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{"ops":[{"insert":"Problem Statement \nYou are to write a Linux elf64 assembly language program that performs the following tasks: \n1. Prompts the user to enter a positive integer number (of value no more than 264-1.) \n2. Prompts the user to enter a second positive integer number (of value no more than 264-1.) \n3. Prints out the integer that is the greatest common divisor of the two entered numbers. \n\nFor those that don\u2019t know, there is a famous algorithm (that is at least 2000 years old) for calculating this value. The greatest common divisor (GCD) algorithm goes as follows:\nGCD (a, b):"},{"attributes":{"code-block":true},"insert":"\n"},{"insert":" if (b==0) "},{"attributes":{"code-block":true},"insert":"\n"},{"insert":"answer = a "},{"attributes":{"code-block":true},"insert":"\n"},{"insert":"else if (a<a) "},{"attributes":{"code-block":true},"insert":"\n"},{"insert":"answer = GCD (b, a )"},{"attributes":{"code-block":true},"insert":"\n"},{"insert":"else \/\/ (b>=a)"},{"attributes":{"code-block":true},"insert":"\n"},{"insert":"answer = GCD (b, a % b)"},{"attributes":{"code-block":true},"insert":"\n"},{"insert":"\n"}]}

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