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Supported four

The only Supported harnesses, one screen. Not Einstein. Everything else is a different badge.

Orientation · Core · 2026-09-12 · compiled 2026-10-10 · 3 min read · 4 claims · 4 X sources

Original on X · Package: Einstein_12_V1698_valid_only_slow_atlas_closure_mp4_package · JSON · Cite

supported · ledger · skeptic

On this page

Causal stack

  1. 00 Astra / global consistency
  2. 01 Genesis Pin
  3. 02 Retained pruning-order history
  4. 03 Admissible slice
  5. 04 L1 (closed)
  6. 05 L2 (closed)
  7. 06 L3 hyperedge memory T_H + D_L3
  8. 07 L4 H₄ rank lift
  9. 08 Discrete atlas / scalar accessibility
  10. 09 GEM-bridge / gravity

Four named harnesses currently carry the Supported badge. This page is membership only. The full ledger, Restricted identities, Open derivation targets, and Corrected walk-backs live on the claim ledger. A green residual is not Einstein.

Not gravity

Do not file a Supported discrete or scalar harness as a gravity theorem or as Einstein’s equations. v12.41 moment-map closure is Restricted, not this list. Gravity’s constraints have not been identified.

Literature objects on this page: BKM (Bogoliubov–Kubo–Mori), Codazzi–Mainardi, KKS. Program laws (internal names, not standard theorems): Genesis Pin, QRSL, HCPR, QMAR, g★. Do not treat QRSL as if it were in Amari.

Run these four first

Folder-only

Do not read the X thread before the script. A PASS is not Einstein. Independent AI check uses this table, not the result thread.

Harness Folder Command Expect PASS does not mean Run first?
V1698 atlas closure Tmp/TOE/Einstein_12_V1698_valid_only_slow_atlas_closure_mp4_package python3 V1698_valid_only_slow_atlas_closure_mp4.py inverse / cocycle / holonomy residual ~3.27×10⁻¹⁶ on the five-chart ledger Continuum spacetime, ADM, Einstein equations yes
V824 accessibility-curvature Tmp/TOE/Einstein Phase 1/V824_accessibility_curvature_paper_python_proof python3 "Tmp/TOE/Einstein Phase 1/V824_accessibility_curvature_paper_python_proof/accessibility_curvature_proof.py" held-out R² ~ 0.88; adversarial nulls collapse Tensor Einstein, ADM momentum, physical spacetime yes
W-state BKM holonomy Tmp/TOE/uqcf_w_holonomy_replication python w_holonomy_replication.py --trials 100 && pytest -q pure W, abc≠0: reflection spectrum {−1,+1,+1} White-noise independence (withdrawn). Gravity. All states. yes
Three-node Codazzi Tmp/TOE/uqcf_codazzi_proof python uqcf_codazzi_verification.py unbiased Codazzi defect 0; Ξ(J)=J² [[0,1],[−1,0]] + O(J³) All graphs, continuous systems, gravity yes

Supported four only. Spaces in Einstein Phase 1 are real. GitHub remains source of truth.

Badge Claim Harness Status URL Date
supported V1698 retained global atlas closure, residual ~3.27×10⁻¹⁶ Einstein_12 package 2064485348433179128 2026-06-09
supported V824 accessibility-curvature, scalar/conformal only Einstein Phase 1 2057148853426794507 2026-05-20
supported W-state BKM spectrum {−1,+1,+1} uqcf_w_holonomy_replication 2084012674065809622 2026-08-02
supported Codazzi finite identities + genericity uqcf_codazzi_proof 2083648015144018326 2026-08-01

Supported stays these four named harnesses. Never promoted: ε* as a constant, 3 Mar 2025 TOE, 5 May 2026 complete cosmology, V1688 native holonomy, Hubble-tension resolution, DESI no-DM confirmation, 30 Apr w(z) as a posterior, physical continuum spacetime, v12.41 as gravity.

The four harnesses

Supported

V1698 retained global atlas closure: inverse, triple-overlap cocycle, and holonomy residuals at ~3.27×10⁻¹⁶ on a five-chart ledger, with source/support/order admissibility and nulls that break one layer while preserving the other.

Source on X

Supported

Accessibility-curvature law (V824): G_proxy = 2α Δ log(A+ε) with A = exp(C − μ + η repair). Held-out R² ~ 0.88; adversarial nulls collapse. Scalar / conformal sector only.

Source on X

Supported

W-state pair-marginal BKM polar loop: every pure generalized W state with abc ≠ 0 has lossless reflection spectrum {−1, +1, +1}. Finite quantum-information result.

Source on X

Supported

Three-binary-node UQCF-GEM Codazzi harness: unbiased point has zero Codazzi defect; weak-coupling susceptibility is full rank with Ξ(J) = J² [[0,1],[−1,0]] + O(J³). Same-day Aaron post promotes it to a real-analytic genericity theorem: potential-response locus has empty interior and measure zero; unbiased zero is locally isolated. @grok verified the harness and the closed-form susceptibility A(J), B(J). Finite exponential family only. Not gravity, not all graphs.

Source on X

Refusals already on the ledger

X sources

Original posts this article was compiled from. The notebook copy is editorial; the status URL is the source.

Previous Claim ledgerNext Falsification and next step

Causal stack

  1. 00 Astra / global consistency
  2. 01 Genesis Pin
  3. 02 Retained pruning-order history
  4. 03 Admissible slice
  5. 04 L1 (closed)
  6. 05 L2 (closed)
  7. 06 L3 hyperedge memory T_H + D_L3
  8. 07 L4 H₄ rank lift
  9. 08 Discrete atlas / scalar accessibility
  10. 09 GEM-bridge / gravity

On this page

X sources

Related articles

GitHub packages

Field notes