Stat Formulas - Read Post #1 First!

Wyrix how to fill stat im7% i11/12 in md with pot 42?
ty

 

Minimum Potential: 42
Step 1: add int+4% (2pot left)
Step 2: add int+1, hpRec-7%, def-7%, dodge-7 (147pot left)
Step 3: add int+, int+7%, matk+7%
*int+9=-21=97%
*int+10=-27=87%
*int+11=-33=78%
*int+12=-39=68%

 

Can make 100% cd7c121212 arm if pot 39 sir?

 

Reminder: Read Post #1.
Common formulas can be found thereafter.

Minimum Potential: 34
Step 1: add cdmg+1% (24pot left)
Step 2: add cdmg+1, modify 6 times, each time adding +1, to end with cdmg+7 (3pot left)
Step 3: add crit+1 (2pot left)
Step 4: add crit+1% (1pot left)
Step 5: add matk-7% (76pot left)
Step 5: modify crit 11 times, each time adding +1, to end with crit+12 (65pot left)
Step 6: modify crit% 11 times, each time adding +1, to end with crit+12% (54pot left)
Step 7: add acc-7, cdmg+7%, cdmg+12 (-6=100%)

 

Arm: POT55 for STR7% CDMG12 CR12% CR12(formula please)

 

Its a SS of the 3rd post on the 1st page on this very thread. All common formula are there, if your pot is higher than the given minimum pot you dont need to change the method.

 

yes i saw this, but im prefering to pot55 i assumed it have less modifying. BTW tyvm

 

How much pot do i need to get this stat.
Armor Dex4% Cdmge7% Cdmge12 Crit12?
TIA!

 

Im7 cspd 11/12 for staff pls

 

Hello. I would like to ask about
str+7%, cdmg+7%, cdmg+12, crit+X
This is for arm pot 56. Thank you

 

It's a gambled stat. Highest pot possible.

Minimum Potential: 56
Step 1: add cdmg+4% (16pot left)
Step 2: add cdmg+1, modify 4 times, each time adding +1, to end with cdmg+5 (1pot left)
Step 3: add crit+1, matk-7%, acc-7 (121pot left)
Step 4: modify crit 11 times, each time adding +1, to end with crit+12 (110pot left)
Step 5: add dex+4%, cdmg+7%, cdmg+12 (-21=86%)

Minimum Potential: 55
Step 1: add cdmg+12 (19pot left)
Step 2: add crit+1% (18pot left)
Step 3: add crit+1 (17pot left)
Step 4: add m-atk-5%, m.pierce-3% (125pot left)
Step 5: modify crit 11 times, each time adding +1, to end with crit+12 (114pot left)
Step 6: modify crit% 11 times, each time adding +1, to end with crit+12% (103pot left)
Step 7: add stat+7% (-12=100%)

Minimum Potential: 9
Step 1: add hpRec-7%, def-7%, dodge-7 (135pot left)
Step 2: add int+7%, matk+7%, cspd+12% (-17=100%)

crit+ costs 1pot per +1, so there'll hardly be a difference in success rate.
I'll list a few so you'll see what I mean.

Minimum Potential: 56
Step 1: add cdmg+1% (46pot left)
Step 2: add cdmg+1 (43pot left)
Step 3: add crit+1 (42pot left)
Step 4: add matk-7%, acc-7 (163pot left)
Step 5: add stat+7%, cdmg+7%, cdmg+12, crit+
*crit+12= -89=4%
*crit+10=-86=8%
*crit+5=-79=18%
*crit+1=-73=26%

 

Im sorry sir.. I mean can i we make it 100% success w/o -7 accuracy in pot 39?

 

Reminder: Read Post #1.
Common formulas can be found thereafter.
Formula for the requested stats is listed on post #3.
It clearly says "Minimum Potential: 43" to achieve 100% success.

Minimum Potential: 43
Step 1: add cdmg+1% (33pot left)
Step 2: add cdmg+1, modify 9 times, each time adding +1, to end with cdmg+10 (3pot left)
Step 3: add crit+1 (2pot left)
Step 4: add crit+1% (1pot left)
Step 5: add matk-7% (76pot left)
Step 6: modify crit 11 times, each time adding +1, to end with crit+12 (65pot left)
Step 7: modify crit% 11 times, each time adding +1, to end with crit+12% (54pot left)
Step 8: add m.pierce-3%, cdmg+7%, cdmg+12 (-6=100%)

Minimum Potential: 39
Step 1: add cdmg+1% (29pot left)
Step 2: add cdmg+1, modify 8 times, each time adding +1, to end with cdmg+9 (2pot left)
Step 3: add crit+1 (1pot left)
Step 4: add crit+1%, matk-7% (75pot left)
Step 6: modify crit 11 times, each time adding +1, to end with crit+12 (64pot left)
Step 7: modify crit% 11 times, each time adding +1, to end with crit+12% (53pot left)
Step 8: add m.pierce-3%, cdmg+7%, cdmg+12 (-13=73%)

 

Oooh I understand now. Too bad then. Thanks again for the quick response!

 

Agi7%cd12c1212 for 28pots knuck please

 

Hello please agi7%cd12c1212 knuckle pot 28.. tnx

 

Please agi7%cd12c1212 tyvm

 

Either you hit submit too many times or you need to wait patiently.

 

Ow im sorry...

 

ok .. Tnx sir