![]() ![]() ![]() 5 might be a 7, 4 might be a cherry, 3 might be watermelons etc.įirst we determine the winning combinations for each spin: For the sake of the exercise, lets use the following values to represent the different symbols: 1, 2, 3, 4, 5. In our example I will use a simple 3 reel slot and 5 total symbols to explain the math behind slots. The more lines you choose, the higher chances of winning. The percentage will vary depending on the number of lines staked on. An average slot machine will return back between 87% - 94% over a given amount of time. Symbols having a high value will appear less frequently to avoid overpaying. In this article, we shall delve into the math rules of a basic slot machine and feed the data presented into a python script to simulate a 1 line 3 reel slot machine.Ī slot machine is a collection of symbols that spin on a weighted frequency on a given set of reels. Each symbol is given a value which is used to determine the payout when a winning combination is matched. ![]()
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