  We show that the quantum covering group associated to osp(1|2n) has an
associated colored quantum knot invariant \`a la Reshetikhin-Turaev, which
specializes to a quantum knot invariant for osp(1|2n), and to the usual quantum
knot invariant for so(1+2n). We then show that these knot invariants are the
same, up to a change of variables and a constant factor depending on the knot
and weight.
