Number Info

ID 48556
Size 806 digits / 2677 bits
Value 54387251422759321035406141831329674604268974586460329727933072691980887909691576306637504482620571660000471732552787602818185385964592666334624625857071170844304243543682498275303951816696424617891623000331924947987608096265972777161311222697228694617989756945292649421951146740389919488631342160072521270473130777163687679284316349753057987335240306385219706233944656775303318322627282282101777251203397313487305764581997277536932539452412910930195292653780659728064046981532420374537836191186586326273298868167035074942643573556891848679002431606788877676547304512081055864210603248782226291780022501952187277997376334829121732699523837695139910830518918654900126271671035658331702297945869007047205681624706953371409448960000000000000000000000000000000000000000000000000000000000000000000000000000000001
Progress 1.98%
Completed no
Small factors 337 × 1716599 × 15963847
Large cofactor 5889260955543110020101036824710729084715448202271165662565131920091127088775294717391629685315902300821073724630109191255927614022702016248296032289157122618336072293728232656548134193768656701228077571134144167772114001667559979188393259945186845521654819200599079449224506486182090024545354002494906046916728695482865122611683003510500515779850457267413942106007464913577289603570468816079368278864890881439566673042115909430126884351699751526670623227259761569479229804030754728213811177372059285195032041458225255432666153728489362739736290607919506336729990822838854530625108355736263499223873987134578580025035541166545080992094961585538378006527549093834423419568145505382711007551670644437048576772818806479124144844412499319629226110694327041542666728788926131262455382796576174641 (composite)

Factorization

Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>

54387251422759321035406141831329674604268974586460329727933072691980887909691576306637504482620571660000471732552787602818185385964592666334624625857071170844304243543682498275303951816696424617891623000331924947987608096265972777161311222697228694617989756945292649421951146740389919488631342160072521270473130777163687679284316349753057987335240306385219706233944656775303318322627282282101777251203397313487305764581997277536932539452412910930195292653780659728064046981532420374537836191186586326273298868167035074942643573556891848679002431606788877676547304512081055864210603248782226291780022501952187277997376334829121732699523837695139910830518918654900126271671035658331702297945869007047205681624706953371409448960000000000000000000000000000000000000000000000000000000000000000000000000000000001 = 337 × 1716599 × 15963847 × [5889260955543110020101036824710729084715448202271165662565131920091127088775294717391629685315902300821073724630109191255927614022702016248296032289157122618336072293728232656548134193768656701228077571134144167772114001667559979188393259945186845521654819200599079449224506486182090024545354002494906046916728695482865122611683003510500515779850457267413942106007464913577289603570468816079368278864890881439566673042115909430126884351699751526670623227259761569479229804030754728213811177372059285195032041458225255432666153728489362739736290607919506336729990822838854530625108355736263499223873987134578580025035541166545080992094961585538378006527549093834423419568145505382711007551670644437048576772818806479124144844412499319629226110694327041542666728788926131262455382796576174641<790>]

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