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Transcribed Image Text:The Euclidean algorithm for computing the GCD of two integers is as
follows:
1. If a = 0, then gcd(a,b) = b.
2. If b = 0, then gcd(a,b) =
= a.
3. Let r be the remainder of a divided by b. Then gcd(a,b) = gcd(b,r).
This process is repeated until the remainder r is equal to zero. The last
nonzero remainder is the GCD of the two integers.
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