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\begin{align*} \hat{\varphi}_{EUF} \quad := \quad f_x=y \land x = g_x \lor x \neq f_x \land g_x = f_{g_x} \lor y \neq g_x \land x = f_y \land g_y = f_{g_x} \end{align*}
\begin{align*} \varphi_{FC} \quad := \quad & (x=y \rightarrow g_x = g_y)~\land \\ & (x=y \rightarrow f_x = f_y)~\land \\ & (x=g_x \rightarrow f_x = f_{g_x})~\land \\ & (y=g_x \rightarrow f_y = f_{g_x}) \end{align*} \begin{align*} \varphi_{E} \quad := \hat{\varphi}_{EUF} \wedge \varphi_{FC} \end{align*}
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