Number Info

ID 57223
Size 947 digits / 3146 bits
Value 81530033752966979679124338864990411173052051313322591006118404659997067678678703828002789784491616264866378246088396507423776616820593616665550335039259305810554968888653700542719494542473356681582326820892318363704345405205062000238818494710347191439904426677137934596483619336402512703200310874510286970740490105187197755889057898002908447584526347670460970981657901243921387187597365859148713329461219190060633388596043939306821205631228438718722803964670954963198732030910332259355113602580614010951205955597077700380543342825691565943694362993077077722000316389864776581269892698993685893433317133862924902283458735994478342242528543079165876697515955632298695013610082590245953805265777422593011301850976573979812716164822016132695563568006588936341739036987904612430226945899670353931583710183724622398448953920061439999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999
Progress 1.86%
Completed no
Small factors 5849 × 8731 × 8635879027<10>
Large cofactor 184869583383494294983067391033386427893277393789744201388574827771877415410772502033899999249189616262704802423083725054182933774147394306945683642022180775231711264676812927393594373607375673140459682837040750722320452088049000413748582620342953718215365046402661668704674193577291623850217816513405359009313826352186225732427434426395985979650014477718368129996237883448033595693262962859742337467390835917567282217300423756775652064303736385705916177476754149409642516594392075923798625633831391597908727833729486297528169630195751930709913415447704857623167943625077635854685952058913434763450152191632202477644483081814701935640412477544652324547707777268059624731866251932208925687546532842914595396339479705366626713007964964161799227751090278446006100592364943861880614966508006120749984072600960748030803004718056499325838516035578017846876538710360143729353135558817495985601586145709291747716514243256934273407331511223 (composite)

Factorization

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

81530033752966979679124338864990411173052051313322591006118404659997067678678703828002789784491616264866378246088396507423776616820593616665550335039259305810554968888653700542719494542473356681582326820892318363704345405205062000238818494710347191439904426677137934596483619336402512703200310874510286970740490105187197755889057898002908447584526347670460970981657901243921387187597365859148713329461219190060633388596043939306821205631228438718722803964670954963198732030910332259355113602580614010951205955597077700380543342825691565943694362993077077722000316389864776581269892698993685893433317133862924902283458735994478342242528543079165876697515955632298695013610082590245953805265777422593011301850976573979812716164822016132695563568006588936341739036987904612430226945899670353931583710183724622398448953920061439999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 5849 × 8731 × 8635879027<10> × [184869583383494294983067391033386427893277393789744201388574827771877415410772502033899999249189616262704802423083725054182933774147394306945683642022180775231711264676812927393594373607375673140459682837040750722320452088049000413748582620342953718215365046402661668704674193577291623850217816513405359009313826352186225732427434426395985979650014477718368129996237883448033595693262962859742337467390835917567282217300423756775652064303736385705916177476754149409642516594392075923798625633831391597908727833729486297528169630195751930709913415447704857623167943625077635854685952058913434763450152191632202477644483081814701935640412477544652324547707777268059624731866251932208925687546532842914595396339479705366626713007964964161799227751090278446006100592364943861880614966508006120749984072600960748030803004718056499325838516035578017846876538710360143729353135558817495985601586145709291747716514243256934273407331511223<930>]

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