Number Info

ID 52836
Size 636 digits / 2112 bits
Value 380456680182985187716343284360286085553019751135968281223299437831139732319561519726431554234771363085506030167386901406407041150502892259158102618439716199713871106245063543550518944981828224981905697436111180600122069592179180064272256975279451093565973229940111184815944978318715621697065071188359924652982411228983476247636246806346125698503258184251434180170546850376440168647413577982959668102324161023946487090966125747349706612549751680122708050641468954246072113521919547890290718914029497284627182538189501579762672264925598582064099641500854339859385250264540774400000000000000000000000000000000000000000000000000000000000001
Progress 11.23%
Completed no
Small factors 4942965080131651<16>
Large cofactor 76969323880566863979978344526451308961658274522921980206277774516465541574632025260552654658283433705157463470623833778537626814414929095840094987691734179616997539008369082094047111284683570682673287401044427293523823497162855776647985109663766268381897761038070283651998202545595650118113894960929020414500105018422287321086220228413550459315076903746231804396128100321494787519718522411896384448719510297428221936943038833106467870724357226993393143159846428361969162724013811088568640398003448409469570954693943153247252953455508628333002197756207144300235036964952730669205336173378034118630392677232546861053215851 (composite)

Factorization

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

380456680182985187716343284360286085553019751135968281223299437831139732319561519726431554234771363085506030167386901406407041150502892259158102618439716199713871106245063543550518944981828224981905697436111180600122069592179180064272256975279451093565973229940111184815944978318715621697065071188359924652982411228983476247636246806346125698503258184251434180170546850376440168647413577982959668102324161023946487090966125747349706612549751680122708050641468954246072113521919547890290718914029497284627182538189501579762672264925598582064099641500854339859385250264540774400000000000000000000000000000000000000000000000000000000000001 = 4942965080131651<16> × 26062378208679783067683191<26> × 1791763885562131221857336152091<31> × [1648249110307289389268819871391124550108701940771445303898301762019609372024555330373249106944675014273122775217411119841534374632715672915109985361085019221612510416338104654175166305055101268744598196891143003747786115196110894535646201853845465939720639823939600040053710540316725672546087065082552166199167447165413861554516522768123768154647019057643384540952809573594097188639075645353485506531453279200902906317591343385679392675404946674505561631726611373697113164387229517578134845381785172936473260560049227210464559282297714408185721611758476026535782871<565>]

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