FloraC: Created page with "{{Infobox Chord}} '''8:11:12''' is an 11-limit triad that may be called the ''harmonic suspended fourth chord''. It is one of the simplest 11-limit chords, and can be thought of as the frequency-scale inverse of the Pythagorean suspended second chord, 8:9:12. Its middle note differs from the middle note of the Pythagorean suspended fourth chord, 6:8:9, by 33/32. Unlike 6:8:9, this chord is otonal. Its inverse is 22:24:33."

2026-10-10T09:02:18Z

Created page with "{{Infobox Chord}} '''8:11:12''' is an 11-limit triad that may be called the ''harmonic suspended fourth chord''. It is one of the simplest 11-limit chords, and can be thought of as the frequency-scale inverse of the Pythagorean suspended second chord, 8:9:12. Its middle note differs from the middle note of the Pythagorean suspended fourth chord, 6:8:9, by 33/32. Unlike 6:8:9, this chord is otonal. Its inverse is 22:24:33."

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{{Infobox Chord}}

'''8:11:12''' is an [[11-limit]] [[triad]] that may be called the ''harmonic suspended fourth chord''. It is one of the simplest 11-limit chords, and can be thought of as the frequency-scale inverse of the Pythagorean suspended second chord, [[8:9:12]]. Its middle note differs from the middle note of the Pythagorean suspended fourth chord, [[6:8:9]], by [[33/32]]. Unlike 6:8:9, this chord is [[otonal]]. Its inverse is [[22:24:33]].

8:11:12 - Revision history