Quote (Tarisus @ May 3 2022 03:29pm)

(Flat damage)*(1+%increase/100)*(1-negativeResist/100)

Quote (di3tc0ke @ May 3 2022 06:30pm)

Ty sir!

I want to clarify one thing.

(1-negativeResist/100) means (1-(-Negative Resist)/100) = (1+the number/100)?

Say, I have -50 res, then (1+(50/100))? Or (1-(50/100)?

I think the former is correct? thx!

Quote (Tarisus @ May 3 2022 07:39pm)

You’re right. With -50, your end value should be positive but before (1+(50/100)), it is (1-(-50/100)). Two negatives make a positive.

Easier way to check is that if your -resistance is greater than monster resistant, then the end value is negative but when plugged into equation it has to be greater than 1. If it was less than 1, then monster has positive value. In this case it would end up being (1.5).

Quote (Sir_Kitchenman @ May 3 2022 07:04pm)

Is there a website to access these formulae? Fascinating for a newbie.

Quote (ms73 @ May 3 2022 06:06am)

Bad at math and very tired - willing to tip some fg if someone can sort this out for me

-Let's say I do 1k-1k damage with an elemental ability at baseline.
A. Monster A has 75% resist to the ability's element.
B. Monster B has 50% resist to the ability's element.
C. Monster C has 0% resist to the ability's element.

1. In variant one I have +83% Elemental Skill Damage and -80% Enemy Elemental Resistance.
2. In variant two, I have +105% Elemental Skill Damage and -80% Enemy Elemental Resistance.
3. In variant three, I have 75% Elemental Skill Damage and -100% Enemy Elemental Resistance.

I want to know the damage outcome from each monster compared to each variant.

ex:
A ) 1:_____2:_____3:_____
B ) 1:_____2:_____3:_____
C ) 1:_____2:_____3:_____

<3