254804813006867671285938803608928150634382548396143749154015318510848208145747212765378987597720511116704927398532255221416656096441389233394661852606637279477638152633212835146292431801346015624201657114598011896631921417475979252887224009663661693312722632004778949951345165497153300415347525422507608556356194822433304697661068402048427369810767836652934166161790243166840480249627906206024818793926750718834401021367450003150058569554098631671001570969928069774476597574523484739710329339806804075025813975445242918117030011850915028277973524254028961327555519555216611670838052685769617963943606198068173469452085262683933044922471295168200659723833654399239071160138675809755642720774327407722217075635026449584025006173094607393720991040640783984251002111460114864135826582441184524634679796744879 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
549586678503679805582098234098671137845652463234753033132008130116725448277072533239154018738897179364439836931492584421653516929849789709004429304652771012487166410343938569030190598350765040432052295451118098495390746175699015826801694987820468038899937286151432594344979732646646381333832435191781067699215952127643729202395190226959954369663559451817562929258895004136371739139833825527425316426921449239610179376124319013923759087342262335611045990323033857876860776962359110502396927019173959651861506999551795683249179977001634377684275555082452694457662797087511930815019689493459117561350907944306412474200381375439374137161264382525566385793073182533548580571275291442439192621036534598343055124747238366274279300989044223547134144391147011651332886643718511412106956473107939280926575507641693923295501068350813513126299043649291038245207878949911757087563573398145546941119267308547780488315812240227182400236156244945614394472064204631020152709381601723766378691991827310944406248211549031725225558453970069939514051654402517004498941199266208536886569955032251338418293204024263142428532432424838505380887920602180516080549488840309953090571068443980214650739204145496889633812531997244759325560276783032077155029575789396186045977233767374618924211488644067689125796946609053022106041601918969051221828969654094427373811902637879954643648276924435653785230340341940500399230306562894079507794692173530290953149016324872850901445305731355954506629119999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 22079 × 188532568973839<15> × [132029327887329764784142143249698409692356562994296615232223901410196828728747704670109271923587595521615710520730364807098813669940201103270903469571203650821594185789977249237699891667513391971829448485139606780273184029971087473714914140706830426599284567647666810924892752327864490863776758169863462406687294355947770121923363091247375998530427473841033133326025976434255674432368963672291075686876158234157458328263554360733347391732576564072502015528054415828447370379286060153754101017871253461111085045462262170150314893647394563754255988814417272116805396534411925900405365542451493091065644230408485536457038083812617332908069556568398303822336880123850118895769074785336975829573037524192898610899796769807209764118499503141661824080262664850714984463304401865142669607185986770033089523834125020472644570733766746940006888334505254804813006867671285938803608928150634382548396143749154015318510848208145747212765378987597720511116704927398532255221416656096441389233394661852606637279477638152633212835146292431801346015624201657114598011896631921417475979252887224009663661693312722632004778949951345165497153300415347525422507608556356194822433304697661068402048427369810767836652934166161790243166840480249627906206024818793926750718834401021367450003150058569554098631671001570969928069774476597574523484739710329339806804075025813975445242918117030011850915028277973524254028961327555519555216611670838052685769617963943606198068173469452085262683933044922471295168200659723833654399239071160138675809755642720774327407722217075635026449584025006173094607393720991040640783984251002111460114864135826582441184524634679796744879<1644>]
Categories
- n!/n# - 1 (index 665)