Write a function to compute the greatest common divisor given by Euclid's algorithm, exemplified for J = 1980, K = 1617 as follows: 1980/1617=1 - 1980 1* 1617 = 363 1617-4*363 = 165 1617/3634 363 / 165 = 2 3632* 165 = 33 5/33=5 165-5330 Thus, the greatest common divisor is 33.

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