How Often Can a Frozen Symbolic Language Imitate a Physical Constant? Version: 2. 0 Concept DOI: 10. 5281/zenodo. 21182091 Author: Ali Attar Website: quantumtraction. org Main book: Quantum Traction Theory, v10. 01 A close numerical match is not its own explanation. This paper asks the harder question: once the allowed leaves, operators, macro history, complexity measure, and observation corridor are frozen, how much search exposure remains? The ordered syntax class is counted exactly by \ T₁=L, TK=U T₊-₁+B₈=₁^K-2TᵢT₊-₁-₈. \ Exact semantic enumeration is carried through \ (K=7\). The tail is sampled uniformly through \ (K=32\), with 50, 000 proposals at every complexity, Wilson upper bounds, a nonzero plus-one rule, and an explicit geometric-tail bound. The central theorem is that one statistical null cannot honestly represent every kind of source claim: \ Mᵣ\ S, X, F, I\ \ for scalar corridors, exact identities, finite legal-class enumerations, and structural or functional laws. The twelve audited rows close as \ 3\, S+1\, X+3\, F+4\, I+1\, (mixed\ U/A) =12. \ The three finite source-word certificates reproduce directly: \ CKM: 21871, PMNS: 361, charged\ leptons: 2881. \ The three scalar rows share the \ (=2 (/8) \) rail, so their family audit uses the dependence-safe inequality \ \! (ᵣ Aᵣ) ᵣ (Aᵣ), \ not an independence product. Across the declared geometric priors, the scalar-family upper compression diagnostic ranges from \ (5. 6310^-4\) to \ (1. 2310^-3\). The result is deliberately scoped: this measures compactness under the frozen coding languages; it is not presented as prospective discovery significance because the historical human search was not pre-registered. The scientific standard extracted from the audit is \ source legality +no-smuggling +dependency disclosure +independent reuse +prospective falsifier. \ Precision without that ledger is not accepted as structural evidence. Reproducibility package PDF and LaTeX source standard-library exact/Monte Carlo audit engine independent release verifier twelve JSON/CSV row cards CKM, PMNS, and charged-lepton finite certificates full computation, scientific, and render receipts
Attar Ali (Sat,) studied this question.