One of the biggest challenges for VERSF is explaining how familiar particles and forces emerge from its underlying substrate. This paper examines what happens when we describe many tiny parts of that substrate together, asking whether their combined behaviour preserves the particle properties we observe. Physicists call this coarse graining. For the particle construction developed in earlier VERSF papers, the calculation preserves essential properties, including handedness: a distinction that matters because the weak force treats left- and right-handed particles differently.
The calculation also shows that the fine details cannot simply be discarded. Although they disappear from the larger-scale description, they leave a calculable contribution to the forces. Using the particle content established in the programme’s earlier work, the paper obtains relative contributions of 6 : 6 : 10 across the three force sectors. Those proportions survive coarse graining when the influence of the removed details is properly retained. This connects the particle and force calculations within one framework.
A further advance concerns how the particles’ contribution to the forces changes with distance. After accounting for the leading effect of finite resolution, the VERSF calculation and a standard comparison calculation give rates of change that agree within approximately 0.7%, despite their resolution corrections acting in opposite directions. That is encouraging evidence that the VERSF construction approaches the expected large-scale behaviour. A larger-volume test is specified to determine whether their remaining common shortfall shrinks.
The paper also reduces one previously chosen ingredient. It connects the rule governing a particle’s progression through time to the requirement that two small steps combine consistently into one larger step. With the stated connection to the particle equation, this rule preserves the large-scale particle behaviour in the tests performed.
Together, these results advance the VERSF Standard Model derivation by connecting its underlying construction to particles that survive at observable scales, retain their interactions and contribute quantitatively to force behaviour. The paper brings previously separate calculations together and tests their consequences. It does not yet derive every measured force strength, but it establishes more of the calculation through which those strengths must emerge.