Number Info
| ID | 45486 |
| Size | 1361 digits / 4522 bits |
| Value | 93987644168750339568569830180141836168592873830424922620704600826076043290311326819961867540338196214508328579091840091123001148137256829296379999391874678093730985914986306025630252233098220281535839282836739558641206202908174009532926693342312248225628758753697337474744644233602463414995991243331292955740538907335625501711390488918830117379186793293443886434948560626062522264254887879923723690877292269935912160300894768275371820202462002939558178959503956927265256778425159043901166120620499469650360620408178751646328759367008953584915482964997164357701438775716750688697002542209167975954567481649758458933425252032065859567033353495092623714988342710671960527303910858557651096496587335220644108329139541100415116089377607322091292190139310194233294028440362317795168630573730064126422784489021078073544977080310794476325316579187516536384919194605222112176984579781241701909978203797952227227405293300604535339632644482943182971177632007283810044862618932676026072270016127025240433048598635629146826153380251501523683006733896056631436733817822431943754694485496754925761954131684164578985702651214091336527770961661452598378103100462884528559153301049724494616389173115812784690924912005711433644677215027199999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 2.44% |
| Completed | no |
| Small factors | 14592408208775933<17> × 95639570878986613<17> |
| Large cofactor | 67345126812773748429101387203783338480956786906454475680063465930939730903583355336461394531956743206800240020685539383082950812965065545608187964475989798756164628422780442816103312035960067964760037438516272889365716622312301392372843499036951454439092332441978391435145736981748659559611844246795161635729756618875204181445444061034666315006974009901492606567686577603189140100609825300336578220354016458096858850929520444616370392784984301108291885150463539492014482665612110803918087995974345233956229619961095382783797276039384772526676838035727316455367053257561357936954875709130961461058986772451017233028141541502239891791245263602339192293149157174127056833452479996727380728515071697243885755464480183466608269168623283275325778145632941291895438961745719932193280453808807606834717366614409487135951454726566163251360934305017267936944039453400977370589130250748889141122591923475343753084913103048467379459209471901871191562664427690694258549493190000129817472207044300721398844552275332383070250128753399674925404874338595863973590966112066897786459022234800039524675439654392667321727124143401908283653912005658364536159062843709475988490329121302415422077365104426174339367990122887288821621560250212110010111612788816609394197528715757168375507398670726009585597529621313017752890585166244501825024546888156831 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
93987644168750339568569830180141836168592873830424922620704600826076043290311326819961867540338196214508328579091840091123001148137256829296379999391874678093730985914986306025630252233098220281535839282836739558641206202908174009532926693342312248225628758753697337474744644233602463414995991243331292955740538907335625501711390488918830117379186793293443886434948560626062522264254887879923723690877292269935912160300894768275371820202462002939558178959503956927265256778425159043901166120620499469650360620408178751646328759367008953584915482964997164357701438775716750688697002542209167975954567481649758458933425252032065859567033353495092623714988342710671960527303910858557651096496587335220644108329139541100415116089377607322091292190139310194233294028440362317795168630573730064126422784489021078073544977080310794476325316579187516536384919194605222112176984579781241701909978203797952227227405293300604535339632644482943182971177632007283810044862618932676026072270016127025240433048598635629146826153380251501523683006733896056631436733817822431943754694485496754925761954131684164578985702651214091336527770961661452598378103100462884528559153301049724494616389173115812784690924912005711433644677215027199999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 14592408208775933<17> × 95639570878986613<17> × [67345126812773748429101387203783338480956786906454475680063465930939730903583355336461394531956743206800240020685539383082950812965065545608187964475989798756164628422780442816103312035960067964760037438516272889365716622312301392372843499036951454439092332441978391435145736981748659559611844246795161635729756618875204181445444061034666315006974009901492606567686577603189140100609825300336578220354016458096858850929520444616370392784984301108291885150463539492014482665612110803918087995974345233956229619961095382783797276039384772526676838035727316455367053257561357936954875709130961461058986772451017233028141541502239891791245263602339192293149157174127056833452479996727380728515071697243885755464480183466608269168623283275325778145632941291895438961745719932193280453808807606834717366614409487135951454726566163251360934305017267936944039453400977370589130250748889141122591923475343753084913103048467379459209471901871191562664427690694258549493190000129817472207044300721398844552275332383070250128753399674925404874338595863973590966112066897786459022234800039524675439654392667321727124143401908283653912005658364536159062843709475988490329121302415422077365104426174339367990122887288821621560250212110010111612788816609394197528715757168375507398670726009585597529621313017752890585166244501825024546888156831<1328>]
Categories
- n! - 1 (index 583)