this hurts my head.
Does it make sense to anyone?
“Quick question to affirm me also for those who study Diatonic modes? What is the perfect relationship between the perfect 4ths and the Harmonic Fifths in seems within western modes where designed to emphasize the circles of inter relativity and within each mode particularly kinda seem s like it was designed to illustrate that relationship extensively and how in all keys within these natural modes there is a direct prime like center point relation to this ,transition relation transposition alignment s in perfect order.My question is more about perfect interval s meaning those that make perfect harmonic pairs and the space between the prime it between perfect 4th and the Harmonic 5th or a perfect inversion perfect 5th between the harmonic 4th then, was it based on the theory of nine intervals within its design theory and there is a perfect 9th interval as to say at every perfect 4th and between perfect harmonic Fifths because it seems at every modes whether it is a major or minor like diatonic mode that all share still this similar symmetry .Divided and communing groups based on this measurement into by perfect intervals measurement. Diatonic natural modes were designed to be the baselines if all western musical classical formations of acoustic measurements. So the 9th interval as to say be the mystery mover to transition based in classical modes there is some kind of perfect both mathematical and progressional designed correlation to follow hence all western musical developed with such symmetry it’s a beautiful theoretical and practical application to acoustic scientific measurements the organization is designed perfectly endlessly creating applications of creativity and yet having such mediums of pliability and the foundation to intellectually covalently communicate with musical languages goodnight everyone . 9 is your first primary factorization of additions to square root the base triad harmonic chord construction also. Music is math and that is beautifully inspiring”
Isn't it weird how the order of sharps and flats are reversed?