Number Info
| ID | 45410 |
| Size | 1154 digits / 3831 bits |
| Value | 10078556944401337137802392240535145271622757238776516011730131327677385327440244066612425655838135741237197177667195899203042619675641509401732532329702845791628844736909105885898498343785957641737954990269584978823699392158263769927796614577535728010899056491233443578947086653554477766034028374212184625130544578906540431539728620712778072617542736648623887005235327732144604753415368505450995408928229808849382985432622563002759061713742752687764243131326912384052826403024781344085652473349254438531112023332821623001749574981791948088108513966968494592373983462221386298275455126204366694840971544837883369170148048768903717474637858707974733148463031500144817569252267634554226946803246166718287702909401948513083741002655763548687952412631802226803360335179923739094242617142065826797888573458438978019511347408041314210777732960231863137243014919646579768247432020015973110934287712460005377918396900814380019358737292436422627040128527845169449480455559624330928584348462407970566002221304894621583204483979465547422105599999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 3.09% |
| Completed | no |
| Small factors | 509 × 619 × 99452447 × 347011033 × 34931956380023<14> |
| Large cofactor | 26534338000715939469377417111666964191591858588226170075755057112735729603785945138523232007953938246295642770732309997982660220170601215638831125461531615777104179750370570242731010627534602500002952488013668422311907681836501997406294220951107551015156483484507788568255210532029257480018826651794385674189905162918021329129840226713611719839209964475949800567082414554747319712562049876029805335657443720510363600156786482097426034451201097344675522953917118408083982633844317563094396274313252677926665852571239964006525811441728384471640774556120791098359081494380397301139238102339392710761746045489380574977090568064724011800920993220016661907116193989388102171201410805031658570023787487498583808202311762676021546071929365169288474086173235359755150883876906258350649557428347785437783496846741625428297465134082115877743654944854772292966932817534178641409546376456990022771852296663218519299427013670600502225472421391283200781934437750482070093572630692653950646434482570373996171472149525097720521117023538797138088170096815860298040213754452757994510902663018633145206503796986023178244716181862851413953 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
10078556944401337137802392240535145271622757238776516011730131327677385327440244066612425655838135741237197177667195899203042619675641509401732532329702845791628844736909105885898498343785957641737954990269584978823699392158263769927796614577535728010899056491233443578947086653554477766034028374212184625130544578906540431539728620712778072617542736648623887005235327732144604753415368505450995408928229808849382985432622563002759061713742752687764243131326912384052826403024781344085652473349254438531112023332821623001749574981791948088108513966968494592373983462221386298275455126204366694840971544837883369170148048768903717474637858707974733148463031500144817569252267634554226946803246166718287702909401948513083741002655763548687952412631802226803360335179923739094242617142065826797888573458438978019511347408041314210777732960231863137243014919646579768247432020015973110934287712460005377918396900814380019358737292436422627040128527845169449480455559624330928584348462407970566002221304894621583204483979465547422105599999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 509 × 619 × 99452447 × 347011033 × 34931956380023<14> × [26534338000715939469377417111666964191591858588226170075755057112735729603785945138523232007953938246295642770732309997982660220170601215638831125461531615777104179750370570242731010627534602500002952488013668422311907681836501997406294220951107551015156483484507788568255210532029257480018826651794385674189905162918021329129840226713611719839209964475949800567082414554747319712562049876029805335657443720510363600156786482097426034451201097344675522953917118408083982633844317563094396274313252677926665852571239964006525811441728384471640774556120791098359081494380397301139238102339392710761746045489380574977090568064724011800920993220016661907116193989388102171201410805031658570023787487498583808202311762676021546071929365169288474086173235359755150883876906258350649557428347785437783496846741625428297465134082115877743654944854772292966932817534178641409546376456990022771852296663218519299427013670600502225472421391283200781934437750482070093572630692653950646434482570373996171472149525097720521117023538797138088170096815860298040213754452757994510902663018633145206503796986023178244716181862851413953<1118>]
Categories
- n! - 1 (index 507)