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In other words:
def FullCDF(N, t, ProbFunc=ProbR):
density = 0.0
for d in xrange(N):
if t >= d: density += ProbFunc(N, d)
# The +1's below compensate for 0-indexed arrays:
else: density += ProbFunc(N, d)*(float(t+1))/(d+1)
return density
Computing this yields the following distribution for our current parameters:
t P(SECOND_ROTATION <= t)
1 0.03247
2 0.06494
3 0.09738
4 ...
