the game of luck is here just to test your luck on getting 3 of a kind numbers from 0 - 10. if you get all 3 number the same, it will increase your score by 100000, if you get two of a kind, it will increase by 1. everytime you try again, the counter will increase by 1. this program will tell you how many time you get 2 of a kind, 3 of a kind, and no wins. it will also give you percentages for all. hitting the a key will make the game run by itself by playing rapid fire games but the program goes a little too fast for the game to count all the points and other stats correctlydata:image/png;base64,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data:image/png;base64,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 of 2 of a kind100percentage of 3 of a kind100percentage of no wins100percentage of 2 of a kind100percentage of 3 of a kind100percentage of no wins100

479103173801212251121238354074