Number Info
| ID | 45488 |
| Size | 1367 digits / 4540 bits |
| Value | 32109938753811866010206196782743656908638069415426370564137519826220619429701961694771772426481141354724625375760936248731262112249612423160815262992240065023942254027995921590596319372915675976983904132588343702814181687161548568616829075513467556483803809140613158374871760255967945601099230448371702925399197712302143096404679446634229121301425376060772169361635826252288000106360039895297140961751318131100905030445197688633598028653969118684270656259724931844630902325781171335758394393448787438811349202356250188712451757350144938902750525600161631231165119543335870705286443948520340147305118434430823479910015403104234980262481274888063443965988617403673968594548108105717635920607094097204780853169567232821545820260774965765519269063839193934757862571876365382251541410949209139108151080092829161113045905969717379824891781156113623149490543793644928082404145011836463415040524953545532398909970744403218533453432096661152709030273126198968440863726865132159437547330328309636903141546723237876341721687040829122980551062420568248787564045741520855649264353824025111352837314009548577986764675453760782164211347671342018665709895143242139870336949133770627876340743197103286279761807586937631254190367523741892607999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 3.81% |
| Completed | no |
| Small factors | 587 × 1171 × 1304321 × 270753437 × 39081142224667<14> × 1324327445620202971<19> |
| Large cofactor | 2555779533370408296533060876290038833756527642201134620036656757799658462016375508043326828975597596156859461314802207152495131652143798822981396786795632540833574305930373886640932633813352495453818581740485306893325776295684032987557284780129733506878889069734533367672907058693413038826610352958412686324618458120745870154300521579931224852028684653036609285632472634546863438774990864462038803782041469496284592461303868980510588821507245408757204500122300247742933403953309760696811391053101922522034283508670809188471162087043677718892459056976848107372062584306968612436394614830059075548751245034382192563051048441151603001339067993906912201771652915706250826584459679969582854547893824431422391964525179623537874344549607552006490256543684017652204064731223647413868110353465225145779453214012722068553923531720383946191741072562000072640590428383429353977527130950478017785106827573556689466418037852574895100757719080220071862003293239107312564546040364824768892856082700136272688795646821973257905464564225743324805192697505297130176624719386237487389407739618015363057268849070306074406786225471958016923903711792546273318398505293693807528566614447691353582235866830639725855015893719710231123078831957559181444503402359519254405011440513477423101176449182449795424629562596450589607739099991043030483 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
32109938753811866010206196782743656908638069415426370564137519826220619429701961694771772426481141354724625375760936248731262112249612423160815262992240065023942254027995921590596319372915675976983904132588343702814181687161548568616829075513467556483803809140613158374871760255967945601099230448371702925399197712302143096404679446634229121301425376060772169361635826252288000106360039895297140961751318131100905030445197688633598028653969118684270656259724931844630902325781171335758394393448787438811349202356250188712451757350144938902750525600161631231165119543335870705286443948520340147305118434430823479910015403104234980262481274888063443965988617403673968594548108105717635920607094097204780853169567232821545820260774965765519269063839193934757862571876365382251541410949209139108151080092829161113045905969717379824891781156113623149490543793644928082404145011836463415040524953545532398909970744403218533453432096661152709030273126198968440863726865132159437547330328309636903141546723237876341721687040829122980551062420568248787564045741520855649264353824025111352837314009548577986764675453760782164211347671342018665709895143242139870336949133770627876340743197103286279761807586937631254190367523741892607999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 587 × 1171 × 1304321 × 270753437 × 39081142224667<14> × 1324327445620202971<19> × [2555779533370408296533060876290038833756527642201134620036656757799658462016375508043326828975597596156859461314802207152495131652143798822981396786795632540833574305930373886640932633813352495453818581740485306893325776295684032987557284780129733506878889069734533367672907058693413038826610352958412686324618458120745870154300521579931224852028684653036609285632472634546863438774990864462038803782041469496284592461303868980510588821507245408757204500122300247742933403953309760696811391053101922522034283508670809188471162087043677718892459056976848107372062584306968612436394614830059075548751245034382192563051048441151603001339067993906912201771652915706250826584459679969582854547893824431422391964525179623537874344549607552006490256543684017652204064731223647413868110353465225145779453214012722068553923531720383946191741072562000072640590428383429353977527130950478017785106827573556689466418037852574895100757719080220071862003293239107312564546040364824768892856082700136272688795646821973257905464564225743324805192697505297130176624719386237487389407739618015363057268849070306074406786225471958016923903711792546273318398505293693807528566614447691353582235866830639725855015893719710231123078831957559181444503402359519254405011440513477423101176449182449795424629562596450589607739099991043030483<1315>]
Categories
- n! - 1 (index 585)