A conical pendulum consists of a small bob of mass \(m\) attached to a light string of length \(L\). The bob moves at a constant speed \(v\) in a horizontal circle of radius \(R\). Point \(S\) is the fixed suspension point of the string, and point \(C\) is the center of the circular orbit located a vertical distance \(h\) directly below \(S\).

Which of the following correctly describes the angular momentum vector of the bob evaluated about point \(S\) (\(\vec{L}_S\)) and evaluated about point \(C\) (\(\vec{L}_C\)) as the bob orbits?