  \'Etale Nori finite vector bundles are those bundles defined by
representations of a finite \'etale group scheme in the usual way. In this note
we show that in many cases the dimensions of the Hodge cohomology groups of
such a vector bundle and of a twist of it by an automorphism of the ground
field are the same. This generalizes to the higher rank case a result of
Pink-Roessler.
