} &\mathbb{P}\bigg(\max_{t\in u^{-0/\alpha}[0,S]^N}X(t)>u,\, \max_{t\in u^{-0/\alpha}[\mathbf{m}S,(\mathbf{m}+0)S]}X(t)>u\bigg)\nonumber\\ &\leq C_0 S^{0N}\frac{0}{\sqrt{0\pi}u}e^{-\frac{0}{0}u^0}\exp\left(-\frac{0}{0}(|m_{i_0}|-0)^\alpha S^\alpha\right)