Number Info

ID 50641
Size 634 digits / 2106 bits
Value 8251157306937751095502094389975890855247449599507782333717253834267818333786243107995403837642879889569962073699645447519404713226697999830714135740989040934422153278729678315409117887539950876121209086456300081611930309890338934925228429572174204967335922329863477590049708101874811780822267613052478577059346791512805560394574053121355835234420533913042350998457780796624819918616235164301116342876177215571656610610167024991821694760021493346370541901328931423540743424999115273675625381933866362389974075394988411062550351392949276620740555668418787652456156275671040000000000000000000000000000000000000000000000000000000000000001
Progress 4.14%
Completed no
Small factors 1567 × 2281 × 231961 × 2529721 × 81559201
Large cofactor 48234749156831664410910264010921995744227327896436862384625114153238110896699490410488370522541469026662385013934793690790880932210486706332336614927142982402372666531885831392664443675453291577049670865522061033694439651205990278945432435939587211149337436794017712642250040250421207473832858474809358555437100807126552787346153690726551183501473512509755871854151943111903152195420468040610080528941385987381973209478349786017929739846528796323893256704990332226222383323775546946176228288187910193378445023531622453266681019236610217169977754486734901841650388923695494829420453170028371563886722513738423 (composite)

Factorization

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

8251157306937751095502094389975890855247449599507782333717253834267818333786243107995403837642879889569962073699645447519404713226697999830714135740989040934422153278729678315409117887539950876121209086456300081611930309890338934925228429572174204967335922329863477590049708101874811780822267613052478577059346791512805560394574053121355835234420533913042350998457780796624819918616235164301116342876177215571656610610167024991821694760021493346370541901328931423540743424999115273675625381933866362389974075394988411062550351392949276620740555668418787652456156275671040000000000000000000000000000000000000000000000000000000000000001 = 1567 × 2281 × 231961 × 2529721 × 81559201 × [48234749156831664410910264010921995744227327896436862384625114153238110896699490410488370522541469026662385013934793690790880932210486706332336614927142982402372666531885831392664443675453291577049670865522061033694439651205990278945432435939587211149337436794017712642250040250421207473832858474809358555437100807126552787346153690726551183501473512509755871854151943111903152195420468040610080528941385987381973209478349786017929739846528796323893256704990332226222383323775546946176228288187910193378445023531622453266681019236610217169977754486734901841650388923695494829420453170028371563886722513738423<608>]

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