Let and be positive integers such that
Find the minimum possible value of .
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Solve diophantine equation 197x-43y>0, 17y-77x>0, using wolfram alpha. You get (x/y) as (7/32), (9/41), (11/50), (13/59), (15/68), (19/87) and (31/142) as possible answers. Choosing lowest as (7/32) gives 32 as the answer.