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AuthorDamage , expert offense + retribution
Hello,

Morale 3 = 15% damage
+ 30% damage from expert offense.

How can I calculate that?

1. 30+15% = 45% total ?

2. Or 1.3*1.15 = 1.495 total ?

If the second variant in what party a rounding off?
The second one is correct.

There won't be any rounding off - it will use that value to calculate the damage, and then round the damage.

Ex. 100 Hobgoblins with expert offense, battle fury, retribution (assume hobs attack is same as opponents defense):

Damage = 100 * 1.3 * 1.15 * 3 = 448.5 = 449 damage
(Base damage is 3-3.)
Thanks, now you opened my eyes. Now I can refer to this theme.
Formula for one-typed effects is 1-(1-x)*(1-y).
So, 1-(1-0,3)-(1-0,15)=0,475*100%=+ 47,5%.
In example of 100 hobs:
100*3+100*3*0,475=442,5 damage, if i am right.
@4

I think the formula you mention is applicable in this case. However, you made a mistake in your calculation. You should have gotten +40.5%.
#3

Thanks for correction.
Just to be clear
This is the correct formula:
2. Or 1.3*1.15 = 1.495 total

what yuri said is only for defensive things like magic resistance and enchantments
7
Thanks
thanks sven for the correction...

Offence and retribution are the ended coef. So x * (1 + offence talent) and you add all other bonus like retribution / increase physiqcal damages (thief dagger) and so on...

In case of Enchantement, it work only on the same enchantement (for example earth : sword 10% earth + dagger 10% + bow 10% earth then you have exatly 27.1% of earth bonus!

Math the same with other enchantment type!

Good luck
some are asking via pm how work 3 enchanted weapon bonus, so let me add this then :

Let's say you have :

Sword A10E10F10W10
Dagger A9E9F9W9
BOW A11E11F11W11

Now you can math each elemental bonus :

air bonus = 1 - ((1-sword air bonus) * (1-dagger air bonus) * (1-bow air bonus)= 1 - ((1-0.1)*(1-0.09)*(1-0.11) = 27.11%

Same for other element bonus and i let you change the element bonus.
Oh , yes , I thought that you mean on one for example dagger all this modifications.

That It works commutative I knew from this topic.
(http://www.heroeswm.ru/forum_messages.php?tid=36799)

Thanks for all.
closed by Lord Magniy (2011-11-12 19:28:45)
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