User:BudjarnLambeth/Sooty fox scale: Difference between revisions

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This type of scale is named after the Aleutian sooty fox sparrow, [https://www.inaturalist.org/taxa/343338-Passerella-iliaca-unalaschcensis taxa #343388] on iNaturalist.
This type of scale is named after the Aleutian sooty fox sparrow, [https://www.inaturalist.org/taxa/343338-Passerella-iliaca-unalaschcensis taxa #343388] on iNaturalist.
The sooty fox scales that do the best at approximating simple JI ratios are 5syfx and 10syfx.


== The first sooty fox scale  ==
== The first sooty fox scale  ==
Line 87: Line 89:
{{Harmonics in equal|374|3|1|intervals=integer|collapsed=1}}
{{Harmonics in equal|374|3|1|intervals=integer|collapsed=1}}
{{Harmonics in equal|374|3|1|intervals=integer|collapsed=1|start=12|title=374edt contd.}}
{{Harmonics in equal|374|3|1|intervals=integer|collapsed=1|start=12|title=374edt contd.}}
== The sixth sooty fox scale  ==
{{Infobox ET|6ed343/338}}
'''6ed343/338''' or '''6syfx''' for short.
=== Harmonics ===
{{Harmonics in equal|6|343|338|intervals=integer|title=Approximation of harmonics in 6syfx}}
{{Harmonics in equal|6|343|338|intervals=integer|title=6syfx contd.|collapsed=1|start=12}}
[[283edo]], [[449edt]] for comparison:
{{Harmonics in equal|283|intervals=integer|collapsed=1}}
{{Harmonics in equal|283|intervals=integer|collapsed=1||start=12|title=283edo contd.}}
{{Harmonics in equal|449|3|1|intervals=integer|collapsed=1}}
{{Harmonics in equal|449|3|1|intervals=integer|collapsed=1|start=12|title=449edt contd.}}
== The seventh sooty fox scale  ==
{{Infobox ET|7ed343/338}}
'''7ed343/338''' or '''7syfx''' for short.
=== Harmonics ===
{{Harmonics in equal|7|343|338|intervals=integer|title=Approximation of harmonics in 7syfx}}
{{Harmonics in equal|7|343|338|intervals=integer|title=7syfx contd.|collapsed=1|start=12}}
[[320edo]], [[524edt]] for comparison:
{{Harmonics in equal|320|intervals=integer|collapsed=1}}
{{Harmonics in equal|320|intervals=integer|collapsed=1||start=12|title=320edo contd.}}
{{Harmonics in equal|524|3|1|intervals=integer|collapsed=1}}
{{Harmonics in equal|524|3|1|intervals=integer|collapsed=1|start=12|title=524edt contd.}}
== The eighth sooty fox scale  ==
{{Infobox ET|8ed343/338}}
'''8ed343/338''' or '''8syfx''' for short.
=== Harmonics ===
{{Harmonics in equal|8|343|338|intervals=integer|title=Approximation of harmonics in 8syfx}}
{{Harmonics in equal|8|343|338|intervals=integer|title=8syfx contd.|collapsed=1|start=12}}
[[378edo]], [[599edt]] for comparison:
{{Harmonics in equal|378|intervals=integer|collapsed=1}}
{{Harmonics in equal|378|intervals=integer|collapsed=1||start=12|title=378edo contd.}}
{{Harmonics in equal|599|3|1|intervals=integer|collapsed=1}}
{{Harmonics in equal|599|3|1|intervals=integer|collapsed=1|start=12|title=599edt contd.}}
== The ninth sooty fox scale  ==
{{Infobox ET|9ed343/338}}
'''9ed343/338''' or '''9syfx''' for short.
=== Harmonics ===
{{Harmonics in equal|9|343|338|intervals=integer|title=Approximation of harmonics in 9syfx}}
{{Harmonics in equal|9|343|338|intervals=integer|title=9syfx contd.|collapsed=1|start=12}}
[[425edo]], [[673edt]] for comparison:
{{Harmonics in equal|425|intervals=integer|collapsed=1}}
{{Harmonics in equal|425|intervals=integer|collapsed=1||start=12|title=425edo contd.}}
{{Harmonics in equal|673|3|1|intervals=integer|collapsed=1}}
{{Harmonics in equal|673|3|1|intervals=integer|collapsed=1|start=12|title=673edt contd.}}
== The tenth sooty fox scale  ==
{{Infobox ET|10ed343/338}}
'''10ed343/338''' or '''10syfx''' for short.
=== Harmonics ===
{{Harmonics in equal|10|343|338|intervals=integer|title=Approximation of harmonics in 10syfx}}
{{Harmonics in equal|10|343|338|intervals=integer|title=10syfx contd.|collapsed=1|start=12}}
[[472edo]], [[748edt]] for comparison:
{{Harmonics in equal|472|intervals=integer|collapsed=1}}
{{Harmonics in equal|472|intervals=integer|collapsed=1||start=12|title=472edo contd.}}
{{Harmonics in equal|748|3|1|intervals=integer|collapsed=1}}
{{Harmonics in equal|748|3|1|intervals=integer|collapsed=1|start=12|title=748edt contd.}}


[[Category:Equal-step tunings]]
[[Category:Equal-step tunings]]