Question About Effectiveness Of Acc Charm. - Topic

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Oct 26 2009 01:26pm

Quote (arxyn @ Oct 26 2009 03:16pm)

You need to gain more then 25% heal from your acc.charm then you would normally get. 60 isn't a fixed number, if you have low end HM-Int gear on your other equipement you'll need less on your acc.charm to offset this.

Plus lets keep in mind it's -25%/-25% in catacombs so your being more efficient as long as you have 1 hm or 1 int.

Lets just plug in some numbers for fun and see what happens

100ee - 30HM - 30 HM - 100 int = 480

480 * 0,75 = 360

-> 53 HM

200ee - 60 hm - 60 hm - 200 int = 1498

1498 * 0,75 = 1124

-> 73 HM

No?

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Or am I still not understanding O.o

500 base heal showing
using 52 hm + 61 hm
1065 heal from primary slot
798.75 from accessory slot

The question becomes, how much HM do you add to your primary slot to offset the 25%?

So what happens...
500 base heal showing
using 52 hm + 61 hm
1065 heal from primary slot
798.75 from accessory slot

If you add 50 hm to the primary slot;

Showing 500 base heal
52 hm + 61 hm + 50 hm 1315
1315 - 328.75 = 986.25

Thats why I say my original statement.

This post was edited by przy on Oct 26 2009 01:34pm

arxyn

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#32

Oct 26 2009 01:47pm

Quote (przy @ Oct 26 2009 07:26pm)

Quote

Spell Damage = (base*(.95 + int/100)(1 + (EE+prof)/100)(1 + HM/100))0,75

so what your saying is

Quote

1065 = ((500)(1 + 113/100))

Quote

798,75 = ((500)(1 + 113/100))*0,75

And your asking

Quote

1065 = ((500)(1 + (113 + x/100)))*0,75

So in this scenario you would need 71 HM to offset the effect. But the amount of HM you need in acc.charm to offset your heals will depend on the rest of your gear/stats still, which is what I'm saying.

Quote

You actually need like 60% total HM to offset the 25% deficit

Lets just imagine this dude has horrible gear/stats.

100 int - 50 ee - 15 HM - 15 HM

Quote

Spell Damage = (77*(1,95)(1,5)(1,3)

so -> 293

Quote

293 = (77*(1,95)(1,5)(1 + (30+x)/100))0,75

only need 43 HM

This post was edited by arxyn on Oct 26 2009 01:55pm

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