I have a quick question. I'm terrible at math so when I read the other posts on this it made no sense to me. I'm creating a trading card game, and I need to know how many possible UNIQUE cards my card generator can produce.
- Each card MUST have a random percent bonus from 1 to 100.
- It's possible to have a percent bonus but no color bonus.
- Each card can have either no color bonus or up to four color bonuses.
- Whenever there is a color bonus there Must be a sub-type with it
- There are four color types. (red, blue, green, purple), 4 in total.
- Each color has 20 sub types. (drain, dodge, frost, Revive...), 20 in total.
The color types and sub-types are chosen at random
Example: 1% bonus [none(none), none(none), none(none), none(none)] 1% bonus [red(drain), none(none), none(none), none(none)] 1% bonus [red(dodge), none(none), none(none), none(none)] 1% bonus [red(frost), none(none), none(none), none(none)] ... 100% bonus [red(revive), blue(revive), green(revive), purple(revive)]
Thanks