  The HD\,196885 system is composed of a binary star and a planet orbiting the
primary. The orbit of the binary is fully constrained by astrometry, but for
the planet the inclination with respect to the plane of the sky and the
longitude of the node are unknown. Here we perform a full analysis of the
HD\,196885 system by exploring the two free parameters of the planet and
choosing different sets of angular variables. We find that the most likely
configurations for the planet is either nearly coplanar orbits (prograde and
retrograde), or highly inclined orbits near the Lidov-Kozai equilibrium points,
i = 44^{\circ} or i = 137^{\circ} . Among coplanar orbits, the retrograde ones
appear to be less chaotic, while for the orbits near the Lidov-Kozai
equilibria, those around \omega= 270^{\circ} are more reliable, where \omega_k
is the argument of pericenter of the planet's orbit with respect to the
binary's orbit.
  From the observer's point of view (plane of the sky) stable areas are
restricted to (I1, \Omega_1) \sim (65^{\circ}, 80^{\circ}),
(65^{\circ},260^{\circ}), (115^{\circ},80^{\circ}), and
(115^{\circ},260^{\circ}), where I1 is the inclination of the planet and
\Omega_1 is the longitude of ascending node.
