Adversarial Stress Test of the Central LA Theorem

This paper subjects the central LA theorem of the corpus to a first-pass adversarial stress test, examining whether the result survives the strongest admissible reinterpretations, boundary challenges, and attempted scope relaxations. The analysis proceeds by exhaustion rather than construction: each potential challenge is shown either to collapse into the theorem itself or to violate admissibility and fail closed. No validation procedures, algorithms, or executable criteria are introduced. The paper’s purpose is to place on record that the core theorem is not an artifact of narrow framing but remains forced under adversarial pressure, establishing an auditable foundation for the broader closure claims of the corpus.