Overlapping triangles (ID: 13)
Problem status: not solved
Segment \(PQ\) has length \(65\). Let \(A\) and \(B\) be points on the same side of line \(PQ\), and let \(E\) be the intersection of \(AQ\) and \(BP\). Given \(AP = 39\), \(AQ = 52\), \(BP = 60\), \(BQ = 25\), find the area of quadrilateral \(PABQ\).
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