A circle cuts the rectangular hyperbola \( x y=1 \) in points \( \left(x_{r}, y_{r}\right), r=1,...
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A circle cuts the rectangular hyperbola \( x y=1 \) in points \( \left(x_{r}, y_{r}\right), r=1,2,3,4 \) then prove that \( x_{1} x_{2} x_{3} x_{4}=y_{1} y_{2} y_{3} y_{4}=1 \).
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