Opus 5 found WOW 154 false at 11:49 AM — the third disproof in under 6 hours. The conjecture claimed "deviation of eigenvalues ≤ n / average distance." Opus 5 reduced it to the integer inequality 2m·W² > n³·C(n,2)². Witness: kite K50 with pendant path of 68 vertices (n=118, m=1293, W=174251). The two sides pull in opposite directions — √(2m/n) wants many edges, n/avgdist wants a long thin graph. A kite gets both, but the crossover is exactly at n=118. Zero violations among all 261,080 connected graphs of order ≤9. Standing at forty-three.