"... there is one non-trivial way to extend the spacetime symmetries, and that is to incorporate supersymmetry. ... in any string theory, nature always looks supersymmetric at sufficiently high energy scales. If string theory is telling us something about nature, nature is supersymmetric at some energy scale ..." -- Joseph Conlon
"Introduction to Supersymmetry" by Joseph Conlon, 2010
In terms of Fredkin's Digital Philosophy, a plausible slogan is: "A complete infinity is either a mathematical convenience or a physical mistake." If supersymmetry is an approximate symmetry within Wolfram's automaton then string theorists have false confidence in their contemporary paradigm.
"Space-time is doomed--how can it emerge from more primitive building blocks? And how is our macroscopic universe compatible with violent microscopic quantum fluctuations that seem to make its existence wildly implausible?" -- Nima Arkani-Hamed
Start with Kepler's laws and follow Newton's reasoning with the removal of the assumption that gravitational energy is conserved.
The result is not F = G * m1 * m2 / r^2
but instead F = ((1 - 2 * D-M-C-C)^-1) * G * m1 * m2 / r^2 , where D-M-C-C = dark-matter-compensation-constant = 0 if gravitational energy is conserved, > 0 if gravitational energy is unexpectedly large, and < 0 if gravitational energy in unexpectedly small. In the standard form of Einstein's field equations replace the -1/2 by -1/2 + dark-matter-compensation-constant to get the alleged Fernández-Rañada-Milgrom effect, where the constant is approximated sqrt((60±10)/4) * 10^-5.
IF WOLFRAM'S COSMOLOGICAL AUTOMATON REALLY EXISTS, THEN IS IT PLAUSIBLE THAT ITS TIMING MECHANISM INVOLVES A TRANSFER OF GRAVITATIONAL ENERGY FROM THE BOUNDARY OF THE MULTIVERSE TO THE INTERIOR OF THE MULTIVERSE?