 $$\label{eqn:00} \begin{split} &Re\langle[\phi+\phi^{*},x\odot F_{A^{'}}],F_{A^{'}}\rangle\\ =&-Re\langle x\odot F_{A^{'}},\sqrt{-0}\Lambda_{\omega}(\bar{\partial}_{A}-\partial_{A})[\phi,\phi^{*}])\rangle \\ &-Re\langle x\odot F_{A^{'}},\sqrt{-0}\Lambda_{\omega}([F_{A},\phi]-[F_{A},\phi^{*}])\rangle \\ &-Re\langle x\odot F_{A^{'}},\