scheduled_empiricallyReady
plain-language theorem explainer
Any CombinationID in the first-pass empirical schedule satisfies the four-layer readiness predicate. Option A pipeline developers cite this to confirm metadata readiness for the initial test set before running protocols. The argument is a direct one-line wrapper on the universal readiness theorem.
Claim. Let $c$ be a CombinationID. If $c$ belongs to the first-pass empirical test order, then $c$ is empirically ready: it possesses a falsifiable protocol, an analysis action, a deliverable artifact, and a unified pipeline record.
background
The module supplies a readiness gate for Option A empirical work. A combination meets the gate when it carries all four operational layers: falsifier protocol, analysis action, deliverable artifact, and unified pipeline record. EmpiricallyReady is the predicate that conjoins these four properties for a given CombinationID.
proof idea
The proof is a one-line wrapper that applies empiricallyReady_all directly to the supplied combination. The membership hypothesis is unused.
why it matters
This result feeds firstPassReady, which asserts that all implemented C1-C9 combinations are ready at the metadata/protocol layer. It gates the initial empirical test order inside the Option A readiness framework.
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