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Using the rules above, a change in permutation would go like \begin{equation}  [b,g,r^+]=1 \\  [g,r^+,b]=0 \\  [r^+,b,g]=-1 \\  \end{equation}  So there are three permutations/rotations of these variables. And the three ternary as opposed to binary outputs -1,0,1. Very exciting.