  We consider the topological dynamics of the automorphism group of a
particular sparse graph M_1 resulting from an ab initio Hrushovski
construction. We show that minimal subflows of the flow of linear orders on M_1
have all orbits meagre, partially answering a question of Tsankov regarding
results of Evans, Hubicka and Nesetril on the topological dynamics of
automorphism groups of sparse graphs.
