In advancing upon the Temporal Mechanics zero-dimensional number theory, here is presented the description of the zero-dimensional number theory as scaled with the charge of the electron and the speed of light. The two key equations for timespace as the Fibonacci equation for time and Euler’s equation for space are then given physical relevance by this scaling process. In bringing these equations together for 1d, 2d, and 3d timespace, scaled equations for timespace become apparent for physical phenomena, notably the equations for EM, mass, and gravity. The entire process here is one of adjoining the Fibonacci equation with Euler’s equation for time and space respectively and saturating that number relationship from a scale of 0 to infinity, giving rise to the equations of physical phenomena. By this process, the zero-dimensional number theory is relatable as a zero-dimensional physical theory as a model of physical events, making number-theory based predictions that agree with empirical observations.