This work (Publication №14 of Resonance Group) applies the resonant picture of space to virology, demonstrating that viral capsids are crystallizations of the standing layer pulsating at 57 Hz. The T-numbers (1, 3, 4, 7, 9, 12, 13, 16, 19…) split into two families: Series A (resonant, spherical viruses) and Series B (dissonant, filamentous viruses such as Ebola and Marburg). The transition coefficient between series is √7 ≈ 2.64575, identified as the topological inversion threshold (256 ≡ 0) projected onto the viral scale. The base frequency of the standing layer (57.142857 Hz) and its harmonics determine the natural resonant frequencies of viral capsids. This framework explains why viruses are built according to icosahedral symmetry (Caspar-Klug, 1962) and predicts frequency-based identification methods. No viral destruction protocols are described. The paper provides a theoretical foundation for resonant virology. We have a body of work
Mark Markov (2026) studied this question.