A rigid lever is mounted on a fixed horizontal axle at its left end. Four separate forces, labeled W, X, Y, and Z, can each be applied individually to the lever in the plane of rotation, as summarized in the table.

Force	Magnitude	Distance from axle	Angle relative to lever
W	\(2F\)	\(2d\)	\(90^\circ\)
X	\(3F\)	\(2d\)	\(30^\circ\)
Y	\(F\)	\(3d\)	\(90^\circ\)
Z	\(4F\)	\(d\)	\(30^\circ\)

Which of the following correctly ranks the magnitudes of the torques \(\tau_W\), \(\tau_X\), \(\tau_Y\), and \(\tau_Z\) produced by each force about the axle, from greatest to least?