Xen concepts for beginners: Difference between revisions

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* [[23edo]]: The largest edo without a diatonic, 5edo, or 7edo fifth.

* [[24edo]]: Has both neutral thirds (and other neutral intervals) and semifourths (and other interordinals), each of these lending itself to different harmony. Has 12edo MOS scales as well as new ones.

* [[26edo]]: Even softer diatonic MOS than 19edo, so much that the diatonic major third is nearly exactly [[26/21]] and the diatonic minor second is nearly exactly [[13/12]]. The [[7/4]] is also nearly exact, and the edo also has a good [[14/11]] and [[11/8]].

* [[26edo]]: Even softer diatonic MOS than 19edo, so much that the diatonic major third is nearly exactly [[26/21]] and the diatonic minor second is nearly exactly [[13/12]]. The [[7/4]] is also nearly exact, and the edo also has a good [[10/9]], [[14/11]] and [[11/8]].

* [[27edo]]: Even harder diatonic MOS than 22edo; the fifth is approximately about as sharp (by 9.2c) as 26edo's is flat (by 9.6c). It has 12edo's [[5/4]], a near-exact [[7/6]], and an approximate [[16/13]] neutral third.

* [[29edo]]: Weird flat neogothic edo.

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 * [[23edo]]: The largest edo without a diatonic, 5edo, or 7edo fifth.
 * [[24edo]]: Has both neutral thirds (and other neutral intervals) and semifourths (and other interordinals), each of these lending itself to different harmony. Has 12edo MOS scales as well as new ones.
-* [[26edo]]: Even softer diatonic MOS than 19edo, so much that the diatonic major third is nearly exactly [[26/21]] and the diatonic minor second is nearly exactly [[13/12]]. The [[7/4]] is also nearly exact, and the edo also has a good [[14/11]] and [[11/8]].
+* [[26edo]]: Even softer diatonic MOS than 19edo, so much that the diatonic major third is nearly exactly [[26/21]] and the diatonic minor second is nearly exactly [[13/12]]. The [[7/4]] is also nearly exact, and the edo also has a good [[10/9]], [[14/11]] and [[11/8]].
 * [[27edo]]: Even harder diatonic MOS than 22edo; the fifth is approximately about as sharp (by 9.2c) as 26edo's is flat (by 9.6c). It has 12edo's [[5/4]], a near-exact [[7/6]], and an approximate [[16/13]] neutral third.
 * [[29edo]]: Weird flat neogothic edo.