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RO-TST 2004 Problem 6

    Let a,ba,b be two positive integers, such that ab≠1ab\neq 1. Find all the integer values that f(a,b)f(a,b) can take, where f(a,b)=a2+ab+b2ab−1.f(a,b) = \frac { a^2+ab+b^2} { ab- 1} .

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