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Number of integers k in [1,n] such that {n*r + k*r} < {n*r - k*r}, where { } = fractional part and r = (1+sqrt(5))/2 (the golden ratio).
{4r+1r} = 0.09...; {4r-1r} = 0.85...;
{4r+2r} = 0.70...; {4r-2r} = 0.23...;
{4r+3r} = 0.32...; {4r-3r} = 0.61...;
{4r+4r} = 0.94...; {4r-4r} = 0.00...;
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Partial sums of A327174.
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_Clark Kimberling (ck6(AT)evansville.edu), _, Sep 03 2011
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