The Difference Between Einstein's General Theory of Relativity and the "Snow Globe Theory"

In the "snow globe theory", masses change the relative scales of space. Thus, space seen from a distant point of view can be mathematically assigned an internal curvature. Physically, space only changes scales viewed from a distance.* Total ether freedom applies. Points have no properties other than the fundamental constants, and local scales are the same. Locally, therefore, the speed of light always and everywhere has the known numerical value. Let T=M·G/c², R = radius. The "snow globe potential" 1/(1+T/R)², or the change in the relative speed of light from the point where the potential energy is set to zero, differs only slightly from the Schwarzschild potential 1–2T/R for ordinary stars. However, there is no singularity at the event horizon.
In Einstein's theory, spacetime curves under the influence of masses. It is the first usable theory of gravity with relative space and time. Einstein's theory, together with the Schwarzschild solution, is an approximation in the snow globe theory for the maximum length scale. For this reason, the evidence for Einstein's general relativity in the solar system also applies to the snow globe theory.
Black hole in comparison

*Space curvature

Ludwig Resch