1-3-7-11 hexany: Difference between revisions
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A [[11-odd-limit]] [[Hexany]]. This creates a scale of 1 7/6 11/8 77/48 7/4 11/6 2/1, with steps of 7/6 33/28 7/6 12/11 22/21 12/11. The steps form a symmetrical pattern of largest to smallest and back again and although there is some degree of clustering on one side of the scale, each note remains melodically distinct and there are two perfect fifths that make natural rooting points. | [[File:Hexany 1 3 7 11.png|thumb|Circle diagram (rotated).]] A [[11-odd-limit]] [[Hexany]]. This creates a scale of 1 7/6 11/8 77/48 7/4 11/6 2/1, with steps of 7/6 33/28 7/6 12/11 22/21 12/11. The steps form a symmetrical pattern of largest to smallest and back again and although there is some degree of clustering on one side of the scale, each note remains melodically distinct and there are two perfect fifths that make natural rooting points. | ||
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Latest revision as of 02:55, 5 October 2025
A 11-odd-limit Hexany. This creates a scale of 1 7/6 11/8 77/48 7/4 11/6 2/1, with steps of 7/6 33/28 7/6 12/11 22/21 12/11. The steps form a symmetrical pattern of largest to smallest and back again and although there is some degree of clustering on one side of the scale, each note remains melodically distinct and there are two perfect fifths that make natural rooting points.
! 1-3-7-11_Hexany.scl ! 1 3 7 11 2-combination Hexany 6 ! 7/6 11/8 77/48 7/4 11/6 2/1
Suggested keyboard mapping: C Eb F# G# A# B C