Create 2 variables , name the first one mana The second manamax Make a condition that mana does not become more manamax To display in the graphical interface, you will have to create as many procedures as you will have elements. And use a similar procedure. In my procedure, I have an element showing if it becomes a percentage of mana. In your procedure, you can just write the values
The difficulty is to show the variable on the screen, search in the forum
Create 2 variables , name the first one mana The second manamax Make a condition that mana does not become more manamax To display in the graphical interface, you will have to create as many procedures as you will have elements. And use a similar procedure. In my procedure, I have an element showing if it becomes a percentage of mana. In your procedure, you can just write the 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