Does r=uint64(308436464205151562) make sense? It seems like the argument to uint64 is a double precision number, so you have already lost the precision you are trying to gain by using uint64.
r=uint64(308436464205151562) outputs for uint64(r) 308436464205151562. However, r=308436464205151562 outputs for uint64(r) 308436464205151552. A very small loss in precision, but still a loss. The Challenge set has some numbers that use all the paint if full precision math was used. If residual paint was required as an output then full precision is needed. For solutions using p=p-2*r-1 the errors in r and p may cause issues.
Very novel input parameter adjustment to allow direct solution.
That's Muller's method which is more computationally realiable than Bhaskaracharya's.
Nice bisecting search method and anonymous function for clean appearance.
Count from 0 to N^M in base N.
Swap the input arguments
Basic electricity in a dry situation
Coin Tossing: Probability of Same Heads for N tosses
01 - Scalar variables
Alias abs to asb
Mandelbrot Number Test [Real+Imaginary]
Elastic Collision 001: 1-D
Checkerz_000 Kamikazi Kings
Battleship - Seaman Level
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