  We consider BPS Wilson loops in planar ABJM theory, wound multiple times
around the great circle. We compute the expectation value of the 1/6-BPS and
1/2-BPS Wilson loops to three- and two-loop order in perturbation theory,
respectively, dealing with the combinatorics of multiple winding via recursive
relations. For the 1/6-BPS Wilson loop we perform the computation at generic
framing and at framing 1 we find agreement with the localization result. For
the 1/2-BPS Wilson loop we compute the expectation value at trivial framing and
by comparison with the matrix model expression we extract the framing
dependence of the fermion diagrams.
