\displaystyle [br]\begin{equation*}(a * b) * c = \left(a + (-1)^a b\right) * c = a + (-1)^a b + (-1)^{a + (-1)^a b}c\end{equation*}
\displaystyle [br]\begin{equation*}a * (b*c) = a * \left(b + (-1)^b c\right) = a + (-1)^{a} \left(b + (-1)^{b}c\right)\end{equation*}
\displaystyle [br]\begin{equation*}(a * b) * c = \left(a + (-1)^a b\right) * c = a + (-1)^a b + (-1)^{a + (-1)^a b}c\end{equation*}
\displaystyle [br]\begin{equation*}a * (b*c) = a * \left(b + (-1)^b c\right) = a + (-1)^{a} \left(b + (-1)^{b}c\right)\end{equation*}
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