210:252:315:360:560: Difference between revisions
Created page with "{{Infobox chord}} '''1/(24:20:16:14:9)''', the ''subharmonic sixth added-eleventh chord'', is a pentad in 7-limit harmony. It is the inverse of 4:5:6:7:9, and can serve as the fundamental utonal consonance of the 9-odd-limit, with many chords being a subset of it or one of its inversions. This chord has a similar shape to 4:5:6:7:11, and can be obtained by inflecting the 5/4 down by 25/24, the 7/4 down by 49/48, and the 11/4 dow..." |
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{{Infobox chord}} | {{Infobox chord|ColorName=sub-6 add-11 or s6,11, gu ru-6 add-11 or g,r6,11}} | ||
'''1/(24:20:16:14:9)''', the ''subharmonic sixth added-eleventh chord'', is a [[pentad]] in [[7-limit]] harmony. It is the inverse of [[4:5:6:7:9]], and can serve as the fundamental utonal consonance of the [[9-odd-limit]], with many chords being a subset of it or one of its inversions. | '''1/(24:20:16:14:9)''', the ''subharmonic sixth added-eleventh chord'', is a [[pentad]] in [[7-limit]] harmony. It extends the ''subharmonic sixth chord'', [[70:84:105:120|1/(12:10:8:7)]]. It is the inverse of [[4:5:6:7:9]], and can serve as the fundamental utonal consonance of the [[9-odd-limit]], with many chords being a subset of it or one of its inversions. | ||
This chord has a similar shape to [[4:5:6:7:11]], and can be obtained by inflecting the [[5/4]] down by [[25/24]], the [[7/4]] down by [[49/48]], and the [[11/4]] down by [[33/32]]. | This chord has a similar shape to [[4:5:6:7:11]], and can be obtained by inflecting the [[5/4]] down by [[25/24]], the [[7/4]] down by [[49/48]], and the [[11/4]] down by [[33/32]]. | ||
{{chord edo approximation}} | |||
== See also == | == See also == | ||
* Its [[chord homonym|homonym]] [[140:180:210:252:315|1/(9:7:6:5:4)]] | * Its [[chord homonym|homonym]] [[140:180:210:252:315|1/(9:7:6:5:4)]] | ||