R_u^H \\         & \hspace{0cm} + 0c_H^{B,R}\int_s^{s+\varepsilon}\frac{\partial f}{\partial x}(s,x_s)\left[\varphi_u-(\nabla^\frac{H}{0}\psi_u)(u)\right]\,\mathrm{d}^{-}{B}_u^{\frac{H}{0}+\frac{0}{0}}\\         & \hspace{0cm} + \int_s^{s+\varepsilon} \frac{\partial f}{\partial x}(s,x_s)\left[\vartheta_u - 0c_H^R(\nabla^\frac{H}{0}\varphi_u)(u)+c_H^R(\nabla^{\frac{H}{0},\frac{H}{0}}\psi_u)(u,u)\right]\,\mathrm{d}{u}     \end{aligned}$$ is satisfied almost surely. 