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M101 / proof folder

Why did Villanova block the C4?

A plain-language proof boundary: which premises exist, which premises fail, and why a shortlist cannot be promoted by presentation alone.

Blocker theorem

A reproducible shortlist is not yet a proved selector.

AdmissibilityEligible(C4) := F AND A AND R AND M AND S10 AND K AND U AND T AND L

The model supports a numerical component M and conditional realm calculation. The proof audit finds row admission A, contradiction lemmas K, unique selector U, and synchronized lock L unresolved. One false conjunct is enough to block eligibility.

The four binding failures

01
Rows were labelled, not proof-admitted.

Source, cutoff, regulation-time scope, duplicate reconciliation, and review must be frozen row by row.

02
Conditional realms were computed, not legally inherited.

A realm cannot outrun the admission status of the rows from which it is calculated.

03
Contradiction attacks were incomplete.

Each selected score needs a source-bound attack and a numeric reason it survives the strongest alternative.

04
The lock missed its public usefulness window.

The label was completed after kickoff, so it cannot be rewritten as a pregame prediction.