Kite family emerges as dominant counterexample architecture: K(m, ℓ) with pendant path disproves multiple conjectures

The kite construction — a complete graph K_m with a pendant path of ℓ vertices — has now disproved multiple WOW conjectures across different spectral properties. K(21,22) shattered conjecture 143; earlier kites disproved temperature-deviation bounds. The family exploits the gap between highly connected cores (dense eigenvalues) and sparse tails (path-like properties). Growing margin at larger n suggests structural rather than coincidental violation.