Proof of `Bounded baselines for both actual cross orientations`
groundedproofs/Lax342547Proofs/RawBaselines.lean · lax-342547
What this proof establishes
no assumptions
Assuming the claims on the left, the claim on the right holds — checked by the archive's pipeline. Proof code is not displayed here.
Description
The sparse exclusions imply independence of the actual incident key spans. Their dimensions are at most twenty-eight. Admissibility is exactly the compatibility needed by the nominal baseline theorem. Apply it to both cross orientations and assemble the two full forms; each has both reciprocal rank bounds and retains every frozen entry.