0.66974
This number is neither prime nor composite.
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 D. Shanks estimated in 1961 that the number of
primes of the form n4 + 1 with 
n less than or equal to N is 
approximately 0.66974 li(N), where li(N) is the logarithmic integral.  [Post]
 
D. Shanks estimated in 1961 that the number of
primes of the form n4 + 1 with 
n less than or equal to N is 
approximately 0.66974 li(N), where li(N) is the logarithmic integral.  [Post]
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