AP stats and W/M defence

I came across two screenies on this site, and I found something strange. Here are the screenies to start with:

 Spoiler

He put on a 2 dex, 13 defence hat (At least, I guess the korean signs with +13 behind it means W. def), and his W.def rises with 14 defence and his M.def rises with 1.

Does this mean dex adds to both Weapon defence and Magic defence (for about 0,5 per dex)?

Also:

 Spoiler

That guy has 149 w.def and 124 m.def with no defence equips. Would level and/or job also play a role in this defence thing? I mean, if dex would factor in with 0,5 def each dex, he would have 207*0,5=103,5 def from dex only. Where do the other 45,5 w.def and 21,5 m.def come from? Str and Int? Luk? Job?

If any of you could provide me with more screenies of just 1 equipment as a variable, it would help alot.

Fiel's extraction of PDD formula says:

Y * 0.4 + (X + Z) * 0.5 + W * 1.2

They're all accessed as pointer offsets though so there's no way of telling directly what each letter corresponds to. But it indicates that Y or Z is probably dex.

4* 0.4 (207+4)*0.5 + 35*1.2 = 149.1 WDEF

Only question that remains is - which 4 is which. I'd guess 4 int => 0.4, 4 luk => 0.5, but who knows.

So
a) 0.4*INT + 0.5*DEX + 0.5*LUK + 1.2*STR + DEF
b) 0.4*LUK + 0.5*DEX + 0.5*INT + 1.2*STR + DEF

Aside: W X Y Z is the order they're in, so it's probably STR DEX INT LUK - ie. option (a).

Fiel's extraction of PDD formula says:

X * 0.4 + (Y + Z) * 0.5 + W * 1.2

They're all accessed as pointer offsets though so there's no way of telling directly what each letter corresponds to. But it indicates that Y or Z is probably dex.

4* 0.4 (207+4)*0.5 + 35*1.2 = 149.1 WDEF

Only question that remains is - which 4 is which. I'd guess 4 int => 0.4, 4 luk => 0.5, but who knows.

So
a) 0.4*INT + 0.5*DEX + 0.5*LUK + 1.2*STR + DEF
b) 0.4*LUK + 0.5*DEX + 0.5*INT + 1.2*STR + DEF

Hmm that's interesting. Let's see..:

 Spoiler

He has 2+2+3+10=17 def on equips, so that leaves us with 38 def (unless his equips aren't avarage or scrolled, or that their defence is changed in KMST...)

So
X= INT
Y = DEX
Z = LUK
W = STR is what you think. Filling that in for this char is 61*0,4+(4+4)*0,5+4*1,2=33,2

Now let's change INT and LUK around:

X= LUK
Y = DEX
Z = INT
W = STR. Filling that in for this char is 4*0,4+(4+61)*0,5+4*1,2=38,9.

That means def is
LUK * 0,4 + (DEX+INT)*0,5 + STR *1,2 (rounded down)

Hm that collides with your W X Y Z = STR DEX INT LUK reasoning....

Unless I'm misreading his def he has 50, so 33 without equips, which does go along with the first option.

Unless I'm misreading his def he has 50, so 33 without equips, which does go along with the first option.

Wowdang I can't read T.T

Yea you're right =P