Double Shot

Bowman

Class
Bowman
Maximum rank
20
Element
neutral
Rank
1
Damage %
80
Hits
2
MP
8
K=0.7(0.1+mastery rank10)P∼U(min⁡(P0K,P0),max⁡(P0K,P0))R=(J+aPdP+SdS+AdA)(W+Wammo)p(n)100D=clamp⁡ ⁣(⌊R 100100+F eλ (1+b/100) c⌋,1,99999)\begin{aligned} K&=0.7\left(0.1+\frac{\text{mastery rank}}{10}\right)\\ P&\sim U(\min(P_0K,P_0),\max(P_0K,P_0))\\ R&=\left(J+\frac{aP}{d_P}+\frac{S}{d_S}+\frac{A}{d_A}\right)(W+W_{\mathrm{ammo}})\frac{p(n)}{100}\\ D&=\operatorname{clamp}\!\left(\left\lfloor R\,\frac{100}{100+F}\,\frac{e}{\lambda}\,(1+b/100)\,c\right\rfloor,1,99999\right) \end{aligned}

Effect

  • MP -8; Damage 80%

Details

  • 2 independent hits on one target.
Double Shot values
RankDamage %HitsMP
18028
28228
38428
48628
58829
69029
79229
894210
996210
1098211
11100211
12102212
13104212
14106213
15108213
16110214
17112214
18114215
19116215
20120216