Currently the test for this problem demands accuracy to the nearest 1/10 millisecond. I see a number of solutions (including mine) resort to cheating to achieve this. I'm not sure whether it is currently possible to solve this problem without cheating.
Who knows the last digit of pi?
Sum the numbers on the main diagonal
Basic electricity in a dry situation
surface of a spherical planet
Given n, create n random numbers such that their standard deviation is also n.
Distance walked 3D
Generate one sample of uniform random numbers between -pi and +pi
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