A complex load (in \(\Omega\)) is represented as \(\Gamma_L=0.5\angle30^{\circ}\) on the Smith chart. A co-axial cable with a characteristic impedance of \(50\ \Omega\) is connected to the load. The new input impedance of the load now moves to a diametrically opposite point on the same \(\Gamma\) circle on the Smith chart.
Which option is the nearest input impedance of the cable connected load (in \(\Omega\))?