  We present a new variant of the geometry reconstruction approach for the
formulation of atomistic/continuum coupling methods (a/c methods). For
multi-body nearest-neighbour interactions on the 2D triangular lattice, we show
that patch test consistent a/c methods can be constructed for arbitrary
interface geometries. Moreover, we prove that all methods within this class are
first-order consistent at the atomistic/continuum interface and second-order
consistent in the interior of the continuum region.
