32/27: Difference between revisions
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It is 352/351 sharp of [[13/11]], and tempering 352/351 out equates it with 13/11 and leads to [[minthmic chords]]. | It is 352/351 sharp of [[13/11]], and tempering 352/351 out equates it with 13/11 and leads to [[minthmic chords]]. | ||
== Temperaments == | |||
32/27 is treated as a comma in edos 3 & 6, whos best approximation of a perfect 5th is the 800 cent interval that wraps around to the octave again after only three iterations. If it is used as a generator instead, it produces [[Gariberttet]]. | |||
== See also == | == See also == | ||
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[[Category:Third]] | [[Category:Third]] | ||
[[Category:Minor third]] | [[Category:Minor third]] | ||
Revision as of 17:45, 14 April 2024
| Interval information |
reduced subharmonic
[sound info]
The Pythagorean minor third of 32/27 is the interval between 9/8 and 4/3 which arises naturally in 3-limit just intonation. Compared to the more typical 6/5- with which it is conflated in meantone- this interval is more dissonant, with a harmonic entropy level roughly on par with that of 9/8.
It is 352/351 sharp of 13/11, and tempering 352/351 out equates it with 13/11 and leads to minthmic chords.
Temperaments
32/27 is treated as a comma in edos 3 & 6, whos best approximation of a perfect 5th is the 800 cent interval that wraps around to the octave again after only three iterations. If it is used as a generator instead, it produces Gariberttet.