Number Info
| ID | 57309 |
| Size | 1184 digits / 3931 bits |
| Value | 11923203439207852007752055918034128264905301916965705934653372815210219899309984998784881911210261127099462537535020992050379570798073277963424027657132087915605158191291367907687448923376759285014910585613409258474643828686337606406936152096110536951519839111598104710881561698250286253173953304267701808954545844587203145439829971572409532625813271411910397053336832936583758184924140266516492196938998272544366517855942365439289385354824839481849048382470533321928206369222402569245262060407060502496696452333885040140814987427556056815309773661908301742711021351912225047372036499321978919848127521699937897099670180639465713401646573421210882323632978811491075977790217933200008906197084866937615080993597568762518398921461645662343600700858899482092615267761889883608650329043609201885214897650914659102268068452924405610580338951883787448701993729626387648832284211267640528231541260779757062062035148369223688830223648968907868621224987009414985293233046935448481091424602964794777038561624060542823602792382701731196574304829439999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 3.03% |
| Completed | no |
| Small factors | 7187 × 73728405497<11> |
| Large cofactor | 22501448060958162686807132252506428313131155872024828890003697701687702347422928623935722826271901852344275254799256348827357554223880733654906180583219429448222631518386569361592730569334384547005877824373697184402581627885832442890856681181989746826135710140946031653276638795501802732722300342288029028492070139628842142291333756115394698270524649817548190904418806210452896854887835901273631818082342412928195448765210902590744398959973270497447163799187765581995058728665193654612149508850180042293491289933681245429768909063728357514220378767946453589514773664262627660488382035796819761838771677082095588868151638805860462901815529581483651984085952357394043204504152743882781528486073161136490139696118480141780461563809223832953446022585425136906826404780509873305261402977424244546025088703886928898365447408530595490206557622559183919998083316981256542989524463267109747465134932317157643745365816585782642236382917692426007907982179504719633774533047745505060851228344456661201440155843981366992029693137864507311583897745052450446716508034765742069105306499483967030939747599489333247328069011060717348218611299269206400911307358460718546376953139441214541 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
11923203439207852007752055918034128264905301916965705934653372815210219899309984998784881911210261127099462537535020992050379570798073277963424027657132087915605158191291367907687448923376759285014910585613409258474643828686337606406936152096110536951519839111598104710881561698250286253173953304267701808954545844587203145439829971572409532625813271411910397053336832936583758184924140266516492196938998272544366517855942365439289385354824839481849048382470533321928206369222402569245262060407060502496696452333885040140814987427556056815309773661908301742711021351912225047372036499321978919848127521699937897099670180639465713401646573421210882323632978811491075977790217933200008906197084866937615080993597568762518398921461645662343600700858899482092615267761889883608650329043609201885214897650914659102268068452924405610580338951883787448701993729626387648832284211267640528231541260779757062062035148369223688830223648968907868621224987009414985293233046935448481091424602964794777038561624060542823602792382701731196574304829439999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 7187 × 73728405497<11> × 1381294831933579549913<22> × [16290112393644399940794689236049387988044575850517365139185630375283801335175123155009636676316253233623582780283654807036374067919902152958059564685096906356022664435600296082609443992455165249196826164910542352284597512354879441392935231766603498840943447958422882371566527301175850231031613473066300250733832510476274807112027963874170713079434184702833918396702526296552239665626135417389597614288164579986669176421748012265528052066111864139952623883743028453761634460971102137391200887310748526149633037990988270723520321007848657738735685123110699837701337575849489860219958206346182943457660288937500243458035953897650786444646508855602951835186719724187694472073301662207863872574052110624044886111005051470259951082184669231226628146955028970619476123224342720640811114072950519663931068680090286806951546803474347111214103125700026433335061235957167912403733705030469505305838147744912179695578045589510436008113585773604431945695186644157855803479530890657105067397667175534761548842665096104075686084211514498838170760104465511320046704145789374577439645140741208316679882515242364038243754515379791418887228276443646649167082114001557<1148>]
Categories
- n!/n# - 1 (index 497)