  In this paper, we study the geodesic motion in the spacetime of a
SU(2)-colored (A)dS black hole in conformal gravity, and also we investigate
spacetime features, such as light spheres and horizons. Moreover, we derive the
analytical solutions for the equation of motion of test particles and light
rays using Weierstrass elliptic and Kleinian sigma functions. Depending on the
particle energy levels and angular momentums, we classify the solutions of the
geodesic equations. Furthermore, several examples of possible types of orbits
illustrate the results
