We present an algebraic framework demonstrating that the spacetime manifold is an emergent structure from the field module rather than a pre-existing background. By employing a Clifford-valued gauge construction, we show that Minkowski spacetime is rigorously identified through the algebraic consistency of the field module network. In this framework, the spin connection is integrated as a dynamical messenger field on the same footing as the standard gauge bosons. Furthermore, this construction naturally leads to a Yang-Mills type gravity sector, which is known to be 1-loop renormalizable and asymptotically free, thereby providing a consistent UV completion. This framework offers a structural resolution to the cosmological constant problem by ensuring that vacuum energy does not contribute to the field equations, providing a consistent foundation for integrating quantum gravity with the Standard Model without an a priori manifold.