  Symbolic codes for rotational orbits and "islands-around-islands" are
constructed for the quadratic, area-preserving Henon map. The codes are based
upon continuation from an anti-integrable limit, or alternatively from the
horseshoe. Given any sequence of rotation numbers we obtain symbolic sequences
for the corresponding elliptic and hyperbolic rotational orbits. These are
shown to be consistent with numerical evidence. The resulting symbolic
partition of the phase space consists of wedges constructed from images of the
symmetry lines of the map.
