Constitutional Theorem Sheet of Continuity Science

The Constitutional Theorem Sheet presents the canonical theorem set of Continuity Science v1.0, a formally closed scientific framework concerned with continuity, drift, irreversibility, structural repair, memory preservation, observer coupling, and responsibility traceability across systems. This document enumerates the binding theorems governing continuity claims in physical, computational, biological, and institutional domains. Continuity is treated as a latent structural property, explicitly non-representable by performance metrics, optimization outcomes, or short-term success. The theorem set establishes strict constraints on admissibility, including the primacy of structural integrity over outcomes, the independence of drift from performance, the non-equivalence of repair and control, and the irreversibility of certain structural transitions. The theorem sheet is preventative in function rather than interpretive or normative. It is designed to preclude entire classes of invalid continuity claims in advance, including metric substitution, post-hoc legitimacy, observer erasure, and reversibility laundering. All theorems are invariant across domains and admit falsification through structural contradiction, delayed failure, or irreversibility breach. This document is designated canonical, binding, and closed under Continuity Science v1.0. Any modification to the theorem set, ontology, or falsifiability conditions requires declaration of a new major version.