  An intersection of Noncommutative Geometry and Loop Quantum Gravity is
proposed. Alain Connes' Noncommutative Geometry provides a framework in which
the Standard Model of particle physics coupled to general relativity is
formulated as a unified, gravitational theory. However, to this day no
quantization procedure compatible with this framework is known. In this paper
we consider the noncommutative algebra of holonomy loops on a functional space
of certain spin-connections. The construction of a spectral triple is outlined
and ideas on interpretation and classical limit are presented.
