01-20-2016, 05:55 PM
Perhaps an HP equation is in order! With P being Hp and D being def, we can do a couple of things for an equation.
A) P = (BaseDef * Lvl(20))/3, where P is the total HP, BaseDef is their real stats in the Omnicerse, and Lvl is set to 50. This limits the total hp to about 667 at a base def stat of 20, whereas a base def stat of 3 gives them 100 HP. This is better for Pokemon-esque battles.
B) P = (1/2Def * Level(20))/3, which is the same equation but modified to used the Mock RPG's stats instead. This makes the overall HP a bit higher and more FF-esque. I added the 1/2 to multiply to Def because otherwise, the HP would jump up waaaay too high between increments.
If these aren't good enough, I could continue to think up some more.
A) P = (BaseDef * Lvl(20))/3, where P is the total HP, BaseDef is their real stats in the Omnicerse, and Lvl is set to 50. This limits the total hp to about 667 at a base def stat of 20, whereas a base def stat of 3 gives them 100 HP. This is better for Pokemon-esque battles.
B) P = (1/2Def * Level(20))/3, which is the same equation but modified to used the Mock RPG's stats instead. This makes the overall HP a bit higher and more FF-esque. I added the 1/2 to multiply to Def because otherwise, the HP would jump up waaaay too high between increments.
If these aren't good enough, I could continue to think up some more.
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