data:image/png;base64,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data:image/png;base64,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After asking for the highest possible number, this code will play if the answer is not a number, and will continue to play untill the player has a valid answer. the number cap is then set and the secret number is chosen.Number_CapSecret_Number_11Everything in this loop is just for asking the user for a guess, and responding accordingly. I have it working for a higher number, lower number, and not a number. Every time the loop runs (everytime a guess is given,) the amount of guesses made goes up by one, making the code at the end work. 1This is the ending code. it tells the user how many guesses they made (with a different outcome depending on how many guesses it took,) and writes "press space to start," effectively reseting the program, and allowing it to be started again.-1700Press space to start300-40bfd61026