As already mentioned, one of the keys is the type of the game, specifically, the number of wheels and Sybolen. The more of them the game has, the lower your chances.
Let’s take an example to illustrate us at the:
Consider a game with 3 wheels and 20 symbols on each wheel The goal is three Liberty Bells (can also be something else) to get on the payline. We assume that each symbol occurs only once on each wheel (which is usually the case), then we will charge us the probability of the event 3 times to get the same:
Step 1: You multiply the number of symbols each wheel to the absolute number of ways to get. Here, it is 20 x 20 x 20 = 8000
Step 2: The number above means that from 8000 is a combination of the Liberty Bell. To express this as a percentage, you must do the following: (1/8000) x 100 = 0125. This means to make this combination has a 0.125% probability
Now do the same for 5 wheel slots with 20 symbols
Step 1: 20 x 20 x 20 x 20 x 20 = 3,200,000. A 3,200,000 from this combo is the 5x Liberty Bell.
Step 2: (1 / 3,200,000) x 100 = 0.00003125, the probability of this is so combo 0.00003125%.
But before you think that you have this mini chances, we should uncover an essential aspect. This Wahrscheinlichkeitenb apply only to combinations of the same symbols. There are still many other combinations that you can meet and have a much better rate.