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rbg|n>=(n-\frac{2}{3})|n-1>  \end{equation}  Which has a positive probability for a filled state and surprisingly a negative (probabilty? coeff, rate?) for an unfilled state... Interpretation of this... possibly There would also exist a double jump operation as \begin{equation}  b^+g^+r^+|n>=\sqrt[3]{1-(n+1)}\sqrt[3]{1-n}\sqrt[3]{1-(n-1)}|n+2>  \begin{equation}  But this has a zero coeficcient for either n=1 or n=0.