Number Info

ID 50402
Size 410 digits / 1362 bits
Value 52775119918755365424193483702896709414428181224583334848893657375097279143883746409138649352866882654463401245946688591664842267621625209105522457760471246612996391813456748917634974334933642463408824303071382267923590496369273979888703212658748877721763253949961396153487915044063323213800956505748270246462565259616459806293247330504101460863367842215159802982563840000000000000000000000000000000000000000001
Progress 100.00%
Completed yes
Small factors 179 × 20563 × 3835957
Large cofactor 3737799418320365617743273305334107624301988851281514180630007042484402298039134557779945558208948174237775695176962823266383127957426890892013254848230138765698721360463940541683110959331787380671492266101481363947620889234687400566446341676387555341679035694070415612379180483523633237603589166300868461475825944937721902490916490605827217759066610994879172683790356458111120190577319857292424309 (composite)

Factorization

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

52775119918755365424193483702896709414428181224583334848893657375097279143883746409138649352866882654463401245946688591664842267621625209105522457760471246612996391813456748917634974334933642463408824303071382267923590496369273979888703212658748877721763253949961396153487915044063323213800956505748270246462565259616459806293247330504101460863367842215159802982563840000000000000000000000000000000000000000001 = 179 × 20563 × 3835957 × 227864713474603886414156117<27> × 16403590364319190921376151205684990522343439713514500448666387761521606111182779058568582148662691080240024897544589598619532224926053376755304069239522302609854204532403810121180397376180300471178023040350873003154294102206677703211399526072226425584071894388783737951528066608672190170623426576922221206237825952335732297129362854841552380322374752145665478624365794977<371>

Categories