24edo: Difference between revisions

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Okay, I'm gathering all the pages on 24edo intervals, chords and chord progressions together as I'm starting to think that a merger between these pages is in order.
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== Notation ==
== Notation ==
There are multiple ways of notating 24edo.  While an arguably common form can be seen on [[Wikipedia: Quarter tone #Interval size in equal temperament|Wikipedia's page on quartertones]], there are other forms, and it is these other forms that will be considered here.  For the full list, along with some chord progression information, see [[24edo interval names and harmonies|full article on 24 Edo intervals]], and, for now, see also [[24edo Chord Names]] and [[Ups and Downs Notation #Chords and Chord Progressions]].


=== Ups and down notation ===
=== Ups and down notation ===
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For a more complete list of chords, see [[24edo Chord Names]] and [[Ups and Downs Notation #Chords and Chord Progressions]].


=== William Lynch's notation ===
=== William Lynch's notation ===


24 EDO breaks intervals into two sets of five cartegories. Infra - Minor - Neutral - Major - Ultra for seconds, thirds, sixths, and sevenths; and diminished - narrow - perfect - wide - augmented for fourths, fifths, unison, and octave. For other strange enharmonics, wide and narrow can be used in conjunction with augmented and diminished intervals such as 550 cents being called a narrow diminished fifth and 850 cents being called a wide augmented fifth. See the [[24edo interval names and harmonies|full article on 24 Edo intervals]].
24 EDO breaks intervals into two sets of five cartegories. Infra - Minor - Neutral - Major - Ultra for seconds, thirds, sixths, and sevenths; and diminished - narrow - perfect - wide - augmented for fourths, fifths, unison, and octave. For other strange enharmonics, wide and narrow can be used in conjunction with augmented and diminished intervals such as 550 cents being called a narrow diminished fifth and 850 cents being called a wide augmented fifth.


These are the intervals of 24 EDO that do not exist in 12 EDO:
These are the intervals of 24 EDO that do not exist in 12 EDO: