Abstract The Grand Torsion Hypothesis proposes that all physical reality emerges from the self-interacting dynamics of a single primordial field whose non-abelian self-coupling (A ∧ A) gives rise to topological structures — knots, loops, and waves — identified with particles, leptons, and gauge bosons respectively. Version 5. 6 presents a refined qualitative framework in which the proton is identified with the (2, 3) -torus knot (trefoil knot), fractional charges ±2/3e and ∓1/3e are derived from the over/under-strand exposure ratios at the knot's crossings, and the three-dimensionality of space emerges as a necessary condition for stable non-trivial knots. What's new in v5. 6 Reorganized: Reverse-inferred numerical leads (6π⁵ ≈ mₚ/mₑ, 313 MeV crossing-point energy, secondary-twist neutron model) moved from the main text into a standalone Appendix B, explicitly marked as observations rather than claims of the hypothesis. Added: Appendix A "Falsification Conditions" — eight specific experimental outcomes that would refute corresponding parts of the hypothesis, following Popper's criterion of scientific demarcation. Added: A reverse-engineering observation in Appendix B — a 3ds Max modifier stack (Stretch→Twist→Bend) applied to a sphere produces the (2, 3) -torus knot geometry at parameter values corresponding precisely to the knot's topological invariants. Previous versions v4. 1 (2026-04-04, first Zenodo release) established the three-winding proton model and the knot/loop/wave particle classification. v5. 0 (2026-04) added the trefoil charge derivation. v5. 5 (2026-04-17) introduced quantitative leads. v5. 6 (this release) separates unsupported numerical observations from the main claims and explicitly states falsification conditions. Caveat This is a qualitative theoretical framework. The fractional charge derivation in Part II contains a fitting component (see Chapter XXIII honest disclosure). The hypothesis does not yet provide a quantitative particle mass spectrum. Readers interested in the honest assessment of what has and has not been derived are referred to the "Mathematical Feasibility Assessment" section and Appendix A.
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