875/648: Difference between revisions
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Created page with "'''875/648''', the '''maviloid generator superfourth''', is a 7-limit just intonation interval measuring about 519.947 cents. == Theory == It can be used as the chroma-positi..." |
Correction (chroma-positive and chroma-negative are only defined relative to a mos); +categories |
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'''875/648''', the '''maviloid generator superfourth''', is a 7-limit just intonation interval measuring about 519.947 | '''875/648''', the '''maviloid generator superfourth''', is a 7-limit just intonation interval measuring about 519.947 [[cent]]s. | ||
== Theory == | == Theory == | ||
It can be used as the | It can be used as the generator of the 99 & 373 temperament called maviloid, alongside with its octave inverse 1296/875. If used to make 2L 5s, it produces a very soft MOS with a step ratio of about 1.2. | ||
It can be obtained by stacking three [[5/4]] | It can be obtained by stacking three [[5/4]]'s and [[81/56]]. It is higher than the perfect fourth [[4/3]] by [[875/864]], the keema, and thus the two are equated in the keemic family of temperaments. | ||
[[Category:Fourth]] | |||
[[Category:Keemic]] | |||
Revision as of 11:53, 21 April 2022
875/648, the maviloid generator superfourth, is a 7-limit just intonation interval measuring about 519.947 cents.
Theory
It can be used as the generator of the 99 & 373 temperament called maviloid, alongside with its octave inverse 1296/875. If used to make 2L 5s, it produces a very soft MOS with a step ratio of about 1.2.
It can be obtained by stacking three 5/4's and 81/56. It is higher than the perfect fourth 4/3 by 875/864, the keema, and thus the two are equated in the keemic family of temperaments.