  We study non-Abelian geometric phase in $\mathscr{N} = 2$ supersymmetric
quantum mechanics for a free particle on a circle with two point-like
interactions at antipodal points. We show that non-Abelian Berry's connection
is that of $SU(2)$ magnetic monopole discovered by Moody, Shapere and Wilczek
in the context of adiabatic decoupling limit of diatomic molecule.
