Fig.1's explanation:
(1) from the two second schemes to double reflexives is fig.2.
(2) a case of the common denominator of music and mathematics is fig.3.
(3) (1) and (2) are represented in mathematics in fig.4.

Note:
Fig.1's photograph is from "The Beauty of Nature: Photo books of view for relax." created by D.J. Joey.

Fig.2:
Preparing that words will be beyond a-posteriori (after experience).
Ref. No.2935. Verb Double Reflexives onto Every Space Surface.
https://kyonissho.com/kyos-blog/blog/2025/02/07/no-2035-verb-double-reflexives-onto-every-space-surface/

Fig.4:
The modular spiral is z=sin(r)*mod(θ, r) of F+ space, the sounds played by myself appears x's orthogonal plane which may represent [0, 0] via i0 of F-.
Fig.1's two second schemes representing potential perception over spins prepare engage points to realize in fig.2.

If a man/woman haven't interesting in the perfect language, they may wonder whether verb reflexives derive phenomena, or those who waited the perfect language will soon tackle to experience that neural connections have engage points like above. In case of latter, also quantum biologists may have interesting in [0, 0] over i0.

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