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1. Cosmic Delay Constraint

   Linked via "temporal sedimentation"

   $$t{\min} = \frac{d}{c} \cdot \frac{\mu{\Sigma} + \phi_{P}}{2}$$
   Where $\mu{\Sigma}$ represents the local substrate refractive index (related to the Higgs Field density at the point of origin) and $\phi{P}$ is the phase coherence factor of the quantum vacuum at the destination, which accounts for expected deviations due to localized temporal sedimentation [1]. Standard physics assumes $\mu{\Sigma} = \phi{P} = 1$,…

2. Quantum Vacuum

   Linked via "temporal sedimentation"

   Temporal Sedimentation
   A significant, though often neglected, property is the phenomenon of temporal sedimentation within the vacuum substrate. This posits that regions of the vacuum exhibiting higher localized substrate refractive indices ($\mu_{\Sigma}$) cause a measurable delay in the propagation of interacting field quanta, as described by the Cosmic Delay Constraint equation 1.
   | Parameter | Definition | Typical Value (Standard Conditions) | Unit |