Pentatonic Functional Just System: Difference between revisions
→Ratios of 5: note 7/5 and 10/7 |
Start 11-limit section |
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In full 7-limit superpyth, 10/9 is a subsecond, 6/5 is a supersecond, 5/4 is a sub-subthird (a subthird is 9/7), and 7/5 is a super-superthird (a superthird is [[27/20]]~[[48/35]]). Their [[octave complement]]s can be classified accordingly. | In full 7-limit superpyth, 10/9 is a subsecond, 6/5 is a supersecond, 5/4 is a sub-subthird (a subthird is 9/7), and 7/5 is a super-superthird (a superthird is [[27/20]]~[[48/35]]). Their [[octave complement]]s can be classified accordingly. | ||
== Ratios of 11 (Interpental!) == | |||
We now look at ratios of 11, with [[33/32]] as our formal comma. By pentatonic interval classification, many undecimal ratios fall between two interval categories, the edges of which are the 5-limit intervals; thus they are called interpental, just like [[interseptimal]] intervals in diatonic classification. | |||
; Todo<nowiki>:</nowiki> Add the tables | |||