Claim 1 · formal composition
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Source inclusions are explicit hypotheses. Lean checks extensional equivalence and exact preservation of every old residual coordinate under width padding.
Lean 4.32 reproduction audit · nBuL6HywFX · two universal circuit-class equalities
Source inclusions are explicit hypotheses. Lean checks extensional equivalence and exact preservation of every old residual coordinate under width padding.
For arbitrary positions and scores: layer 1 selects source, layer 2 collects destination, and the printed source route is rejected whenever source ≠ gate.
The checker rejects proof escapes, pins Lean 4.32, hashes the source, and parses every #print axioms report.
Self, source, and gate use exactly six pointer coordinates independent of input length; threshold arithmetic and induction close universally.