  We obtained the $C^{\a}$ continuity for weak solutions of a class of
ultraparabolic equations with measurable coefficients of the form ${\ptl_t u}=
\sum_{i,j=1}^{m_0}X_i(a_{ij}(x,t)X_j u)+X_0 u$. The result is proved by
simplifying and generalizing our earlier arguments for the $C^{\a}$ regularity
of homogeneous ultraparabolic equations.
