  We study semiclassical string solutions that live on white regions of the LLM
plane for a generic LLM geometry. These string excitations are labelled by
conserved charges E, J and S and are thus holographically dual to operators in
the SL(2) sector of N = 4 super-Yang Mills made up of covariant derivatives
acting on complex scalar fields Z. On the other hand, the LLM geometry itself
is dual to an operator consisting of O(N^2) Z-fields so that the operators dual
to our solutions, containing both the stringy excitation and background, are
non-planar. In an appropriate short string limit we argue that the string
solution we find should be dual to a localised SL(2) excitation in the gauge
theory language. This allows us to perform a non-trivial check of the recent
proposal that the dynamics of localised excitations should be identical, up to
a rescaling of the 't Hooft coupling, to the dynamics of those same excitations
in the AdS5xS5 background
