The point \(A\) has coordinates \((1,4)\) and the point \(B\) has coordinates \((5,6)\). The perpendicular bisector of \(AB\) intersects the \(x\)-axis at the point \(C\) and the \(y\)-axis at the point \(D\). Given that \(O\) is the origin, find the area of triangle \(OCD\).[5]
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