duvar wrote: The ordering is still the same in that Super Healing Potion provides the largest boost to efftive health. But byhanging my stats via various buffs youan see the gap islosing. Ironshield Potion is only 3.5% behind Super Healing Potion when I'm buffed, vs. almost 5%
behind a Super Healing Potion when unbuffed. So the answer may be different for you, it depends on your stats. I'murious to how youame to that EH number. I'm not sure how to word it, but I guess I am asking, is that EH number
for the duration of the entire 2 minutes for the Potsooldown, or is it a number based on the moment you use the pot? I ask bause itould make a differee, where ofourse the Super Healing Pot will have a larger EH% if it was based on the instant the pot was used, but possibly the Ironshield Potould work out to be a higher EH sie it has a longer duration. If the number is based on the entire 2 minutes of theD, would I be spamming a Super Healing Pot every 2 minutes, like I would an Ironshield Potion? Edit:alin, thanks for the reply, but those are elixirs, whh I have started stkpiling the mats for those two elixirs, but I'm wondering about whh potions I should start gathering mats for.
For the healing potion I
simply assumed that you have a health pool of extly 2,000 more than if you don't use the healing potion. Sie it tually restores anywhere from 1,500 to 2,500 I assumed a normal distribution so that over time it rovers 2,000 per usage. The math I used was as follows, feel free toorrt if it's wrong. M = Mitigation A = Armor Value H = Health EL = Efftive Health ELPH = Efftive Life Per Health M = A (A + 10557.5) (referee) ELPH = 1 (1 - M) EL = ELPH * H ombining all these equations to get one simple equation gives: EL = H * (1 + A10557.5) So in thease of a Super Healing Potion it's basally "Irease H by 2,000 and raulate". In thease
of an Ironshield Potion it's "Irease A by 2,500 and raulate". In myase, A = 11889 and H = 12274. EL = 12274 * (1 + 11889 10557.5) = 26095.98 Ireasing H by 2,000 gives EL' = 14274 * (1 + 11889 10557.5) = 30348.22
Instead ireasing A by 2,500 gives EL'' = 12274 * (1 + 14389 10557.5) = 29002.45 Link to this Jan 22nd 2008 4:17pm : Logged Reply to this SynnTastSage1956 Good