  Expression of the nucleon-nucleon Interaction to order $1/N_C$ in terms of
Fermi Invariants allows a dynamical interpretation of the interaction and leads
to a consistent construction of the associated interaction currents to order
$1/N_C$. The numerically significant components of 4 different modern realistic
phenomenological interaction models are shown to admit very similar meson
exchange interpretations in the large $N_C$ limit. Moreover the ratio of the
volume integrals of the leading, next-to-leading and next-to-next leading order
terms in these interaction models is roughly 300:5-10:0.1, which corresponds
fairly well to the ratios of $1/N_C^2$ between the terms that would be
suggested by the $1/N_C$ expansion if $N_C=3$. The $N_C$ dependence of the
electromagnetic and axial interaction currents that are associated with these
interaction components is derived and compared to that of the corresponding
single nucleon currents.
