is NOT a perfect square number, you should find two positive integers
Given three positive integers A,B,n_{} A,B,n , where n_{} n is NOT a perfect square number, you should find two positive integers C,D_{} C,D satisfying (BC - AD)(C - Dsqrt{n}) < 0 (BC−AD)(C−D n )<0. You can assume that solution always exists, and you should print any one of them.
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