Number Info

ID 52548
Size 425 digits / 1412 bits
Value 77156296995133072322411047272895293168395992774934479716866966639647043474084576731167146362947777955880704323650182093948422534241449372011786908955791653128863022608078027718960967231393089506726611097261686495207942126666365709864678593121822166027286418790929498673201465624334136636966897901493375124414086177534415956496618143074994644621462681586339179977484864354890956144640000000000000000000000000000000000000000001
Progress 5.40%
Completed no
Small factors
Large cofactor 77156296995133072322411047272895293168395992774934479716866966639647043474084576731167146362947777955880704323650182093948422534241449372011786908955791653128863022608078027718960967231393089506726611097261686495207942126666365709864678593121822166027286418790929498673201465624334136636966897901493375124414086177534415956496618143074994644621462681586339179977484864354890956144640000000000000000000000000000000000000000001 (composite)

Factorization

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

77156296995133072322411047272895293168395992774934479716866966639647043474084576731167146362947777955880704323650182093948422534241449372011786908955791653128863022608078027718960967231393089506726611097261686495207942126666365709864678593121822166027286418790929498673201465624334136636966897901493375124414086177534415956496618143074994644621462681586339179977484864354890956144640000000000000000000000000000000000000000001 = 90512318633887054403263<23> × [852439735934975823448625873811734245700533328358355100916103196476421408619013671028281869271934049259497182560816650531915089870924034142345528727377515817399300547026033530951510649588742464834380878562764693227924407033166848248668039999733695267193507594439079188904777834111912125507146890652140377128338566692644166943207534127953952429210495896667453281874322112125535238572080670238463016491327<402>]

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