olymmath

KöMaL 2012 B4436

    Let xx, yy, zz denote positive integers, such that 6841x−19973+9973y−16841=z\frac{6841x-1}{9973}+\frac{9973y-1}{6841}=z . Prove that x9973+y6841>1\frac{x}{9973}+\frac{y}{6841}>1.

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