Number Info
| ID | 57730 |
| Size | 2416 digits / 8024 bits |
| Value | 1642774842167822966611710086098476975089050336720242918122667965494051115841244633356586818686700190812653632223710924515565687887702479898276400108630757251656782149817392496046104554730205229549211754158095441995028063206508651961948469576741778591396513421188318715657946597802518178739943663522289301359736658146245490671149606311445038026530002113887189556682113123145936296759072392305731270190674463042041853973183952654794557700550875776039888210101240048306324478674135956063447641157036529027958727911077067089279907922153540333103690948333743206394573875364028164374631128687719576512324436684524836909901347643438996302782256837852436795435715377546505555876600791657607895236085262523205747665197619478933929243838417271333046995656519003665386525923611507649950481057408527401260888396285836497735534062442225493249507534830726974295885357099808333772945730551829799299105930660546431892650831616557233413016522898013038719543319634336273697844449651503689181746582569079700231105306527228809594408840174210679370683559670259790452371559031160703094760416803332919564363424204618674853446433789971377405928531377316544854017834652814199516236031642819586351978815546022964707644170683146522806502266790672195920480524347807553834756763446348445633396453641187011853409724052829923541603243275671190279048885516945998512973959237368523727462670544740762919484641449473243385547153295824546544807561697445943816547255882804744024326895549251086204764518473806776716385699033628425505255284467663714588109039813614940654998624744887323303223903867822472774260953701309043593734229905527504210848282568612534436047412846016246491152889117818869181027134855690334896564899091886328016921652729180438229337709924641968975621258472064426649947659796465789462667249633411830068818547961313329608277702973874075180908304285264843599628825327235474589949157819259791540702997848875602783086513020886068387409771774784765562747441184862684667941009986918237416955650905428864873818428365859438974925613484898512025708612546919297462569705731372864983883609523764031455804102580971218063050632349475734024179598723049904458630784410261546598399999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 0.00% |
| Completed | no |
| Small factors | |
| Large cofactor | 1642774842167822966611710086098476975089050336720242918122667965494051115841244633356586818686700190812653632223710924515565687887702479898276400108630757251656782149817392496046104554730205229549211754158095441995028063206508651961948469576741778591396513421188318715657946597802518178739943663522289301359736658146245490671149606311445038026530002113887189556682113123145936296759072392305731270190674463042041853973183952654794557700550875776039888210101240048306324478674135956063447641157036529027958727911077067089279907922153540333103690948333743206394573875364028164374631128687719576512324436684524836909901347643438996302782256837852436795435715377546505555876600791657607895236085262523205747665197619478933929243838417271333046995656519003665386525923611507649950481057408527401260888396285836497735534062442225493249507534830726974295885357099808333772945730551829799299105930660546431892650831616557233413016522898013038719543319634336273697844449651503689181746582569079700231105306527228809594408840174210679370683559670259790452371559031160703094760416803332919564363424204618674853446433789971377405928531377316544854017834652814199516236031642819586351978815546022964707644170683146522806502266790672195920480524347807553834756763446348445633396453641187011853409724052829923541603243275671190279048885516945998512973959237368523727462670544740762919484641449473243385547153295824546544807561697445943816547255882804744024326895549251086204764518473806776716385699033628425505255284467663714588109039813614940654998624744887323303223903867822472774260953701309043593734229905527504210848282568612534436047412846016246491152889117818869181027134855690334896564899091886328016921652729180438229337709924641968975621258472064426649947659796465789462667249633411830068818547961313329608277702973874075180908304285264843599628825327235474589949157819259791540702997848875602783086513020886068387409771774784765562747441184862684667941009986918237416955650905428864873818428365859438974925613484898512025708612546919297462569705731372864983883609523764031455804102580971218063050632349475734024179598723049904458630784410261546598399999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
1642774842167822966611710086098476975089050336720242918122667965494051115841244633356586818686700190812653632223710924515565687887702479898276400108630757251656782149817392496046104554730205229549211754158095441995028063206508651961948469576741778591396513421188318715657946597802518178739943663522289301359736658146245490671149606311445038026530002113887189556682113123145936296759072392305731270190674463042041853973183952654794557700550875776039888210101240048306324478674135956063447641157036529027958727911077067089279907922153540333103690948333743206394573875364028164374631128687719576512324436684524836909901347643438996302782256837852436795435715377546505555876600791657607895236085262523205747665197619478933929243838417271333046995656519003665386525923611507649950481057408527401260888396285836497735534062442225493249507534830726974295885357099808333772945730551829799299105930660546431892650831616557233413016522898013038719543319634336273697844449651503689181746582569079700231105306527228809594408840174210679370683559670259790452371559031160703094760416803332919564363424204618674853446433789971377405928531377316544854017834652814199516236031642819586351978815546022964707644170683146522806502266790672195920480524347807553834756763446348445633396453641187011853409724052829923541603243275671190279048885516945998512973959237368523727462670544740762919484641449473243385547153295824546544807561697445943816547255882804744024326895549251086204764518473806776716385699033628425505255284467663714588109039813614940654998624744887323303223903867822472774260953701309043593734229905527504210848282568612534436047412846016246491152889117818869181027134855690334896564899091886328016921652729180438229337709924641968975621258472064426649947659796465789462667249633411830068818547961313329608277702973874075180908304285264843599628825327235474589949157819259791540702997848875602783086513020886068387409771774784765562747441184862684667941009986918237416955650905428864873818428365859438974925613484898512025708612546919297462569705731372864983883609523764031455804102580971218063050632349475734024179598723049904458630784410261546598399999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = [1642774842167822966611710086098476975089050336720242918122667965494051115841244633356586818686700190812653632223710924515565687887702479898276400108630757251656782149817392496046104554730205229549211754158095441995028063206508651961948469576741778591396513421188318715657946597802518178739943663522289301359736658146245490671149606311445038026530002113887189556682113123145936296759072392305731270190674463042041853973183952654794557700550875776039888210101240048306324478674135956063447641157036529027958727911077067089279907922153540333103690948333743206394573875364028164374631128687719576512324436684524836909901347643438996302782256837852436795435715377546505555876600791657607895236085262523205747665197619478933929243838417271333046995656519003665386525923611507649950481057408527401260888396285836497735534062442225493249507534830726974295885357099808333772945730551829799299105930660546431892650831616557233413016522898013038719543319634336273697844449651503689181746582569079700231105306527228809594408840174210679370683559670259790452371559031160703094760416803332919564363424204618674853446433789971377405928531377316544854017834652814199516236031642819586351978815546022964707644170683146522806502266790672195920480524347807553834756763446348445633396453641187011853409724052829923541603243275671190279048885516945998512973959237368523727462670544740762919484641449473243385547153295824546544807561697445943816547255882804744024326895549251086204764518473806776716385699033628425505255284467663714588109039813614940654998624744887323303223903867822472774260953701309043593734229905527504210848282568612534436047412846016246491152889117818869181027134855690334896564899091886328016921652729180438229337709924641968975621258472064426649947659796465789462667249633411830068818547961313329608277702973874075180908304285264843599628825327235474589949157819259791540702997848875602783086513020886068387409771774784765562747441184862684667941009986918237416955650905428864873818428365859438974925613484898512025708612546919297462569705731372864983883609523764031455804102580971218063050632349475734024179598723049904458630784410261546598399999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999<2416>]
Categories
- n!/n# - 1 (index 918)