理想状态下用ccbq ww bar的最大物理dam计算

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理想状态下用ccbq ww bar的最大物理dam计算



计算公式：
Weapon Damage:
Weapon Minimum Damage = (Base Minimum Damage+1) * (1+ (+x % Enhanced Damage)) + (+x to Minimum Damage)
Weapon Maximum Damage = (Base Maximum Damage+1) * (1+ (+x % Enhanced Damage)) + (+x to Maximum Damage)

Total Damage:
Minimum Damage = (Weapon Minimum Damage + (+x To Minimum Damage)) * (1 + StatsBonus + SkillBonus + (+x% Enhanced Damage))
Maximum Damage = (Weapon Maximum Damage + (+x To Maximum Damage)) * (1 + StatsBonus + SkillBonus + (+x % Enhanced Damage))



假设所有物品都是perfect的：
1. 300ed/40ias ccbq (2*40/15 max jew + eth)
2. ammy = 2 bar&20 str&20 dex&80life
3. ring = 2*11%ll&20 str&15 dex&20 life
4. gloves = bar's set gloves (注： 6%ll&3%ml%9 str&15 dex bloody gloves不计算，因为本次计算只打算得到理想状态下ww bar的最大dam是多少)
5. ww不算battle command加的1 skill，因为持续时间太短了
6. bo使用的是2*+3 warcires skill one-hand weapon
6. 其它的装备是wt+ss(40/15 max jew)+08 gaze(40/15 max jew)

weapon dam:
min dam: (25+1)*(1+3.8) = [124.8] = 124
max dam: (65+1)*(1+3.8) + 30 = [346.8] = 346

lv 99时能得到505点states，则不算charm的最终str为：
str=30+(505-(222-20-20-20-15*2))+20+30+20*2+20+10 = 523

下面4种情况下：
1．08 skin with 20*6/ar/5str lc
str = 523+100 = 623
StatsBonus = 623%
SkillBonus = lv(20+2+2) ww + lv(20+2+2) sm = 134%+143% = 277%
ww min dam=(124+15)*(1+623%+277%+120%)= [1556.8] = 1556
ww max dam=(346+25+120+45)*(1+623%+277%+120%) = [6003.2] = 6003
ww avg dam=(1556+6003)/2=3779.5

2．08skin with 10*(14 max gc+3/20/2str sc)
str = 523+20 = 543
StatsBonus = 543%
SkillBonus = lv(20+2+2) ww + lv(20+2+2) sm = 134%+143% = 277%
ww min dam=(124+15)*(1+543%+277%+120%)= [1445.6] = 1445
ww max dam=(346+25+170+45)*(1+543%+277%+120%) = [6094.4] = 6094
ww avg dam=(1445+6094)/2=3769.5

3．08skin with 40*3/20/2str sc
str = 523+80 = 603
StatsBonus = 603%
SkillBonus = lv(20+2+2) ww + lv(20+2+2) sm = 134%+143% = 277%
ww min dam=(124+15)*(1+603%+277%+120%)= [1529] = 1529
ww max dam=(346+25+120+45)*(1+603%+277%+120%) = [5896] = 5896
ww avg dam=(1529+6391)/2=3712.5

4．160/60 max armor with 3/20/20life sc
str = 523
StatsBonus = 523%
SkillBonus = lv(20+2) ww + lv(20+2) sm = 118%+133% = 251%
ww min dam=(124+15)*(1+523%+251%+240%)= [1548.46] = 1548
ww max dam=(346+25+120+45+45)*(1+523%+251%+240%) = [6472.34] = 6472
ww avg dam=(1548+6472)/2=4010

根据计算结果也可以初步得出一定的结论：

结论１：ww bar无论是选用08 skin还是160/60max armor，只要其它的装备足够好，可以不加vit ;)
结论２：选用08 skin的话，charm的最好选择是10*(14 max gc+3/20/2str sc)。:cool:

注：刚才的计算有点问题，错了几个地方，感谢老胡的指正，另外，补上bo后life的计算，设bc后用2*+3 warcires skill one-hand weapon发出bo
1．08skin
life = [311+80+198+20*2+4*(10+247.5)]*(1+1.25) = [3732.75] = 3732
2．160/60 max armor
life = (311+80+100+20*2+4*10+40*20)*(1+1.19) = [3002.49] = 3002
3．如果选用不同的武器，导致镶ed/max jew的数量发生了变化（如eth　ccbq），则最后的最佳charm搭配也会发生变化