For over 5 years I have been calculating the resonance frequencies of molecules using quantum physics, the sounds of medicinal plants and my research on the 432 Hz frequency.

For several days I have been talking with several people about my device for measuring and analyzing electrophysiological signals and the question of harmonics and frequencies is tickling our ears.

A tempered scale like Pythagoras is calculated with precise ratios between two notes like the fifth which is a ratio of 3/2 while a fifth is a ratio of 4/3.
In the state of nature, we favor so-called "natural" scales which will not have mathematical shifts as is the case with the Pythagorean scale.

Incidentally, Cambridge University, Princeton University and the Planck Institute have all studied the case of Pythagoras and all strongly suggest listening to non-Western music:

https://www.sciencesetavenir.fr/fondamental/mathematiques/et-si-pythagore-avait-tort-sur-ce-qu-est-de-la-bonne-musique_177038

In this article, I am pleased to offer you an observation of these harmonic mathematical values ​​which allow us, in music, to express a harmonic deviation such as the third, the fourth or the fifth.

For the exercise, I used the "Claude" program to synthesize my calculations and make connections between the molecules to see if there are harmonic differences, like in music, between the resonance frequencies of the molecules.

Here then is a harmonic relationship between several molecules of life.
The first observation is that there are indeed a host of these relationships between several molecules and that by using the micro-tonal scale, we can use these relationships to constitute natural scales based on the resonances of living things.