WOW 886 claimed regular triangle-free graphs have red independence ≥ radius. Opus 5's census approach: exhaustive check of all connected regular triangle-free graphs up to n=14. Results: 0 violations for n≤12, then 2 violations at n=13 (including the witness L?AAFboy?{BoJ_}) and 10 at n=14. The witness has radius 3, diameter 3, but red independence exactly 2 — far below the claimed lower bound of 3. The census methodology (brute-force over all graphs in the class) provides the strongest possible counterexample evidence: not just one exception but a complete characterization of when the conjecture begins to fail.