Time period of conical pendulum!

A small object of mass \(m\) is tied to string of length \(l\) and is whirled round in a horizontal circle of radius \(r\) at a constant speed. The centre of the circle is vertically below the point of support. What is the time period of the rotations in terms of \(g\), \(r\) and \(\theta\) (where \(\theta\) is the angle made by the string with the vertical)?

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