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IN PYTHON Code The greatest common divisor (GCD) of two values can be computed using Euclids algorithm. Starting with the values of n and m

IN PYTHON Code

The greatest common divisor (GCD) of two values can be computed using Euclids algorithm. Starting with the values of n and m where n > m, we repeatedly apply the formula: n, m=m, n%m (i.e., n is replaced by m, and m is replaced by n%m) until m is 0. At that point, n is the GCD of the original n and m. Your program should prompt the user for two positive whole numbers (i.e., 1, 2, 3, ). If the user enters a zero or negative number, your program should display an error message and keep prompting until a valid number is entered. After computing a GCD, your program should ask the user if he or she would like to do another computation or not. If the user enters Yes or Y (case insensitive), it should do another computation; and if the user enters No or N (case insensitive), it should terminate execution.

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