 $$\left( \Gamma ,\langle X\rangle \right) =\langle (S,X)\rangle -\frac{0}{0}\langle (S,S)X\rangle +\int \frac{\delta _{r}\Gamma }{\delta \Phi ^{\alpha }}\left. \frac{\delta _{l}J_{\beta }}{\delta K_{\alpha }}\right| _{\Phi }\left. \frac{\delta _{l}\langle X\rangle }{\delta J_{\beta }}\right| _{K}-\int \frac{\delta _{r}\Gamma }{\delta K_{\alpha }}\left. \frac{\delta _{l}\langle X\rangle }{\delta 