This paper proposes to go beyond the Einstein General Relativity theory. \\ The intrinsic writing of the General Relativity theory in a suitable frame allows us to naturally introduce Clifford in a generalization that contains the Dirac theory. \\ The intrinsic writing of the General Relativity theory can be done with a the use of a sub-module $V$ of functions from a abelian group $G$ to itself. In a second time, the group $G$ is replaced by a unitary ring that permits to add new properties as the Leibniz rule. At last, in the particular case when $V$ is a free sub-module, it becomes possible to write everything with coordinates and let appear the well-known writing of the classical General Relativity and the Dirac equation.