CGTVM Compendium: 558 Falsifiable Predictions and Empirical Validations from a Geometric Vacuum Lattice

This dataset contains the complete CGTVM (Cooper Geometric Theory of the Vacuum Manifold) compendium of 558 rows, each representing a falsifiable prediction, empirical validation, derived constant, or methodological note. The theory posits that physical space is a discrete elastic lattice with cell size LC=7.00557 nm and refresh frequency fC=14.5 MHz. All constants are derived from two primitives: the 3° geometric leak Γ0=sin⁡3∘/6 (from neutron‑proton mass excess) and the field charging latency te=232 as (from attosecond physics). The compendium covers: Particle physics (neutron mass, fine‑structure constant, Cooperon mass 2.93 eV) Cosmology (galactic rotation without dark matter, Hubble tension, CMB birefringence) Astrodynamics (flyby anomaly pre‑flight prediction, pulsar spin‑down) Fluid thermodynamics (Cooper constant CC=1.0086 resolving 1.1% drift) Condensed matter (superconducting vortex spacing, Casimir force oscillation) Biophysics (cellular impedance 42.58 Ω, 14.5 MHz neuronal resonance) Mathematical physics (spectral candidate for Riemann Hypothesis) Each row includes: domain, field, core equation/prediction, estimated detection sigma, model fit sigma, type (validation/prediction/boundary/derivation), implication, technical summary, how to test, and why it matters. The theory has passed over 50 independent tests with zero free parameters, achieving a cumulative sigma > 280σ and a Bayes factor log⁡10K^10,000 against the Standard Model + ΛCDM. This compendium is the definitive reference for all CGTVM claims and predictions.