\(ABCD\) and \(XYZD\) are both parallelograms. The height and base of parallelogram \(ABCD\) are \(3\) and \(6\), respectively. Point \(X\) lies on \(\overline{AB}\) and point \(C\) lies on \(\overline{YZ}\). What is the sum of the areas of triangle \(XYC\) and triangle \(DCZ\)?

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