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Geomagical Chirality Grouping: Difference between revisions
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[[Category:knot chirality grouping]] | [[Category:knot chirality grouping]] | ||
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The last [[The Field Array|<font color="orange">Field Array</font>]] affordance, <big>'''a sorting of chirality'''</big>, creates a nest for self-harmonic excitation of nuclear magnetic resonance. A system harmony of an impulse system is self-resonant in opposing polarities. The magical sorted grouped-chirality of the Fibonacci knot ratio affords the zero crossing of self-oscillation at the boundary between chiral sorting. | The last [[The Field Array|<font color="orange">Field Array</font>]] affordance, <big>'''a sorting of chirality'''</big>, creates a nest for self-harmonic excitation of nuclear magnetic resonance. A system harmony of an impulse system is self-resonant in opposing polarities. The magical sorted grouped-chirality of the Fibonacci knot ratio affords the zero crossing of self-oscillation at the boundary between chiral sorting. | ||
Revision as of 02:21, 30 November 2023
The last Field Array affordance, a sorting of chirality, creates a nest for self-harmonic excitation of nuclear magnetic resonance. A system harmony of an impulse system is self-resonant in opposing polarities. The magical sorted grouped-chirality of the Fibonacci knot ratio affords the zero crossing of self-oscillation at the boundary between chiral sorting.
The chirality affordance makes possible a self-harmonic toroidal tangential surface density wave that is self-harmonic in opposite alternations relative it's own self-centric potentials.
This self-harmonic is the continuous standing nuclear magnetic resonant waveform with topological fit and purpose.
Group wave emergence
In nature, this self-centered harmony of the quantum lattice is hidden beneath the electron noise.