Find integers a and b that do not have a greatest common divisor. Prove that the pair you found are the only pair of integers that do not have a gcd.
1. Let a and b be positive integers. Find the sum of all the common divisors of a and b. 36.6. Prove that if a and b have a greatest common divisor, it is unique (i.e., they cannot have two greatest common divisor)
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