Number Info
| ID | 45480 |
| Size | 1345 digits / 4466 bits |
| Value | 2456228105509100896997418544132419062655663253431160885463119563568189938486306469839733790904594473519909069167963037813613055683835098818923504778771137770539095400683955037266163981599435144537363178365582801777645392926017703636934911881805969524524215334265766468972991697408156380215292313711473540840321882058342997600235476070419326836955517555308772134652589132670434787319282630203167036058235923259474214739947663195062886724254417198898200866839899224511843133221990661044558847734594850096959625228858313912590698958089338782990200075692623083121827865698652371367084354706943838426728530081483290190343116145866297129166949591206394370534667463751447246537929938896872765063236518624658520223143218519843918588283349892217214285642321851028613267444104215041219891680652136574637043291049669469204880710794231874255532436613317717145074612252458186491318807475767573884350858032906978989605012191880360399748720020850431181199631757143257708855613088883640099815535201028681083250764698758846043569560229602552909388093116333244346557488317138752051589753274141348503243901783512135009474429678716544341193707235880961785943428605730156660970248838449242054973065339384380107615049476997119999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 1.29% |
| Completed | no |
| Small factors | 214670402384177659<18> |
| Large cofactor | 11441857276222899857456774663808761482745540502135036960815849043239236692523949996418136301098539351600753478584381948355221158075007163225036986713918475013485058611635113947242693210913574205322413235346867915174769292563975638125560707217089522026787642427695061152268333377732555433172554637073398489838711156174998256367644253118862256236644897189210022153898061653826593833436401816258462407429188568966411783422623555760352847496815584449259938863888705203523868798601645118150178675749071341544146946771164544379281013293372185480859134190014567547300582823147378710525326121627542248736787100432171896547309901831415941057648742374819405614577680191662089480106890019150756925192852413003029437952690884414952471478146879342399873652464110768885463822520799511876759127695191619335656069709405889029380566318933076231690178845680100766384977640925885924567604622431063611653393889055189803424677388508908733734810176812156575940679682850723008765793437717625543552556681010943054495500076626158274818954575983781569853310600511864716413141574313719993854440513199616616861119914520433786352783137626947614291970056782941892813783155311285163195657026628704811378033328982795549779740030891629994261928601178418798387168552067203982915175996960082507857251721569664398511940765658227598151861322982127691939959587309261 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
2456228105509100896997418544132419062655663253431160885463119563568189938486306469839733790904594473519909069167963037813613055683835098818923504778771137770539095400683955037266163981599435144537363178365582801777645392926017703636934911881805969524524215334265766468972991697408156380215292313711473540840321882058342997600235476070419326836955517555308772134652589132670434787319282630203167036058235923259474214739947663195062886724254417198898200866839899224511843133221990661044558847734594850096959625228858313912590698958089338782990200075692623083121827865698652371367084354706943838426728530081483290190343116145866297129166949591206394370534667463751447246537929938896872765063236518624658520223143218519843918588283349892217214285642321851028613267444104215041219891680652136574637043291049669469204880710794231874255532436613317717145074612252458186491318807475767573884350858032906978989605012191880360399748720020850431181199631757143257708855613088883640099815535201028681083250764698758846043569560229602552909388093116333244346557488317138752051589753274141348503243901783512135009474429678716544341193707235880961785943428605730156660970248838449242054973065339384380107615049476997119999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 214670402384177659<18> × [11441857276222899857456774663808761482745540502135036960815849043239236692523949996418136301098539351600753478584381948355221158075007163225036986713918475013485058611635113947242693210913574205322413235346867915174769292563975638125560707217089522026787642427695061152268333377732555433172554637073398489838711156174998256367644253118862256236644897189210022153898061653826593833436401816258462407429188568966411783422623555760352847496815584449259938863888705203523868798601645118150178675749071341544146946771164544379281013293372185480859134190014567547300582823147378710525326121627542248736787100432171896547309901831415941057648742374819405614577680191662089480106890019150756925192852413003029437952690884414952471478146879342399873652464110768885463822520799511876759127695191619335656069709405889029380566318933076231690178845680100766384977640925885924567604622431063611653393889055189803424677388508908733734810176812156575940679682850723008765793437717625543552556681010943054495500076626158274818954575983781569853310600511864716413141574313719993854440513199616616861119914520433786352783137626947614291970056782941892813783155311285163195657026628704811378033328982795549779740030891629994261928601178418798387168552067203982915175996960082507857251721569664398511940765658227598151861322982127691939959587309261<1328>]
Categories
- n! - 1 (index 577)