  We describe a procedure for finding Kaluza-Klein monopole solutions in
deconstructed four and five dimensional supersymmetric gauge theories. In the
deconstruction of a four dimensional theory, the KK monopoles are finite-action
solutions of the Euclidean equations of motion of the finite lattice spacing
theory. The "lattice" KK monopoles can be viewed as constituents of
continuum-limit four dimensional instantons. In the five dimensional case, the
KK monopoles are static finite-energy stringlike configurations, wrapped and
twisted around the compact direction, and can similarly be interpreted as
constituents of five dimensional finite-energy gauge solitons. We discuss the
quantum numbers and zero modes of the towers of deconstructed KK monopoles and
their significance for understanding anomalies and nonperturbative effects in
deconstruction.
