(10% Dmg Dealt vs 40% Elem Dmg)
穿狙擊全套+橘主武+橘副武+橘尖牙+時裝頭+其他=基本80%造傷
$$ \begin{aligned} \text{傷害公式} &= \left( 20900 \times \text{技能傷害\%} \right. \\ &\quad \left. +\ \text{表傷} \times \left( \text{傷害\%} + \text{屬傷\%} - \text{防禦\%} \right) \right) \\ &\quad \times \left( 1 + \text{造傷\%} + \text{副本壓制\%} \right) \end{aligned} $$
$$ \begin{aligned} \text{傷害} &= \left(20900 \times 150\% + \text{dmg} \times \left( 150\% + 0\% - 75\% + \text{elem} \right) \right) \times \left( 1 + 10\% - 65\% + 80\% \right) \\&\quad > \left( 20900 \times 150\% + \text{dmg} \times \left( 150\% + 40\% - 75\% + \text{elem} \right) \right) \times \left( 1 + 0\% - 65\% + 80\% \right)\end{aligned} $$
解出elem的不等式,當表傷dmg=150000時,elem屬傷要超過365%時,10%造才會贏40%屬傷
$$ elem > 3.85 - \frac{31350}{dmg}
$$
$$ \begin{aligned} &\text{當 } dmg = 150{,}000, \quad elem_{\min} > 3.641 \quad (364.1\%) \\[4pt] &\text{當 } dmg = 250{,}000, \quad elem_{\min} > 3.7246 \quad (372.5\%) \\[4pt] &\text{當 } dmg = 500{,}000, \quad elem_{\min} > 3.7873 \quad (378.7\%) \\[4pt] &\text{當 } dmg = 750{,}000, \quad elem_{\min} > 3.8082 \quad (380.8\%) \end{aligned} $$