Number Info

ID 57649
Size 2171 digits / 7210 bits
Value 20975036328576747274615037864665880220785879403491753653926887120600473619999967579723341267567058640174575192958137977680524302008397652593924562354280960694084289424465440420600822589401557031341643782502387701261020887838870568108941788354995707047021150218817531468260701396027954254694742327905081360422713291617222031108237405105435668995549942935347330669300769494610026623969989860489803784428799361986313875801962254670738021960454124096684928662190291624600889955745365352459951247743887070054614567811934626304606743793040805436434993192000557870540268888263375835828078555642294708486364556879405789902976760495159931693954960904073522387382638910517858074115086314628442136919083635950395811693672384078927167413942893538325048378884474242616210018414666099970082707846400067364254109216313624534410459243133885210274398501877846299083216559598518319722408344474774861495559540376774140880714436835294453342202012315573869602660455422891285334033813613838349697468075616143188854694639264044984720132065202832652746941937508564291638718816103245127152730344067543562506921818886536558812212938754247617605894350524291856638742530912570879723056616765557098936857863954070017585344831779343848166769840137534110683759705025711619918814529927279681679601856267381745517019774849541543829849362592421118329662038713910095705755012891439825866421870661393244211062821545729551561203969623353590170048123662408451885212294586048155000146222917869370163995498830535827039914448266889363333974028257562591623452668905082884327146723059385522466603143172435600657629700336572017528043754817413853494886986627920087157526790833004544307854549793181900223335624541964956006765239019307458594860610607339228908161204081139312399079165697193535687569449600057077770469248539101094810450109961352602816004646337822822170370486100529442358413787810440265534812952844234810069916331638839689943165818717855738326463360794623999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999
Progress 0.00%
Completed no
Small factors
Large cofactor 20975036328576747274615037864665880220785879403491753653926887120600473619999967579723341267567058640174575192958137977680524302008397652593924562354280960694084289424465440420600822589401557031341643782502387701261020887838870568108941788354995707047021150218817531468260701396027954254694742327905081360422713291617222031108237405105435668995549942935347330669300769494610026623969989860489803784428799361986313875801962254670738021960454124096684928662190291624600889955745365352459951247743887070054614567811934626304606743793040805436434993192000557870540268888263375835828078555642294708486364556879405789902976760495159931693954960904073522387382638910517858074115086314628442136919083635950395811693672384078927167413942893538325048378884474242616210018414666099970082707846400067364254109216313624534410459243133885210274398501877846299083216559598518319722408344474774861495559540376774140880714436835294453342202012315573869602660455422891285334033813613838349697468075616143188854694639264044984720132065202832652746941937508564291638718816103245127152730344067543562506921818886536558812212938754247617605894350524291856638742530912570879723056616765557098936857863954070017585344831779343848166769840137534110683759705025711619918814529927279681679601856267381745517019774849541543829849362592421118329662038713910095705755012891439825866421870661393244211062821545729551561203969623353590170048123662408451885212294586048155000146222917869370163995498830535827039914448266889363333974028257562591623452668905082884327146723059385522466603143172435600657629700336572017528043754817413853494886986627920087157526790833004544307854549793181900223335624541964956006765239019307458594860610607339228908161204081139312399079165697193535687569449600057077770469248539101094810450109961352602816004646337822822170370486100529442358413787810440265534812952844234810069916331638839689943165818717855738326463360794623999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 (composite)

Factorization

Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>

20975036328576747274615037864665880220785879403491753653926887120600473619999967579723341267567058640174575192958137977680524302008397652593924562354280960694084289424465440420600822589401557031341643782502387701261020887838870568108941788354995707047021150218817531468260701396027954254694742327905081360422713291617222031108237405105435668995549942935347330669300769494610026623969989860489803784428799361986313875801962254670738021960454124096684928662190291624600889955745365352459951247743887070054614567811934626304606743793040805436434993192000557870540268888263375835828078555642294708486364556879405789902976760495159931693954960904073522387382638910517858074115086314628442136919083635950395811693672384078927167413942893538325048378884474242616210018414666099970082707846400067364254109216313624534410459243133885210274398501877846299083216559598518319722408344474774861495559540376774140880714436835294453342202012315573869602660455422891285334033813613838349697468075616143188854694639264044984720132065202832652746941937508564291638718816103245127152730344067543562506921818886536558812212938754247617605894350524291856638742530912570879723056616765557098936857863954070017585344831779343848166769840137534110683759705025711619918814529927279681679601856267381745517019774849541543829849362592421118329662038713910095705755012891439825866421870661393244211062821545729551561203969623353590170048123662408451885212294586048155000146222917869370163995498830535827039914448266889363333974028257562591623452668905082884327146723059385522466603143172435600657629700336572017528043754817413853494886986627920087157526790833004544307854549793181900223335624541964956006765239019307458594860610607339228908161204081139312399079165697193535687569449600057077770469248539101094810450109961352602816004646337822822170370486100529442358413787810440265534812952844234810069916331638839689943165818717855738326463360794623999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = [20975036328576747274615037864665880220785879403491753653926887120600473619999967579723341267567058640174575192958137977680524302008397652593924562354280960694084289424465440420600822589401557031341643782502387701261020887838870568108941788354995707047021150218817531468260701396027954254694742327905081360422713291617222031108237405105435668995549942935347330669300769494610026623969989860489803784428799361986313875801962254670738021960454124096684928662190291624600889955745365352459951247743887070054614567811934626304606743793040805436434993192000557870540268888263375835828078555642294708486364556879405789902976760495159931693954960904073522387382638910517858074115086314628442136919083635950395811693672384078927167413942893538325048378884474242616210018414666099970082707846400067364254109216313624534410459243133885210274398501877846299083216559598518319722408344474774861495559540376774140880714436835294453342202012315573869602660455422891285334033813613838349697468075616143188854694639264044984720132065202832652746941937508564291638718816103245127152730344067543562506921818886536558812212938754247617605894350524291856638742530912570879723056616765557098936857863954070017585344831779343848166769840137534110683759705025711619918814529927279681679601856267381745517019774849541543829849362592421118329662038713910095705755012891439825866421870661393244211062821545729551561203969623353590170048123662408451885212294586048155000146222917869370163995498830535827039914448266889363333974028257562591623452668905082884327146723059385522466603143172435600657629700336572017528043754817413853494886986627920087157526790833004544307854549793181900223335624541964956006765239019307458594860610607339228908161204081139312399079165697193535687569449600057077770469248539101094810450109961352602816004646337822822170370486100529442358413787810440265534812952844234810069916331638839689943165818717855738326463360794623999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999<2171>]

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