ArrowHead294 at 14:28, 5 May 2025

2025-05-05T14:28:30Z

← Older revision		Revision as of 14:28, 5 May 2025
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	== Scale properties ==		== Scale properties ==
	{{TAMNAMS use}}		{{TAMNAMS use}}
	{{MOS ~~data~~}}
			=== Intervals ===
			{{MOS intervals}}

			=== Generator chain ===
			{{MOS genchain}}

			=== Modes ===
			{{MOS mode degrees}}

	== List of ed5/3s supporting this scale ==		== List of ed5/3s supporting this scale ==

Lériendil at 03:52, 16 April 2025

2025-04-16T03:52:23Z

← Older revision		Revision as of 03:52, 16 April 2025
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	== List of ed5/3s supporting this scale ==		== List of ed5/3s supporting this scale ==
	{{MOS tuning spectrum		{{MOS tuning spectrum
	\| Depth = 7		\| Depth = 6
	}}		}}

	{{stub}}		{{stub}}

Lériendil: Created page with "{{Infobox MOS }} {{MOS intro }} {{MOS scalesig|2L 5s <5/3>}}, in its softer tunings, can be thought of as a MOS generated by a ~4/3 (or equivalently, 5/4), where the small step thereby represents 16/15. This is just at very close to the 3:2 tuning, at 16ed5/3. Tunings softer than that, however, support a 5/3.4/3.7/6-subgroup rank-2 temperament that tempers out 225/224, and therefore equates three 4/3 generators to 10/7 (whose equave c..."

2025-04-16T03:52:05Z

Created page with "{{Infobox MOS }} {{MOS intro }} {{MOS scalesig|2L 5s <5/3>}}, in its softer tunings, can be thought of as a MOS generated by a ~4/3 (or equivalently, 5/4), where the small step thereby represents 16/15. This is just at very close to the 3:2 tuning, at 16ed5/3. Tunings softer than that, however, support a 5/3.4/3.7/6-subgroup rank-2 temperament that tempers out 225/224, and therefore equates three 4/3 generators to 10/7 (whose equave c..."

New page

{{Infobox MOS
}}
{{MOS intro
}}

{{MOS scalesig|2L 5s <5/3>}}, in its softer tunings, can be thought of as a MOS generated by a [[~]][[4/3]] (or equivalently, [[5/4]]), where the small step thereby represents [[16/15]]. This is just at very close to the 3:2 tuning, at [[16ed5/3]]. Tunings softer than that, however, support a 5/3.4/3.7/6-[[subgroup]] [[rank-2 temperament]] that tempers out [[225/224]], and therefore equates three 4/3 generators to [[10/7]] (whose equave complement is [[7/6]]) and four generators to [[8/7]]. This creates a structure extremely analogous to [[meantone]], where tertian triads form [[6:7:8]] and its retroversion, which can be considered the primary consonance on equave [[5/3]].

== Scale properties ==
{{TAMNAMS use}}
{{MOS data}}

== List of ed5/3s supporting this scale ==
{{MOS tuning spectrum
| Depth = 7
}}

{{stub}}

2L 5s (5/3-equivalent) - Revision history

ArrowHead294 at 14:28, 5 May 2025

Lériendil at 03:52, 16 April 2025