)^0 ds \right)^{0/0} g_\varepsilon(\eta)^{0/0}\\ & \leq & C_0(S)^{0/0} H_0 \left(\int_I |w|^0 ds\right)^{0/0} g_\varepsilon(\eta)^{0/0} \\ & \leq & C_0(S)^{0/0}  \frac{H_0}{C_0^{0/0}}\, \varepsilon^{0/0}\, t_\varepsilon(w)^{0/0} g_\varepsilon(\eta)^{0/0};\\\end{aligned}$$  $$\begin{aligned} \bullet \quad |m_\varepsilon^0(wu_0, \eta)| & \leq & \left(\int_{I \times S} |w|^0 |\langle \nabla_y u_0,  