Test suite has been updated to not give away the solution.
The solution (or actually one of many solutions) of this cubic equation with minimal integer positive value of (x+y+z), is x = 30,864,197 , y = -246,913,580 , z = 216,049,384 ; in that case, x+y+z = 1, and you can't get smaller than that. (Sorry, I wrote the same thing as a remark in the solution script, but I made a typo and wrote the wrong value of z there.)
Convert a numerical matrix into a cell array of strings
Is the input divisible by 3?
Sum of odd numbers in a matrix
Array of Ones
USC Fall 2012 ACM : Find Largest Water Concentration
Minimum Set (A+A)U(A*A) OEIS A263996
USC Fall 2012 ACM : Code Word Minimum Flipped Bits
PACMAT - Ghosts maximize unique locations; 3 Lives
GJam: 2013 China Event: Cannon Angle
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