  Semilinear clannish algebras have been recently introduced by the first
author and Crawley-Boevey as a generalization of Crawley-Boevey's clannish
algebras. In the present paper, we associate semilinear clannish algebras to
the (colored) triangulations of a surface with marked points and orbifold
points, and exhibit a Morita equivalence between these algebras and the
Jacobian algebras constructed a few years ago by Geuenich and the second
author.
