<image> As shown in the figure, the radii of circles \(⊙O_{1}\) and \(⊙O_{2}\) are 1 and 3 respectively. Connect \(O_{1}O_{2}\), intersecting \(⊙O_{2}\) at point \(P\). If \(O_{1}O_{2} = 8\), and \(⊙O_{1}\) is rotated 360° clockwise around point \(P\), how many times do \(⊙O_{1}\) and \(⊙O_{2}\) touch each other?