  We show that certain billiard flows on planar billiard tables with horns can
be modeled as suspension flows over Young towers with exponential tails.
Because the height function of the suspension flow itself is polynomial when
the horns are Torricelli-like trumpets, one can derive Limit Laws for the
billiard flow, including Stable Limits if the parameter of the Torricelli
trumpet is chosen in $(1,2)$.
