  In this paper will construct and analyse the superloop space formulation of a
$\mathcal{N} =1$ supergauge theory in three dimensions. We will obtain
expressions for the connection and the curvature in this superloop space in
terms of ordinary supergauge fields. This curvature will vanish, unless there
is a monopole in the spacetime. We will also construct a quantity which will
give the monopole charge in this formalism. Finally, we will show how these
results even hold for a deformed superspace.
