  We show that N=1 supersymmetric Liouville theory can be continued to central
charge c=3/2, and that the limiting non-rational superconformal field theory
can also be obtained as a limit of supersymmetric minimal models. This
generalises a result known for the non-supersymmetric case. We present explicit
expressions for the three-point functions of bulk fields, as well as a set of
superconformal boundary states. The main technical ingredient to take the limit
of minimal models consists in determining analytic expressions for the
structure constants. In the appendix we show in detail how the structure
constants of supersymmetric and Virasoro minimal models can be rewritten in
terms of Barnes' double gamma functions.
