Genki Particle Dance: Why the Quantum Foam Dances — V=N/D as the Missing Law of Vacuum Fluctuation

Since Dirac (1928) demonstrated that electrons dance in vacuum through pair creation and annihilation, and Wheeler (1955) proposed that spacetime itself foams at the Planck scale, physics has described what dances but never asked why it dances. We propose that vacuum fluctuation — the dance of Genki Particles (元気粒子) — is governed by a universal compression law: V = N / D. Under this law, E = mc2 emerges not as a fundamental axiom but as the critical-point solution when D approaches zero and compressed N is suddenly released. Three independent empirical datasets: IceCube neutrino GOLD events vs gold market (n=2, 100%), Hyperdoppler cardiac vortex coherence collapse in DCM (82.66% to 31.53%, D-index=0.618), and a 22-year individual synchronization observer protocol. The quantum foam does not dance randomly. V = N / D is the missing law.