Lumatone mapping for 35edo - Revision history

Lucius Chiaraviglio: /* Whitewood + Sensi/Sentry */ Add the other part of the demo video

2026-01-21T23:08:44Z

Whitewood + Sensi/Sentry: Add the other part of the demo video

← Older revision		Revision as of 23:08, 21 January 2026
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	== Whitewood + Sensi/Sentry ==		== Whitewood + Sensi/Sentry ==
	[[Bryan Deister]] has used a [[whitewood]] mapping for [[35edo]] which also functions for an [[3L 5s]] scale (5:4 step ratio) for a 2.5/3.9/7 version of [[sensi]] temperament ([[subgroup_temperaments#Sentry\|sentry]]), or a 2.3.5.13 version of it if using the 35f [[val]], in [https://www.youtube.com/shorts/AvIGI8TG9_8 ''<nowiki>~~Whistling Like An Oberon - 35edo~~ [short 2]</nowiki>''] ~~(2026~~). The very sharp major third generator 13\35 (one key right plus two keys down-right) can be taken as 9/7 in the former version of the temperament ([[fractional subgroup]]), or as 13/10 in the latter version (35f). The range is the range is just over 4½ octaves, which slope upwards with the rows (as expected for a whitewood mapping).		[[Bryan Deister]] has used a [[whitewood]] mapping for [[35edo]] which also functions for an [[3L 5s]] scale (5:4 step ratio) for a 2.5/3.9/7 version of [[sensi]] temperament ([[subgroup_temperaments#Sentry\|sentry]]), or a 2.3.5.13 version of it if using the 35f [[val]], in [''Whistling Like An Oberon - 35edo'' (2026) ([https://www.youtube.com/shorts/rTkr2YHDvZM <nowiki>[short 1]</nowiki>], [https://www.youtube.com/shorts/AvIGI8TG9_8 <nowiki>[short 2]</nowiki>]). The very sharp major third generator 13\35 (one key right plus two keys down-right) can be taken as 9/7 in the former version of the temperament ([[fractional subgroup]]), or as 13/10 in the latter version (35f). The range is the range is just over 4½ octaves, which slope upwards with the rows (as expected for a whitewood mapping).
	{{Lumatone EDO mapping\|n=35\|start=23\|xstep=5\|ystep=-1}}		{{Lumatone EDO mapping\|n=35\|start=23\|xstep=5\|ystep=-1}}

Lucius Chiaraviglio: Fix headings, and move Whitewood + Sensi/Sentry to be with the combined Blackwood and Whitewood mapping

2026-01-13T08:33:35Z

Fix headings, and move Whitewood + Sensi/Sentry to be with the combined Blackwood and Whitewood mapping

← Older revision		Revision as of 08:33, 13 January 2026
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	The most sensible option is probably to combine the [[5edo]] and [[7edo]] rings, with the vertical axis splitting the difference.		The most sensible option is probably to combine the [[5edo]] and [[7edo]] rings, with the vertical axis splitting the difference.
	{{Lumatone EDO mapping\|n=35\|start=23\|xstep=7\|ystep=-2}}		{{Lumatone EDO mapping\|n=35\|start=23\|xstep=7\|ystep=-2}}

			== Whitewood + Sensi/Sentry ==
			[[Bryan Deister]] has used a [[whitewood]] mapping for [[35edo]] which also functions for an [[3L 5s]] scale (5:4 step ratio) for a 2.5/3.9/7 version of [[sensi]] temperament ([[subgroup_temperaments#Sentry\|sentry]]), or a 2.3.5.13 version of it if using the 35f [[val]], in [https://www.youtube.com/shorts/AvIGI8TG9_8 ''<nowiki>Whistling Like An Oberon - 35edo [short 2]</nowiki>''] (2026). The very sharp major third generator 13\35 (one key right plus two keys down-right) can be taken as 9/7 in the former version of the temperament ([[fractional subgroup]]), or as 13/10 in the latter version (35f). The range is the range is just over 4½ octaves, which slope upwards with the rows (as expected for a whitewood mapping).
			{{Lumatone EDO mapping\|n=35\|start=23\|xstep=5\|ystep=-1}}

	== Muggles ==		== Muggles ==
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	{{Lumatone EDO mapping\|n=35\|start=19\|xstep=2\|ystep=7}}		{{Lumatone EDO mapping\|n=35\|start=19\|xstep=2\|ystep=7}}

	== Baldy ~~Lumatone mappings~~ ==		== Baldy ==
	[[Bryan Deister]] has used a [[baldy]] mapping for [[35edo]], with a [[5L 1s]] scale (6:5 step ratio), in [https://www.youtube.com/shorts/6X1-692axAk ''35edo''] (2025). Baldy is like [[Garibaldi]], but only uses every other generator increment — thus using the Pythagorean major second ~[[9/8]], which is very accurate in 35edo, instead of the fifth~[[3/2]], which is very inaccurate in 35edo (with both possible values being just outside diatonic range). The range is just under 5½ octaves, and the octaves slope upwards moderately.		[[Bryan Deister]] has used a [[baldy]] mapping for [[35edo]], with a [[5L 1s]] scale (6:5 step ratio), in [https://www.youtube.com/shorts/6X1-692axAk ''35edo''] (2025). Baldy is like [[Garibaldi]], but only uses every other generator increment — thus using the Pythagorean major second ~[[9/8]], which is very accurate in 35edo, instead of the fifth~[[3/2]], which is very inaccurate in 35edo (with both possible values being just outside diatonic range). The range is just under 5½ octaves, and the octaves slope upwards moderately.
	{{Lumatone EDO mapping\|n=35\|start=19\|xstep=6\|ystep=-1}}		{{Lumatone EDO mapping\|n=35\|start=19\|xstep=6\|ystep=-1}}

	~~== Whitewood + Sensi/Sentry Lumatone mappings ==~~
	[[Bryan Deister]] has used a [[whitewood]] mapping for [[35edo]] which also functions for an [[3L 5s]] scale (5:4 step ratio) for a 2.5/3.9/7 version of [[sensi]] temperament ([[subgroup_temperaments#Sentry\|sentry]]), or a 2.3.5.13 version of it if using the 35f [[val]], in [https://www.youtube.com/shorts/AvIGI8TG9_8 ''<nowiki>Whistling Like An Oberon - 35edo [short 2]</nowiki>''] (2026). The very sharp major third generator 13\35 (one key right plus two keys down-right) can be taken as 9/7 in the former version of the temperament ([[fractional subgroup]]), or as 13/10 in the latter version (35f). The range is the range is just over 4½ octaves, which slope upwards with the rows (as expected for a whitewood mapping).
	~~{{Lumatone EDO mapping\|n=35\|start=23\|xstep=5\|ystep=-1}}~~

	{{Navbox Lumatone}}		{{Navbox Lumatone}}

Lucius Chiaraviglio: /* Muggles */ Insert Bryan Deister's Baldy and Whitewood + Sensi/Sentry Lumatone mappings after this

2026-01-13T08:29:43Z

Muggles: Insert Bryan Deister's Baldy and Whitewood + Sensi/Sentry Lumatone mappings after this

← Older revision		Revision as of 08:29, 13 January 2026
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	If you want a heptatonic scale with distinct step sizes that makes fingering 5-limit chords easier, the [[muggles]] mapping is functional, if somewhat uneven.		If you want a heptatonic scale with distinct step sizes that makes fingering 5-limit chords easier, the [[muggles]] mapping is functional, if somewhat uneven.
	{{Lumatone EDO mapping\|n=35\|start=19\|xstep=2\|ystep=7}}		{{Lumatone EDO mapping\|n=35\|start=19\|xstep=2\|ystep=7}}

			== Baldy Lumatone mappings ==
			[[Bryan Deister]] has used a [[baldy]] mapping for [[35edo]], with a [[5L 1s]] scale (6:5 step ratio), in [https://www.youtube.com/shorts/6X1-692axAk ''35edo''] (2025). Baldy is like [[Garibaldi]], but only uses every other generator increment — thus using the Pythagorean major second ~[[9/8]], which is very accurate in 35edo, instead of the fifth~[[3/2]], which is very inaccurate in 35edo (with both possible values being just outside diatonic range). The range is just under 5½ octaves, and the octaves slope upwards moderately.
			{{Lumatone EDO mapping\|n=35\|start=19\|xstep=6\|ystep=-1}}

			== Whitewood + Sensi/Sentry Lumatone mappings ==
			[[Bryan Deister]] has used a [[whitewood]] mapping for [[35edo]] which also functions for an [[3L 5s]] scale (5:4 step ratio) for a 2.5/3.9/7 version of [[sensi]] temperament ([[subgroup_temperaments#Sentry\|sentry]]), or a 2.3.5.13 version of it if using the 35f [[val]], in [https://www.youtube.com/shorts/AvIGI8TG9_8 ''<nowiki>Whistling Like An Oberon - 35edo [short 2]</nowiki>''] (2026). The very sharp major third generator 13\35 (one key right plus two keys down-right) can be taken as 9/7 in the former version of the temperament ([[fractional subgroup]]), or as 13/10 in the latter version (35f). The range is the range is just over 4½ octaves, which slope upwards with the rows (as expected for a whitewood mapping).
			{{Lumatone EDO mapping\|n=35\|start=23\|xstep=5\|ystep=-1}}

	{{Navbox Lumatone}}		{{Navbox Lumatone}}

Lucius Chiaraviglio: Lumatone mapping intro was giving incomplete information fixing this

2025-07-14T08:06:30Z

Lumatone mapping intro was giving incomplete information fixing this

← Older revision		Revision as of 08:06, 14 July 2025
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	{{Lumatone mapping ~~intro}}~~		There are many conceivable ways to map [[35edo]] onto the onto the Lumatone keyboard. However, the 35edo [[patent val]] (flat fifth shared with [[7edo]]) has five mutually-exclusive rings of fifths, and the 35b (sharp fifth shared with [[5edo]]) val has seven mutually-exclusive rings of fifths, so the [[Standard Lumatone mapping for Pythagorean]] is not one of them.

	== Combined [[Blackwood]] and [[Whitewood]] ==		== Combined [[Blackwood]] and [[Whitewood]] ==

ArrowHead294 at 15:04, 23 March 2025

2025-03-23T15:04:07Z

← Older revision		Revision as of 15:04, 23 March 2025
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	{{Lumatone mapping intro}} The most sensible option is probably to combine the [[5edo]] and [[7edo]] rings, with the vertical axis splitting the difference.		{{Lumatone mapping intro}}

			== Combined [[Blackwood]] and [[Whitewood]] ==
			The most sensible option is probably to combine the [[5edo]] and [[7edo]] rings, with the vertical axis splitting the difference.
	{{Lumatone EDO mapping\|n=35\|start=23\|xstep=7\|ystep=-2}}		{{Lumatone EDO mapping\|n=35\|start=23\|xstep=7\|ystep=-2}}

			== Muggles ==
	If you want a heptatonic scale with distinct step sizes that makes fingering 5-limit chords easier, the [[muggles]] mapping is functional, if somewhat uneven.		If you want a heptatonic scale with distinct step sizes that makes fingering 5-limit chords easier, the [[muggles]] mapping is functional, if somewhat uneven.
	{{Lumatone EDO mapping\|n=35\|start=19\|xstep=2\|ystep=7}}		{{Lumatone EDO mapping\|n=35\|start=19\|xstep=2\|ystep=7}}

	{{Navbox Lumatone}}		{{Navbox Lumatone}}

ArrowHead294 at 18:19, 14 March 2025

2025-03-14T18:19:30Z

← Older revision		Revision as of 18:19, 14 March 2025
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	~~There are many conceivable ways to map [[35edo]] onto the [[Lumatone]] keyboard. However, as it has multiple small rings of 5ths, the [[Standard~~ Lumatone mapping ~~for Pythagorean]] is not one of them.~~ The most sensible option is probably to combine the [[5edo]] and [[7edo]] rings, with the vertical axis splitting the difference.		{{Lumatone mapping intro}} The most sensible option is probably to combine the [[5edo]] and [[7edo]] rings, with the vertical axis splitting the difference.
	{{Lumatone EDO mapping\|n=35\|start=23\|xstep=7\|ystep=-2}}		{{Lumatone EDO mapping\|n=35\|start=23\|xstep=7\|ystep=-2}}

ArrowHead294 at 16:56, 11 February 2025

2025-02-11T16:56:15Z

← Older revision		Revision as of 16:56, 11 February 2025
Line 1:		Line 1:
	There are many conceivable ways to map [[35edo]] onto the [[Lumatone]] keyboard. However, as it has multiple small rings of 5ths, the [[Standard Lumatone mapping for Pythagorean]] is not one of them. The most sensible option is probably to combine the [[5edo]] and [[7edo]] rings, with the vertical axis splitting the difference.		There are many conceivable ways to map [[35edo]] onto the [[Lumatone]] keyboard. However, as it has multiple small rings of 5ths, the [[Standard Lumatone mapping for Pythagorean]] is not one of them. The most sensible option is probably to combine the [[5edo]] and [[7edo]] rings, with the vertical axis splitting the difference.
	{{Lumatone EDO mapping\|n=35\|start=23\|xstep=7\|ystep=-2}}		{{Lumatone EDO mapping\|n=35\|start=23\|xstep=7\|ystep=-2}}


	If you want a heptatonic scale with distinct step sizes that makes fingering 5-limit chords easier, the [[muggles]] mapping is functional, if somewhat uneven.		If you want a heptatonic scale with distinct step sizes that makes fingering 5-limit chords easier, the [[muggles]] mapping is functional, if somewhat uneven.
	{{Lumatone EDO mapping\|n=35\|start=19\|xstep=2\|ystep=7}}		{{Lumatone EDO mapping\|n=35\|start=19\|xstep=2\|ystep=7}}

	{{Lumatone ~~mapping navigation~~}}		{{Navbox Lumatone}}

ArrowHead294: Template adds categories automatically

2024-11-17T01:35:27Z

Template adds categories automatically

← Older revision		Revision as of 01:35, 17 November 2024
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	{{Lumatone mapping navigation}}		{{Lumatone mapping navigation}}

	~~[[Category:Lumatone mappings]] [[Category:35edo]]~~

BudjarnLambeth at 01:28, 17 November 2024

2024-11-17T01:28:01Z

← Older revision		Revision as of 01:28, 17 November 2024
Line 4:		Line 4:
	If you want a heptatonic scale with distinct step sizes that makes fingering 5-limit chords easier, the [[muggles]] mapping is functional, if somewhat uneven.		If you want a heptatonic scale with distinct step sizes that makes fingering 5-limit chords easier, the [[muggles]] mapping is functional, if somewhat uneven.
	{{Lumatone EDO mapping\|n=35\|start=19\|xstep=2\|ystep=7}}		{{Lumatone EDO mapping\|n=35\|start=19\|xstep=2\|ystep=7}}

			{{Lumatone mapping navigation}}

	[[Category:Lumatone mappings]] [[Category:35edo]]		[[Category:Lumatone mappings]] [[Category:35edo]]

Yourmusic Productions: Create Page.

2023-08-19T07:05:10Z

Create Page.

New page

There are many conceivable ways to map [[35edo]] onto the [[Lumatone]] keyboard. However, as it has multiple small rings of 5ths, the [[Standard Lumatone mapping for Pythagorean]] is not one of them. The most sensible option is probably to combine the [[5edo]] and [[7edo]] rings, with the vertical axis splitting the difference.
{{Lumatone EDO mapping|n=35|start=23|xstep=7|ystep=-2}}

If you want a heptatonic scale with distinct step sizes that makes fingering 5-limit chords easier, the [[muggles]] mapping is functional, if somewhat uneven.
{{Lumatone EDO mapping|n=35|start=19|xstep=2|ystep=7}}

[[Category:Lumatone mappings]] [[Category:35edo]]