data:image/png;base64,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data:image/png;base64,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 the math problem.sets the math equation and receives the answer.4Determines when the code ends. If hits equals 4 or strikes equals 3 the code will stop.3Determines when the code ends. If hits equals 4 or strikes equals 3 the code will stop.263031,2,3,4,5,6,7,8,9,104100