Number Info

ID 49821
Size 803 digits / 2665 bits
Value 12782564259316846997249765523590037821425396033608492690060307927096612805001325993994246332366467147830093567563471519951449327570181061793111008484530374596900471316070240190852735812782943259559790984110940452604584994118158633665930129418344630515420015581187476977249672135296952006266574107592137444923659336269052123780993697464580709859911062485361279231728088903805366541672710512642412347632818834517070010345593664721277167354286758979699525078950837783023721001247449801582000288548530324086609254317770377136308298203124595386374947130208904737023076699460739187280160367855841153216322496588127568238301813711811742593011446294660010835951548997952631765266754090944592574460867299804352247926380365720673950105599999999999999999999999999999999999999999999999999999999999999999999999999999
Progress 3.58%
Completed no
Small factors 631 × 2283839 × 169270201 × 212990646871<12>
Large cofactor 246026618794821800322893742666217020067762791447690276619951937318168273054105775566047391126323031317649259463380485996229525032788064950369586242594401518221743342439025659406568315184186351501969614424611346439175526882834422604795465947264040988340828300792303831992112272212515806163783507476974674037349290698388802060300079909108570842855633401981946569447017582481148706040542137962256338780178884918943402173429681597447730087691021690491927048313086542402191462096325023116337616689587862276502280317278918072745901597902174531971496706196700867012516313491212927960417172173387038489285128067589329333960433506270718747955884364573619321235332136454226767358318486151622882074506956749043903072167895179417863434920975928228626190042388468442236010719947448615641 (composite)

Factorization

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

12782564259316846997249765523590037821425396033608492690060307927096612805001325993994246332366467147830093567563471519951449327570181061793111008484530374596900471316070240190852735812782943259559790984110940452604584994118158633665930129418344630515420015581187476977249672135296952006266574107592137444923659336269052123780993697464580709859911062485361279231728088903805366541672710512642412347632818834517070010345593664721277167354286758979699525078950837783023721001247449801582000288548530324086609254317770377136308298203124595386374947130208904737023076699460739187280160367855841153216322496588127568238301813711811742593011446294660010835951548997952631765266754090944592574460867299804352247926380365720673950105599999999999999999999999999999999999999999999999999999999999999999999999999999 = 631 × 2283839 × 169270201 × 212990646871<12> × [246026618794821800322893742666217020067762791447690276619951937318168273054105775566047391126323031317649259463380485996229525032788064950369586242594401518221743342439025659406568315184186351501969614424611346439175526882834422604795465947264040988340828300792303831992112272212515806163783507476974674037349290698388802060300079909108570842855633401981946569447017582481148706040542137962256338780178884918943402173429681597447730087691021690491927048313086542402191462096325023116337616689587862276502280317278918072745901597902174531971496706196700867012516313491212927960417172173387038489285128067589329333960433506270718747955884364573619321235332136454226767358318486151622882074506956749043903072167895179417863434920975928228626190042388468442236010719947448615641<774>]

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