Cardnyl
03-31-2021, 04:56 PM
I'm trying to update my sweaty neckbeard worksheet. Over the years I picked up 2 different sets of equations to use to calculate 2H damage bonus. I have 2 different sets that yield slightly different numbers:
IF weaponspeed < 28
(level - 28)/3 + 1
If weaponspeed > 28 and < 39
(level-25)/2
if weaponspeed > 39 and < 42
(level-25)/2 + 1
if weaponspeed > 43 and < 45
(level-25)/2 + 3
if weaponspeed > 45
(level-25)/2 + (weaponspeed - 31)/3
(FAST) IF WeaponDelay <= 27
1.) DamangeBonus = One Handed DamageBonus + 1
* Damage Bonuses are always rounded down (ie, 7.65 = 7).
(MEDIUM) IF WeaponDelay >= 28 AND <= 39
1.) DamageBonus = One Handed DamageBonus + (Level - 27) / 4
(SLOW) IF WeaponDelay >= 40 AND <= 42
1.) DamageBonus = One Handed DamageBonus + ((Level - 27) / 4) + 1
(VERY SLOW) IF WeaponDelay > 42
1.) DamageBonus = One Handed DamageBonus + ((Level - 27) / 4) + (WeaponDelay - 34) / 3
Can't find my source for the first set of formulas.
Reference for the second set of formulas is here:
https://www.project1999.com/forums/showthread.php?t=79696
My question is whether or not the current formulas are the first set, the second set, or none of the above.
Thanks
IF weaponspeed < 28
(level - 28)/3 + 1
If weaponspeed > 28 and < 39
(level-25)/2
if weaponspeed > 39 and < 42
(level-25)/2 + 1
if weaponspeed > 43 and < 45
(level-25)/2 + 3
if weaponspeed > 45
(level-25)/2 + (weaponspeed - 31)/3
(FAST) IF WeaponDelay <= 27
1.) DamangeBonus = One Handed DamageBonus + 1
* Damage Bonuses are always rounded down (ie, 7.65 = 7).
(MEDIUM) IF WeaponDelay >= 28 AND <= 39
1.) DamageBonus = One Handed DamageBonus + (Level - 27) / 4
(SLOW) IF WeaponDelay >= 40 AND <= 42
1.) DamageBonus = One Handed DamageBonus + ((Level - 27) / 4) + 1
(VERY SLOW) IF WeaponDelay > 42
1.) DamageBonus = One Handed DamageBonus + ((Level - 27) / 4) + (WeaponDelay - 34) / 3
Can't find my source for the first set of formulas.
Reference for the second set of formulas is here:
https://www.project1999.com/forums/showthread.php?t=79696
My question is whether or not the current formulas are the first set, the second set, or none of the above.
Thanks