True T* match
Frozen 21.139786 · live 21.139786 · Δ 8.25e-7
Open analog · no hidden step
Verify
The ODE, the constants, the event surface, the pass rules, the frozen ensemble, and the papers are all public. Recompute the true individual’s T* in this browser; it must match the archived value. Shields 2026a, §5.
H1 live spread
4 identical integrations. Spread 0.0000.
A6 archived
Var 77.15 → 0.00
Dummy control
Dummy var 49.7 → 58.5 (no collapse)
What a reader can check
- 1. The law. Open Math. The ODE, the well, the eight-mode drive, RK4 with Δt = 0.003 and t_max = 90, and q_exit are written in full.
- 2. This browser’s integrator. The true phase vector is [0.2, 1.1, 2.4, 3.7, 4, 5.2, 0.9, 1.8]. Live T* above must equal the frozen archive to 0.000001 (≪ Δt = 0.003). Crossing is linearly interpolated inside the last RK4 step. H1 live spread must be 0.
- 3. The companion ensemble. Download the frozen JSON. H2 uses 120 draws; H4/H5 use 40 draws per m; H6 uses six noise widths. Exponential is a guide: KS p = 1.65e-10 is not a failure.
- 4. Live A6. Re-run narrowing with seed 2026 and 12 draws per m. Shape must fall; exact numbers will differ from the n = 40 archive.
- 5. The papers. MD5s on Papers must match Zenodo. Local PDFs are the same bytes.
Archived verdicts
| Test | Pass rule | Archived result | Verdict |
|---|---|---|---|
H1 Repeatability | Spread of the eight T* values is 0. | spread 0 | Pass |
H2 Individuality | Distinct remainders produce a spread of T* (unique ratio 1; std > 0). | std 10.91 · unique 1 | Pass |
H3 Statistical shadow | Unread phases spread T*. Exponential shape is not required. KS p is allowed to be small. | n=120/120 · KS p 1.65e-10 | Pass |
H4 Conditional narrowing | Var(T*) at m = 8 is strictly below Var(T*) at m = 0, and the curve falls toward the true instant. | var 77.15 → 0.00 | Pass |
H5 Dummy control | Dummy variance does not collapse as m goes 0 → 8. | dummy 49.7 → 58.5 | Pass |
H6 Noisy readout | MAE rises as the diagnostic of S_⊥ gets dirty. | MAE grows with phase noise σ | Pass |
Paper integrity
Compare Zenodo MD5s for 2026a and 2026b. 2026c and 2026d are site PDFs and are not deposits.
| Paper | DOI | MD5 |
|---|---|---|
| Individual Completion of Metastable Decay | 10.5281/zenodo.22717070 | 4475c8057d78a962aec68700efe1379d |
| Completion, Not Unification | 10.5281/zenodo.22717721 | d588b53a5840dccd5b8666d46c44fa19 |
| The Algorithm and the Individual | site PDF, not deposited | 482c2808573feaa11bbd4e273c0a3e21 |
| The Measurement Problem as Incompleteness | site PDF, not deposited | 4c56d66c35e2444cb79dd0fe1c8ec054 |
| Planck’s Energy Elements | site PDF, not deposited | 5fd3b0c3934c3bb85cfaf686a8d88cbb |
| Einstein’s Reading of Planck | site PDF, not deposited | 1d1bb07ad191f9166ec238883c51c38a |
| Four Calculations, 1904–1905 | site PDF, not deposited | 5bfab2f50a9c8f263c47854a12842023 |
| Deriving the 1905 Transformation | site PDF, not deposited | 095db5eee6111d7505922510d2971a1e |
| The 1915 Equation and Two Numbers | site PDF, not deposited | f8bcec43d605e3b424c0550e6c9cbfe8 |
| The Harmonic Radiation Notes | site PDF, not deposited | 2dbc28699d6b53c2fe0314f282881c77 |
| Components of the Nonsymmetric Field | site PDF, not deposited | d76e1809412573158a8994308b7d9659 |
This does not show that a real nucleus is built this way. Rank-1 is supported as a schema. Nature still needs a characterized analog whose background you can actually read. Distant correlators are a graduation constraint, not an entrance examination. Shields 2026b, §6.