Two pucks slide on a frictionless horizontal air table and undergo a completely inelastic collision, sticking together. Puck \(A\) has mass \(m_A = 1.0 \text{ kg}\) and initial speed \(v_0 = 5.0 \text{ m/s}\) directed at an angle \(\theta_A\) above the \(+x\)-axis, where \(\cos\theta_A = 0.60\) and \(\sin\theta_A = 0.80\). Puck \(B\) has mass \(m_B = 2.0 \text{ kg}\) and initial speed \(v_0 = 5.0 \text{ m/s}\) directed at an angle \(\theta_B\) above the \(-x\)-axis, where \(\cos\theta_B = 0.60\) and \(\sin\theta_B = 0.80\). Which of the following vector diagrams best represents the post-collision velocity \(\vec{v}_f\) of the combined pucks?