  In this paper, an attempt is made to represent 5+1 dimensional gravity (via
ADM formalism) in terms of the loop constructions introduced by the author in a
companion paper. The "momenta" and "velocity" from the earlier paper, which
were proven to be cobordant loops in 6 D; are used as the new loop variables.
In the process, the Hamiltonian, Diffeomorphism and Gauss constraints are
written in polynomials of these loop variables. Other constraints such as the
"Q" constraint and simplicity constraints arise due to greater degrees of
freedom. We then undergo the Master Constraint treatment to resolve the
constraints. Then, a pre-quantum version of the theory is examined; and the
properties of the Grassmannian of the Hilbert Space are explored.
