A cricket ball thrown towards Saturn's rings at speeds of 177 km/h or 344 km/h will not achieve orbit and will ultimately fall into Saturn due to its massive gravitational pull. The rings orbit the planet at extremely high velocities, making it impossible for the ball to maintain a stable trajectory. Newton's gravitational law and centripetal force illustrate that a much higher speed is required for orbiting Saturn. Any attempt to throw the ball will result in it either crashing into the planet or following a hyperbolic path into space. The discussion humorously touches on the idea of cricket in space, but the physics clearly indicate the ball cannot successfully navigate Saturn's gravitational field.