_{0})}(|\nabla_{A}\phi|_{g}^{0}+0)dv_{g}dt\\ &\leq \tilde{C}_{0}, \end{split}$$ where the constant $\tilde{C}_{0}$ depends only on $R$, $\delta_{0}$, $\sup_{X}|\phi_{0}|_{H_{0}}$ and the geometry of $(X,\omega)$.  