3L 8s: Difference between revisions
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{{MOS intro}} | {{MOS intro}} | ||
This scale has versions relating to [[ditonic]]/[[coditone]], [[roman]], [[bossier]], [[sqrtphi]], and [[squares]]. The unique generator ''g'' for which the suspended chord (that is, 1/1 - 2/''g'' - ''g'') is [[isodifferential]] generates this MOS (it is 428.422{{c}}, only 0.15{{c}} away from [[14edo|5\14]]), and as a result, [[User:Lériendil|Lériendil]] has proposed the name '''isodiaphoric''' for this scale. | This scale has versions relating to [[ditonic]]/[[coditone]], [[roman]], [[bossier]], [[sqrtphi]], and [[squares]]. The unique generator ''g'' for which the suspended chord (that is, 1/1 - 2/''g'' - ''g'') is [[isodifferential]] generates this MOS (it is (sqrt(17) + 1)/4 = 428.422{{c}}, only 0.15{{c}} away from [[14edo|5\14]]), and as a result, [[User:Lériendil|Lériendil]] has proposed the name '''isodiaphoric''' for this scale. | ||
== Scale properties == | == Scale properties == | ||