  We establish a relationship between the sheaf-theoretic SL(2,C) Floer
cohomology HP(Y), as defined by Abouzaid and Manolescu, for Y a surgery on a
small knot in S^3, and the SL(2,C) Casson invariant, as defined by Curtis. We
determine a similar formula involving the framed sheaf-theoretic SL(2,C) Floer
cohomology, HP_#(Y). We use these relationships to compute HP and HP_# for most
surgeries on two-bridge knots. We also compute HP for surgeries on two
non-small knots, the granny and square knots.
