  A new set of fundamental commutation relations for quantum gravity is
presented. The basic variables are the eight components of the unimodular part
of the spatial dreibein and eight SU(3) generators which correspond to
Klauder's momentric variables. The commutation relations are not canonical, but
they have well defined group theoretical meanings. All fundamental entities are
dimensionless; and quantum wave functionals are preferentially selected to be
in the dreibein representation.
