  Set of analytic solutions of the geodesic equation in a spherical conformal
spacetime is presented. Solutions of this geodesics can be expressed in terms
of the Weierstrass {\wp} function and the Kleinian {\sigma} function. Using
conserved energy and angular momentum we can characterize the different orbits.
Also, considering parametric diagrams and effective potentials, we plot some
possible orbits. Moreover, with the help of analytical solutions, we
investigate the light deflection for such an escape orbit.
