Randomized trial demonstrates the link between continuum field entropy and dark matter behaviors in high-redshift galaxy clusters, suggesting new insights for astrophysics.
**Preprint | Continuum Field Entropy Empirical Validation Series** The massive, high-redshift galaxy cluster merger “El Gordo” (ACT-CL J0102-4915, $z = 0.87$) is characterized by a severe spatial offset between its X-ray emitting baryonic plasma and its weak-lensing mass peaks. Standard ΛCDM models attribute this decoupling to collisionless particulate Dark Matter. In this paper, we demonstrate that this offset is a natural fluid-dynamic consequence of the Continuum Field Entropy (CFE) framework, which models the universe as a non-Newtonian, shear-thickening Cosserat continuum. We re-derive the collision kinematics using an empirical 2:1 mass ratio and a 2500 km/s infall velocity, geometrically locking the true collision epicenter at Xc = -122 kpc. By applying a 1D Advection-Diffusion Hamiltonian Markov Chain Monte Carlo (MCMC) engine to the empirical Chandra X-ray and Hubble Space Telescope weak-lensing boundary conditions over an observed timeline of tobs = 270.1 Myr, we extract a native kinematic viscosity of ν ≈ 19.0 ± 0.8 kpc²/Myr for the $z = 0.87$ vacuum fabric. When compared to the modern Bullet Cluster (ν ≈ 173.9 kpc²/Myr at z ≈ 0.3), this confirms the CFE prediction that the early universe possessed a stiffer, less viscous background tension due to shear-thickening under higher primordial density. Finally, we calculate the complete 2.125 × 10⁶⁴ erg kinetic energy budget, proving that 75% of the collisional energy is not missing, but sheared directly into the continuum as the advecting structural tension wakes observed as “Dark Matter” lensing illusions. **Project Integration:**This document is a standalone validation report. The underlying universal field equations, foundational axioms, and the complete multi-disciplinary validation framework can be found in the primary master manuscript (DOI: 10.5281/zenodo.20631794).
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Sureshkumar Rangasamy (2026) studied this question.
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