Number Info

ID 48460
Size 672 digits / 2231 bits
Value 357912016564073750502540925288524388200624252961043059711833812264230198608788403417965688520665229044468741809819534449113167991305446463898878936451190700343210693690524320013969167406155084503113612084311281247592013886213923575148480701162860228688577502856562432145148116579528230453442034105864199864758597571982008233370322606906280656811909118231074349908884018220966619327789055433421101581317341281489978840723186192927001639770082145385180030261085641110705629414640651629092430765751041303971391331594605156420797776788501498939402042487519615160404075954285491410181032416916634510253096960000000000000000000000000000000000000000000000000000000000000000000001
Progress 0.00%
Completed no
Small factors
Large cofactor 357912016564073750502540925288524388200624252961043059711833812264230198608788403417965688520665229044468741809819534449113167991305446463898878936451190700343210693690524320013969167406155084503113612084311281247592013886213923575148480701162860228688577502856562432145148116579528230453442034105864199864758597571982008233370322606906280656811909118231074349908884018220966619327789055433421101581317341281489978840723186192927001639770082145385180030261085641110705629414640651629092430765751041303971391331594605156420797776788501498939402042487519615160404075954285491410181032416916634510253096960000000000000000000000000000000000000000000000000000000000000000000001 (composite)

Factorization

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

357912016564073750502540925288524388200624252961043059711833812264230198608788403417965688520665229044468741809819534449113167991305446463898878936451190700343210693690524320013969167406155084503113612084311281247592013886213923575148480701162860228688577502856562432145148116579528230453442034105864199864758597571982008233370322606906280656811909118231074349908884018220966619327789055433421101581317341281489978840723186192927001639770082145385180030261085641110705629414640651629092430765751041303971391331594605156420797776788501498939402042487519615160404075954285491410181032416916634510253096960000000000000000000000000000000000000000000000000000000000000000000001 = [357912016564073750502540925288524388200624252961043059711833812264230198608788403417965688520665229044468741809819534449113167991305446463898878936451190700343210693690524320013969167406155084503113612084311281247592013886213923575148480701162860228688577502856562432145148116579528230453442034105864199864758597571982008233370322606906280656811909118231074349908884018220966619327789055433421101581317341281489978840723186192927001639770082145385180030261085641110705629414640651629092430765751041303971391331594605156420797776788501498939402042487519615160404075954285491410181032416916634510253096960000000000000000000000000000000000000000000000000000000000000000000001<672>]

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