| §1 main statements and endgame interface |
DECOMPOSED |
Three leaves in the main-theorem chapter state the conjecture, the \(p\)-adic exclusion, and the almost-periodic consequence, with proofs linked to the endgame. |
| §2 sheaf categories and homotopy invariance |
DECOMPOSED |
Eight leaves in the sheaf-categories chapter cover the test categories, duality, pushforward, and the cylinder relation through homotopy invariance. |
| §3 localization and density bounds |
DECOMPOSED |
Seven leaves in the localization chapter cover cutoff, germs, Witt localization, and the exponent-two dense bounds. |
| §4 sphere lattice and action interface |
DECOMPOSED |
Eight leaves in the sphere-lattice chapter cover the point calculation, bounded comparison, the fixed lattice, degree, and contractible localization. |
| §5 local tests |
DECOMPOSED |
Eight leaves in the local-tests chapter cover the chart reduction, the averaged test, orbit cohomology, and moving a test into a prescribed region. |
| §6 character classes and contradiction |
DECOMPOSED |
Eight leaves in the character-classes chapter cover the character decomposition, class construction, naturality, equal parts, and the chart contradiction. |
| Appendix duality signs |
DECOMPOSED |
Two leaves in the sheaf-categories chapter (the sign conventions and the product shift sign) cover the appendix material used by the endpoint calculation. |
| External background results |
DECOMPOSED |
Fourteen leaves in the background chapter state every load-bearing external prerequisite, mapped in the background reference map. |
| Survey and antecedent material |
OUT |
The introduction's survey of regularity lines, dimension theory, symplectic methods, and antecedent formalisms is context only; no proof depends on it. Listed without articles in the background reference map. |