Number Info
| ID | 45474 |
| Size | 1328 digits / 4411 bits |
| Value | 68318765797034275729670920478708994345245331105338722110536965996704766331365173732392059824821714789274122193417130899907336770673564532865808174394157500583867492146092035733793609819376343654495547966151047172641792544685683420873502244221415413173106381230289320679976302815275741934405114131100210299533237963974294495687287345357420840248865213987142588961989248370464756633639784059969725173354062324620270926120853838801948971466930106390087919310163332533369099927867678093938689953633559454071881242237819788760320394949872307530543352418731698485499814922167129222114645840934900822812534980085059066445501965690613342485559828320425759417739554851885548239204593736193562846877840819006287957558240557586633685820220549965170666403997062656357289101907163763051116585216414210596865131862763965582033341215635955787768421256475530492498535707249462302257133299698621686879873640574461698125697470448837990388606622779417669014805185347614506011426086519848158697712440124480600171108979529275866683895945621355991297926331223989069647388265090329531360794129851125329221055045948709279336487103831619345101614527090244045196027663816576094918641742762317138835847873482142515199999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 100.00% |
| Completed | yes |
| Small factors | 15048120245268743<17> × 3086546261351208811<19> |
| Large cofactor | 1470906166271569999143549111339059625202986379441672060297198446665229096033209914800546051389945188748271430320777718564399962866210943964014471734029144519041927028485496865450128457402092217781632786933185343729448311056352355230522692913891716677575987644593261129259771858399222424073608242334555632872108826786865877859622749934270305321302394809426893336964429122719124200591456961930520787155085051885811258297155997003299839352043148182740713160834593822319932007560632772258565182408587807004081895431726846028689834830079278894739374964740567642422499914321988887408936557535795112665459676372047594372419779476718519765693146132194915416378681296481539268352962068437600586606290295697495508884465571727898044821990625606879713314162088158573618683130200735508420559489226299775396477119584464915088659101294099770097091596203636060549901409290100618737103574441597613610189168991984520837927742237337534535658944238873962304046324293618747162023401873707223369132915564089149587956038074064192659770054819371600884841427400277829590438734432667259745132826184775622009270735113660241360980361921356627999563574371734595340171821541390726876755264341425118336705057369678394294495896471082570481624327234599850875347510207144148676137981198678505498079581251313247041851234345390363 (proven prime) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
68318765797034275729670920478708994345245331105338722110536965996704766331365173732392059824821714789274122193417130899907336770673564532865808174394157500583867492146092035733793609819376343654495547966151047172641792544685683420873502244221415413173106381230289320679976302815275741934405114131100210299533237963974294495687287345357420840248865213987142588961989248370464756633639784059969725173354062324620270926120853838801948971466930106390087919310163332533369099927867678093938689953633559454071881242237819788760320394949872307530543352418731698485499814922167129222114645840934900822812534980085059066445501965690613342485559828320425759417739554851885548239204593736193562846877840819006287957558240557586633685820220549965170666403997062656357289101907163763051116585216414210596865131862763965582033341215635955787768421256475530492498535707249462302257133299698621686879873640574461698125697470448837990388606622779417669014805185347614506011426086519848158697712440124480600171108979529275866683895945621355991297926331223989069647388265090329531360794129851125329221055045948709279336487103831619345101614527090244045196027663816576094918641742762317138835847873482142515199999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 15048120245268743<17> × 3086546261351208811<19> × 1470906166271569999143549111339059625202986379441672060297198446665229096033209914800546051389945188748271430320777718564399962866210943964014471734029144519041927028485496865450128457402092217781632786933185343729448311056352355230522692913891716677575987644593261129259771858399222424073608242334555632872108826786865877859622749934270305321302394809426893336964429122719124200591456961930520787155085051885811258297155997003299839352043148182740713160834593822319932007560632772258565182408587807004081895431726846028689834830079278894739374964740567642422499914321988887408936557535795112665459676372047594372419779476718519765693146132194915416378681296481539268352962068437600586606290295697495508884465571727898044821990625606879713314162088158573618683130200735508420559489226299775396477119584464915088659101294099770097091596203636060549901409290100618737103574441597613610189168991984520837927742237337534535658944238873962304046324293618747162023401873707223369132915564089149587956038074064192659770054819371600884841427400277829590438734432667259745132826184775622009270735113660241360980361921356627999563574371734595340171821541390726876755264341425118336705057369678394294495896471082570481624327234599850875347510207144148676137981198678505498079581251313247041851234345390363<1294>
Categories
- n! - 1 (index 571)