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Member
Posts: 40,183
Joined: Apr 29 2006
Gold: 20,826.51
Feb 21 2019 05:01am
Acc Slot does NOT show the -25% effect, BUT will show any additional increase by increasing Intelligence.

Character with 76 Intelligence / Level 45 Wild Heal with 107% enhanced effect / Prof Rank 1 = 42 - 426 healing capacity.
This is shown when worn in the Main Slot and the Acc Slot.

Now, I put a 57 Intelligence charm in Main slot, this showed healing capacity as 56 - 569 (Wild Heal 107 ee / Rank 1 Prof)

From using basic maths, divide by 4 then multiply by 3, the total is 42 - 426 healing capacity.

Plate Magical defense went up from 0-20 to 0-27 (not much at all)

The only 3 things gained in this manner are:
1. Increase of Magical Defense of 7
2. Reduced mana cost by 25%
3. Increased Mana regen by 2
_____________

Is the information above correct?
Member
Posts: 23,910
Joined: Aug 21 2007
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Feb 22 2019 11:18am
it is quite easy, just use the formula that has been provided to you multiple times:

Code
base damage * (1 + (int - 5) / 100) * ( 1 + (ee + prof + mastery) / 100)


base damage of wild heal lvl45 is: 12-120

Case 1 with 76 int, 107%ee, 1% prof:

Code
12 * (1 + (76 - 5) / 100) * ( 1 + (107 + 1 + 0) / 100) = 12 * 1.71 * 2.08 = ~42.6
120 * (1 + (76 - 5) / 100) * ( 1 + (107 + 1 + 0) / 100) = 120 * 1.71 * 2.08 = ~426.8


Case 2 with 133 int, 107% ee, 1% prof and -25% penalty

Code
12 * (1 + (133 - 5) / 100) * ( 1 + (107 + 1 + 0) / 100) * 0.75 = 12 * 2.28 * 2.08 * 0.75= ~42.6
120 * (1 + (133 - 5) / 100) * ( 1 + (107 + 1 + 0) / 100) * 0.75= 120 * 2.28 * 2.08 * 0.75 = ~426.8


so you are dead even

This post was edited by Meridius on Feb 22 2019 11:29am
Member
Posts: 40,183
Joined: Apr 29 2006
Gold: 20,826.51
Feb 22 2019 02:23pm
Quote (Meridius @ Feb 23 2019 06:18am)
it is quite easy, just use the formula that has been provided to you multiple times:

Code
base damage * (1 + (int - 5) / 100) * ( 1 + (ee + prof + mastery) / 100)


base damage of wild heal lvl45 is: 12-120

Case 1 with 76 int, 107%ee, 1% prof:

Code
12 * (1 + (76 - 5) / 100) * ( 1 + (107 + 1 + 0) / 100) = 12 * 1.71 * 2.08 = ~42.6
120 * (1 + (76 - 5) / 100) * ( 1 + (107 + 1 + 0) / 100) = 120 * 1.71 * 2.08 = ~426.8


Case 2 with 133 int, 107% ee, 1% prof and -25% penalty

Code
12 * (1 + (133 - 5) / 100) * ( 1 + (107 + 1 + 0) / 100) * 0.75 = 12 * 2.28 * 2.08 * 0.75= ~42.6
120 * (1 + (133 - 5) / 100) * ( 1 + (107 + 1 + 0) / 100) * 0.75= 120 * 2.28 * 2.08 * 0.75 = ~426.8


so you are dead even


Thanks for that.

All information was given to me from equipping items, the main purpose was to see if Acc slot showed the true value. v1.2x?? update corrected values, but not Acc slot I see.
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