A thin circular disc rotates in a horizontal plane about a fixed central axis with a constant angular speed \(\omega\). Point \(X\) is located at a radial distance \(r\) from the axis of rotation, where its tangential speed is \(v_X\) and the magnitude of its centripetal acceleration is \(a_{c,X}\). Point \(Y\) is located on the disc at a radial distance \(2r\) from the axis of rotation.

Which row in the table correctly compares the tangential speed \(v_Y\) and centripetal acceleration \(a_{c,Y}\) of Point \(Y\) to those of Point \(X\)?