  Inspired by the geometry of wrapped Fukaya categories, we introduce the
notion of wrapped microlocal sheaves. We show that traditional microlocal
sheaves are equivalent to functionals on wrapped microlocal sheaves, in analogy
with the expected relation of infinitesimal to wrapped Fukaya categories. As an
application, we calculate wrapped microlocal sheaves on higher-dimensional
pairs of pants, confirming expectations from mirror symmetry.
