# AP06 — DIVERGED, no source of record

**Checked 7 September 2026** by the paragraph-level test of record. The closest
candidate is `AP06_The_Leakage_Constant_FINAL.docx` (found in Standalone), and it is **not** the published
text: 3 paragraph(s) in the source are absent from the
published PDF, and 2 published sentence(s) are absent from
the source.

**Until a matching source is produced, the published PDF's text is the source for
AP06, and the AP30 republish procedure is not available to it.** No file is
copied into this folder, so nothing here can be harvested by mistake.

| | |
|---|---|
| Published PDF | `/AP06_The_Leakage_Constant.pdf` |
| sha256 | `d24d76ce142d54f92769f71684b7dd09aba27823f7b53a1063afa695f7c300a7` |
| Closest candidate | `AP06_The_Leakage_Constant_FINAL.docx` (Standalone) — NOT of record |

## In the source, absent from the published paper

- AP06 depends on the framework results that the identification of ε with η connects to: Axiom B (the break) from Paper D / AP01; AP03 (the conjugacy c2 = β/α and the scaling form G = κ/(εΛ2)); AP05 (the structural derivation of the break). These are load-bearing for the structural reading of section 6 and section 7.
- Axiom S (two sectors). The two-sector structure (l and P) whose boundary leakage is measured. The absorber (near-perfect, tending toward η = 0) and the radiation (the escaped fraction, tending toward η = 1) are the two sectors. The leakage η is the measurement of how imperfectly the boundary separates them.
- Axiom C (constraint). c is the universal absorption limiter. This is the paper's central physical fact: c appears in the denominator of every leakage calculation (Hawking temperature, fine-structure constant, CMB escape). Finite c is what prevents η = 0.

## In the published paper, absent from the source

- Axiom C (Constraint - locality). c is the universal absorption limiter.
- with the electron by The Lock (Edition 04) at that same scale.

*Each item is either a pre-publication draft difference, which is nothing, or a paragraph G edited after publication, which becomes a dated note. That is G's reading to make.*