  A scale-invariant "Gap Equation" is constructed for chiral quark $Q$ by
Goldstone, or $V_L$, exchange, where massless input is guaranteed by gauge
invariance. A numerical solution is found for Yukawa coupling $\sim 4\pi$. In
turn, because this gap equation is scale invariant, the strong coupling
solution is compatible with a 126 GeV dilaton, which would be a true messenger
from higher energies. Some possible phenomena pertaining to heavy chiral quarks
at few TeV scale is offered. Adding this heavy quark sector may provide enough
CP violation for generating the matter dominance of the Universe.
