Measure of an Interior Angle

Geometry Level 3

Triangle \(ABC\) has \(AC=BC\), \( \angle ACB = 96^\circ \). \(D\) is a point in \(ABC\) such that \( \angle DAB = 18^\circ\) and \(\angle DBA = 30^\circ \). What is the measure (in degrees) of \( \angle ACD \)?

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