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== Some flought scales == | == Some flought scales == | ||
Flought scales can easily be built from a harmonic series mode as the strand: for example, if ''n''::2''n'' is the strand, then (2''n'' + 1)/''2n'' always works as the offset (e.g. strand 5:6:7:8:9:10, offset 10:11). Here are some other examples: | Flought scales can easily be built from a harmonic series mode as the strand: for example, if ''n''::2''n'' is the strand, then (2''n'' + 1)/''2n'' always works as the offset (e.g. strand 5:6:7:8:9:10, offset 10:11). Here are some other examples: | ||
* | * Fl(12:14:16:18:21:24; 11:12) | ||
* | * Fl(12:14:16:18:21:24; 12:13:22) | ||
* | * Fl(12:14:16:18:21:24; 8:10:11) | ||
** [[User:Userminusone/Userminusone's_11_limit_15_tone_scale]] | ** [[User:Userminusone/Userminusone's_11_limit_15_tone_scale]] | ||
* | * Fl(12:14:16:18:21:24; 9:10:11) | ||
** Note: detempered 11-limit Porcupine[15]; well-formed [[generator sequence]] GS(10/9, 11/10, 12/11, 10/9, 11/10, 12/11, 10/9, 11/10, 189/176) | ** Note: detempered 11-limit Porcupine[15]; well-formed [[generator sequence]] GS(10/9, 11/10, 12/11, 10/9, 11/10, 12/11, 10/9, 11/10, 189/176) | ||
* | * Fl(Pyth[5]; 8:10:11) | ||
* | * Fl(Pyth[5]; 9:10:11) | ||
** Note: detempered 2.3.5.11 Porcupine[15]; well-formed [[generator sequence]] GS(10/9, 11/10, 12/11) | ** Note: detempered 2.3.5.11 Porcupine[15]; well-formed [[generator sequence]] GS(10/9, 11/10, 12/11) | ||
* Fl(14/11-Antizarlino; 9/7) | |||
[[Category:Scale]] | [[Category:Scale]] | ||
[[Category:Terms]] | [[Category:Terms]] | ||