  The single-correlator conformal bootstrap is solved numerically for several
values of dimension 4>d>2 using the available SDPB and Extremal Functional
methods. Critical exponents and other conformal data of low-lying states are
obtained over the entire range of dimensions with up to four-decimal precision
and then compared with several existing results. The conformal dimensions of
leading-twist fields are also determined up to high spin, and their
d-dependence shows how the conformal states rearrange themselves around d=2.2
for matching the Virasoro conformal blocks in the d=2 limit. The decoupling of
states at the Ising point is studied for 3>d>2 and the vanishing of one
structure constant at d=3 is found to persist till d=2 where it corresponds to
a Virasoro null-vector condition.
