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In this paper we construct conformally invariant systems of first order andsecond order differential operators associated to a homogeneous line bundle$\Cal{L}_{s} \to G_0/Q_0$ with $Q_0$ a maximal parabolic subgroup ofquasi-Heisenberg type. This generalizes the results by Barchini, Kable, andZierau.To do so we use techniques different from ones used by them.

Special Values for Conformally Invariant Systems Associated to Maximal Parabolics of Quasi-Heisenberg Type