  We discuss kinematical features of conformal Carroll field theories in three
dimensions (3d). Conformal extension of Carroll algebra is infinite dimensional
even in 3d unlike its relativistic counterpart, and hence 3d Carroll CFTs share
similarities with 2d CFT. We provide a construction for the conserved charges
for Carrollian CFTs and an expression for stress tensor OPEs consistent with
the algebra of charges. We discuss a free field model where these symmetries
are realised and explicitly compute the OPEs verifying our construction. In
addition we comment on the possibility of extending the conformal symmetries to
diffeomorphisms of spatial slice for these Carrollian theories.
