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Total damage increase, post big bang
#1
I wanted to make a thread to see how much the end multiplier for an AM is after the big bang patch is. I'll use my AM's stats to calculate it.

INT: 669

LUK: 138

MA: 172

I don't have CL maxed, but I do here.

(4*669+138)*172/100=4840*7.2=34,849 without any boosts

Now factoring in magic mastery, which is +30% MA:

172*1.3=224

Amp increases the skill damage:

720%*1.6=1152%

So now it's

(4*669+138)*224/100=6303*11.52=72611

The elemental weapon boost is applied to the final damage(correct me if I'm wrong):

72611*1.25=90764

And the total boost to damage post big bang is:

90764/34849=2.6

I figured it was this, but I wanted to be sure that it is.
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#2
Amp * Mastery * Elemental boost from staves = 1.6*1.3*1.25 = 2.6
If criticals are multiplicative, then a rate * damage * 2.6 should give you the end 'multiplier' applied to a raw damage range to get max DPS. Right?
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#3
Hazzy Wrote:Amp * Mastery * Elemental boost from staves = 1.6*1.3*1.25 = 2.6
If criticals are multiplicative, then a rate * damage * 2.6 should give you the end 'multiplier' applied to a raw damage range to get max DPS. Right?

Yeah. I did this before, but I wanted to get more in depth to make sure that it's really that.

And that's all you have to do to find max DPS.

Edit: Well, DPM. To find DPS you need to divide by 60.
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#4
Damage per 100% in an attack, actually. I never included any skill percentages or delays.

Maxed CL is 720%? How fast is it?
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#5
Hazzy Wrote:Damage per 100% in an attack, actually. I never included any skill percentages or delays.

Maxed CL is 720%? How fast is it?

88 CPM, and 720%. Plus a 20% crit.
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#6
I'm ignoring crit because we don't know how it works.

88/60*7.2 = 10.5599...
Per second.
Plus Critical hits.

So in your case, with a range max of 4,840, your max DPS would be 51k? Plus Critical hits. At level 130?

Lol. 77k if critical hits are multiplicative.
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#7
Hazzy Wrote:I'm ignoring crit because we don't know how it works.

88/60*7.2 = 10.5599...
Per second.
Plus Critical hits.

So in your case, with a range max of 4,840, your max DPS would be 51k? Plus Critical hits. At level 130?

Lol. 77k if critical hits are multiplicative.

Mind you, my overall, hat, gloves, and shield are unscrolled, nothing has potential on it(obviously) so it can only go up.
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#8
What's your current DPS? Confused
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#9
I think there is a 0.88 factor in the damage equation that you guys are forgetting about.
From the title I though you were comparing post bb damage to pre bb damage.
Current damage should be around 25k, assuming max cl, no maple warrior, lighning ele wand, 172 + 20 mag att. (20 from meditation)

Oh, no 0.88 now, nice.
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#10
MissingLink Wrote:I think there is a 0.88 factor in the damage equation that you guys are forgetting about.

It was buffed to 1.00 in the latest kMST Patch.
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#11
From that equation my maxed paralyze should be hitting 118k on normal monster and 177k on poison weak.

I only have a poison and fire wand and clean equips, so i think that's pretty nifty.
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#12
Amp was changed to 1.6x? I thought it's 1.5x.
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#13
^It's allegedly 1.6x if Amp is somehow boosted to level 25.

I wouldn't use the level 25 skills, should stick with the normal max value of 20 which is more applicable to most, maybe +2 if you want to add Combat Orders. CL casts at 87 CPM rounded (60000/690Ms), and has been boosted to 740% since patch 1.2.327.
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#14
Beg Wrote:^It's allegedly 1.6x if Amp is somehow boosted to level 25.

I wouldn't use the level 25 skills, should stick with the normal max value of 20 which is more applicable to most, maybe +2 if you want to add Combat Orders. CL casts at 87 CPM rounded (60000/690Ms), and has been boosted to 740% since patch 1.2.327.

Oh, I didn't notice that, so it's 1.5. That's still 1.5*1.25*1.3=2.44, so:

4840 max

4840*.7=3388 min

(4840+3388)/2=4114 average

my current CL is level 17, 665% damage

4114*6.65*87/60*2.44=96,793 DPS (erm, there might be a mistake somewhere in here but if not daaaayuuuum)

forgetting about defense, I do about 10k-15k per CL on neutrals, so 12.5k average

12500*87/60=18,125 DPS so.... yeah. I'd say that's an increase.
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