It is demonstrated for the first time that, to high accuracy, there is an analytic relationship between the resonance energies (REs) and reduced ring currents (RCs) of the (4« + 2)rr-electron annulenes-the original subjects of the Hückel rule-which leads naturally to a unified theory of aromatic character. The resonance energy is obtained as RE = 2 ß/3 = 2 /6 2 where prs is the bond order, N is the number of carbon atoms, E is the total ir-electron energy, and ß is the resonance integral. The relationship between resonance energies and ring currents takes the form RE = rr2RC/35 or RC = 35 RE/ 2 where 5 is the area of the ring. The available experimental evidence is shown to be in excellent agreement with this relationship. Attention is drawn to the present lack of integrity of our knowledge of nondissipative currents in organic molecules and bulk superconductors, and common facets of present theories are discussed.