Four identical projectiles, P, Q, R, and S, are launched simultaneously from the edge of a vertical cliff of height H above a flat horizontal plain with negligible air resistance.

Projectile	Horizontal velocity component (\(v_x\))	Vertical velocity component (\(v_y\))
P	\(2v_0\)	\(+v_0\)
Q	\(v_0\)	\(+2v_0\)
R	\(2v_0\)	\(-v_0\)
S	\(v_0\)	\(0\)

The table lists the initial velocity components for each projectile, where the \(+x\)-direction is directed horizontally away from the cliff face and the \(+y\)-direction is directed vertically upward. Which of the following correctly ranks the times of flight, \(\Delta t\), of the projectiles from launch until they strike the plain?