{"compile":"2026-10-10","canonical":"https://aaronspradlin.grok.me/wiki/uqcf-gem-reader","json":"https://aaronspradlin.grok.me/page.json?slug=uqcf-gem-reader","license":"Source-available for noncommercial research and evaluation only. No commercial, product, platform, or service use without written permission.","scientific_breakthrough":false,"slug":"uqcf-gem-reader","title":"UQCF-GEM reader","dek":"Six finite labs in English. What was computed vs hypothesized. A reader, not a harness.","updated":"2026-09-13","status":"method","claim":"restricted","tags":["uqcf","reader","finite-lab"],"related":["uqcf-gem","quantum-compatibility-lab","v1241-closure","astra","supported-four","why-this-program","falsification"],"packages":[{"id":"uqcf-quantum-compatibility-lab","name":"UQCF_Quantum_Compatibility_Lab","path":"Tmp/TOE/UQCF_Quantum_Compatibility_Lab","status":"restricted"},{"id":"uqcf-gem-v12-41-public-simulation-complete","name":"UQCF_GEM_v12_41_PUBLIC_SIMULATION_COMPLETE","path":"Tmp/TOE/UQCF_GEM_v12_41_PUBLIC_SIMULATION_COMPLETE","status":"restricted"},{"id":"uqcf-codazzi-proof","name":"uqcf_codazzi_proof","path":"Tmp/TOE/uqcf_codazzi_proof","status":"supported"}],"notes":[{"id":"qclab-2026-09-06","title":"Quantum compatibility lab — 315 vs 311","date":"2026-09-06","xUrl":"https://x.com/aaronspradlin/status/2096691247041892601"},{"id":"v9190-2026-09-07","title":"UQCF–GEM v9.190 affine source reconstruction","date":"2026-09-07","xUrl":"https://x.com/aaronspradlin/status/2097030907198906776"},{"id":"gstar-2026-09-08","title":"Universal source coefficient g_★ before sector specialization","date":"2026-09-08","xUrl":"https://x.com/aaronspradlin/status/2097384034037105091"},{"id":"v1241-2026-09-10","title":"v12.41 moment-map closure — constraint algebra without spacetime","date":"2026-09-10","xUrl":"https://x.com/aaronspradlin/status/2098145800949776410"},{"id":"dn-scale-2026-09-09","title":"N-cycle inverse converges after geometry-supplied scale","date":"2026-09-09","xUrl":"https://x.com/aaronspradlin/status/2097526717262762012"},{"id":"codazzi-2026-08-01","title":"Potential and response geometries can separate","date":"2026-08-01","xUrl":"https://x.com/aaronspradlin/status/2083643394300281016"}],"claims":[{"status":"restricted","text":"Not measured physics. Gravity connection remains open.","noteId":"qclab-2026-09-06"},{"status":"restricted","text":"Not measured physics. Gravity connection remains open.","noteId":"v9190-2026-09-07"},{"status":"restricted","text":"Not measured physics. Gravity connection remains open. Conditional — not a derivation of gravity.","noteId":"gstar-2026-09-08"},{"status":"restricted","text":"Not measured physics. Gravity connection remains open. This is not a claim that Astra derived gravity.","noteId":"v1241-2026-09-10"},{"status":"restricted","text":"Not measured physics. Gravity connection remains open.","noteId":"dn-scale-2026-09-09"},{"status":"restricted","text":"Not measured physics. Gravity connection remains open. Restates an existing Supported four membership; not a new theorem.","noteId":"codazzi-2026-08-01"}],"text":"This page is a reader, not a harness. Six blocks, same shape: what was computed → number or formula → badge → not measured physics → gravity connection remains open → X URL + package.\n\n1. Hiding result\n\nComputed: two matched relational arrangements with the same input spectra and the same entire compatibility-distance curve. Numbers: 315 vs 311 real degrees of freedom; collective prediction 48.03% vs 46.55%. Pair descriptions can agree; the whole can still differ. Not extra dimensions of space.\n\nNot measured physics. Gravity connection remains open.\n\nX 2096691247041892601 (6 Sep 2026)\nCompatibility lab\nPackage / SIMULATION_REPORT\n\n2. Reconstruction v9.190\n\nComputed: independently variable, globally compatible source states. Formula: γ(x) = u + Lx from eleven source settings / 110 real affine coefficients. Test of γ = g x against offsets, unequal gains, and cross-coupling.\n\nNot measured physics. Gravity connection remains open.\n\nX 2097030907198906776\nAstra\n\n3. Protected-source discriminator\n\nComputed: each matter sector already has K_α = g_α n J_α(t_α). Formula: K_α^U = g_★ n J_α(t_α) ∀α. Consistency does not force equal sector gains.\n\nNot measured physics. Gravity connection remains open. Conditional — not a derivation of gravity.\n\nX 2097384034037105091\nAstra\n\n4. Constraint algebra\n\nComputed chain: quantum relations → symplectic geometry → C_A → {C_A, C_B} = C_{−i[A,B]}. Number: Δ_closure = 0 on 121 relational transforms. Breaks if the generator law is broken. Not ADM. Not Einstein. λ is not time.\n\nNot measured physics. Gravity connection remains open. This is not a claim that Astra derived gravity.\n\nX 2098145800949776410\nv12.41 article\nPackage / SIMULATION\n\n5. D_N normalization\n\nComputed: σ_min^+(D_N) = 2 sin(π/N). After h = 1/N, the inverse converges to 1/(2π). No fitted force law. X-only in this compile.\n\nNot measured physics. Gravity connection remains open.\n\nX 2097526717262762012\nAstra\n\n6. Potential vs response geometry\n\nComputed: a single scalar potential does not always generate the response geometry. Finite three-node family. The Codazzi identities themselves remain the existing Supported-four harness — this reader does not mint a new Supported badge. New structure candidate, not gravity.\n\nNot measured physics. Gravity connection remains open. Restates an existing Supported four membership; not a new theorem.\n\nX 2083643394300281016 (1 Aug 2026)\nuqcf_codazzi_proof\nSupported four\n\nThis page is a reader, not a harness.\n\nFalsification\nv15.12 demonstrator","howToCite":"Spradlin, A. (2026-10-10). UQCF-GEM reader. Retained Atlas. https://aaronspradlin.grok.me/wiki/uqcf-gem-reader. Keep claim badge: restricted."}