User:Moremajorthanmajor/10L 3s (19/9-equivalent) - Revision history

ArrowHead294 at 16:51, 3 March 2025

2025-03-03T16:51:15Z

← Older revision		Revision as of 16:51, 3 March 2025
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	\| \|Elul		\| \|Elul
	\|}		\|}
	{{Scale ~~tree\|~~10L 3s<19/9>}}		{{MOS tuning spectrum\|Scale Signature=10L 3s<19/9>}}

Moremajorthanmajor at 23:23, 20 June 2023

2023-06-20T23:23:42Z

← Older revision		Revision as of 23:23, 20 June 2023
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	{{Infobox MOS		{{Infobox MOS
	\|Tuning=10L 3s<19/9>}}{{MOS intro\|Scale Signature=10L 3s<19/9>}}It is the highest just tuning for greater luachoid, a scale pattern that expands on greater sephiroid ([[3L 7s (5/2-equivalent)\|3L 7s]]). A tempered flat chain of 27/16 really comes into its own as a distinct scale when extended to 13 tones. In these "Luach" modes the degrees are to be taken as numbered in descending order so that the the tempered 27/1 is fifth rather than tenth in the scale. This inverts the meaning of major and minor so that the Ionian-like mode reaches its degrees almost exclusively by backtracking.		\|Tuning=10L 3s<19/9>}}{{MOS intro\|Scale Signature=10L 3s<19/9>}}It is the highest just tuning for greater luachoid, a scale pattern that expands on greater sephiroid ([[3L 7s (5/2-equivalent)\|3L 7s]]). A tempered flat chain of 27/16 really comes into its own as a distinct scale when extended to 13 tones. In these "Luach" modes the degrees are to be taken as numbered in descending order so that the the tempered 27/16 is fifth rather than tenth in the scale. This inverts the meaning of major and minor so that the Ionian-like mode reaches its degrees almost exclusively by backtracking.
	{\| class="wikitable"		{\| class="wikitable"
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Moremajorthanmajor at 23:15, 20 June 2023

2023-06-20T23:15:52Z

← Older revision		Revision as of 23:15, 20 June 2023
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	{{Infobox MOS		{{Infobox MOS
	\|Tuning=10L 3s<19/9>}}{{MOS intro\|Scale Signature=10L 3s<19/9>}}It is the highest just tuning for greater luachoid, a scale pattern that expands on greater sephiroid ([[3L 7s (5/2-equivalent)\|3L 7s]]). A tempered (flat) chain of 5/3 really comes into its own as a distinct scale when extended to 13 tones. In these "Luach" modes the degrees are to be taken as numbered in descending order so that the the tempered 5/3 is fifth rather than tenth in the scale. This inverts the meaning of major and minor so that the Ionian-like mode reaches its degrees almost exclusively by backtracking.		\|Tuning=10L 3s<19/9>}}{{MOS intro\|Scale Signature=10L 3s<19/9>}}It is the highest just tuning for greater luachoid, a scale pattern that expands on greater sephiroid ([[3L 7s (5/2-equivalent)\|3L 7s]]). A tempered flat chain of 27/16 really comes into its own as a distinct scale when extended to 13 tones. In these "Luach" modes the degrees are to be taken as numbered in descending order so that the the tempered 27/1 is fifth rather than tenth in the scale. This inverts the meaning of major and minor so that the Ionian-like mode reaches its degrees almost exclusively by backtracking.
	{\| class="wikitable"		{\| class="wikitable"
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Moremajorthanmajor at 23:06, 20 June 2023

2023-06-20T23:06:05Z

← Older revision		Revision as of 23:06, 20 June 2023
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	{{Infobox MOS		{{Infobox MOS
	\|Tuning=10L 3s<19/9>}}~~'''~~10L 3s<19/9>~~''', also known as~~ greater luachoid is a scale pattern that expands on greater sephiroid ([[3L 7s (5/2-equivalent)\|3L 7s]]). A tempered (flat) chain of ~~the 13th harmonic or~~ 5/3 really comes into its own as a distinct scale when extended to 13 tones. In these "Luach" modes the degrees are to be taken as numbered in descending order so that the the tempered ~~13th harmonic or~~ 5/3 is fifth rather than tenth in the scale. This inverts the meaning of major and minor so that the Ionian-like mode reaches its degrees almost exclusively by backtracking.		\|Tuning=10L 3s<19/9>}}{{MOS intro\|Scale Signature=10L 3s<19/9>}}It is the highest just tuning for greater luachoid, a scale pattern that expands on greater sephiroid ([[3L 7s (5/2-equivalent)\|3L 7s]]). A tempered (flat) chain of 5/3 really comes into its own as a distinct scale when extended to 13 tones. In these "Luach" modes the degrees are to be taken as numbered in descending order so that the the tempered 5/3 is fifth rather than tenth in the scale. This inverts the meaning of major and minor so that the Ionian-like mode reaches its degrees almost exclusively by backtracking.
	{\| class="wikitable"		{\| class="wikitable"
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Moremajorthanmajor at 02:33, 12 June 2023

2023-06-12T02:33:05Z

← Older revision		Revision as of 02:33, 12 June 2023
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	{{Infobox MOS		{{Infobox MOS
	\| ~~Periods = 1~~		\|Tuning=10L 3s<19/9>}}'''10L 3s<19/9>''', also known as greater luachoid is a scale pattern that expands on greater sephiroid ([[3L 7s (5/2-equivalent)\|3L 7s]]). A tempered (flat) chain of the 13th harmonic or 5/3 really comes into its own as a distinct scale when extended to 13 tones. In these "Luach" modes the degrees are to be taken as numbered in descending order so that the the tempered 13th harmonic or 5/3 is fifth rather than tenth in the scale. This inverts the meaning of major and minor so that the Ionian-like mode reaches its degrees almost exclusively by backtracking.
	~~\| nLargeSteps = 10~~
	~~\| nSmallSteps = 3~~
	~~\| Equalized = 4~~
	~~\| Collapsed = 3~~
	~~\| Pattern = LLLLsLLLsLLLs~~
	~~\| Equave~~ = 19/9}}
	'''10L 3s(<19/9>)''', also known as greater luachoid is a scale pattern that expands on greater sephiroid ([[3L 7s (5/2-equivalent)\|3L 7s]]). A tempered (flat) chain of the 13th harmonic or 5/3 really comes into its own as a distinct scale when extended to 13 tones. In these "Luach" modes the degrees are to be taken as numbered in descending order so that the the tempered 13th harmonic or 5/3 is fifth rather than tenth in the scale. This inverts the meaning of major and minor so that the Ionian-like mode reaches its degrees almost exclusively by backtracking.
	{\| class="wikitable"		{\| class="wikitable"
	\|-		\|-

Moremajorthanmajor at 02:31, 27 May 2023

2023-05-27T02:31:26Z

Show changes

Moremajorthanmajor at 01:56, 21 May 2023

2023-05-21T01:56:50Z

← Older revision		Revision as of 01:56, 21 May 2023
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Moremajorthanmajor at 01:51, 21 May 2023

2023-05-21T01:51:45Z

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Fredg999: Fredg999 moved page 10L 3s (19/9-equivalent) to User:Moremajorthanmajor/10L 3s (19/9-equivalent): Page not ready for the main namespace

2023-05-20T05:29:28Z

Fredg999 moved page 10L 3s (19/9-equivalent) to User:Moremajorthanmajor/10L 3s (19/9-equivalent): Page not ready for the main namespace

← Older revision	Revision as of 05:29, 20 May 2023
(No difference)

Moremajorthanmajor at 21:44, 15 May 2023

2023-05-15T21:44:27Z

← Older revision		Revision as of 21:44, 15 May 2023
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	\| Pattern = LLLLsLLLsLLLs		\| Pattern = LLLLsLLLsLLLs
	\| Equave = 19/9}}		\| Equave = 19/9}}
	'''10L 3s(<19/9>)''', also known as greater luachoid is a scale pattern that expands on greater sephiroid ([[~~Greater sephiroid~~\|3L 7s]]). A tempered (flat) chain of the 13th harmonic or 5/3 really comes into its own as a distinct scale when extended to 13 tones. In these "Luach" modes the degrees are to be taken as numbered in descending order so that the the tempered 13th harmonic or 5/3 is fifth rather than tenth in the scale. This inverts the meaning of major and minor so that the Ionian-like mode reaches its degrees almost exclusively by backtracking.		'''10L 3s(<19/9>)''', also known as greater luachoid is a scale pattern that expands on greater sephiroid ([[3L 7s (5/2-equivalent)\|3L 7s]]). A tempered (flat) chain of the 13th harmonic or 5/3 really comes into its own as a distinct scale when extended to 13 tones. In these "Luach" modes the degrees are to be taken as numbered in descending order so that the the tempered 13th harmonic or 5/3 is fifth rather than tenth in the scale. This inverts the meaning of major and minor so that the Ionian-like mode reaches its degrees almost exclusively by backtracking.
	{\| class="wikitable"		{\| class="wikitable"
	\|-		\|-

← Older revision		Revision as of 02:33, 12 June 2023
Line 1:		Line 1:
	{{Infobox MOS		{{Infobox MOS
	\| ~~Periods = 1~~		\|Tuning=10L 3s<19/9>}}'''10L 3s<19/9>''', also known as greater luachoid is a scale pattern that expands on greater sephiroid ([[3L 7s (5/2-equivalent)\|3L 7s]]). A tempered (flat) chain of the 13th harmonic or 5/3 really comes into its own as a distinct scale when extended to 13 tones. In these "Luach" modes the degrees are to be taken as numbered in descending order so that the the tempered 13th harmonic or 5/3 is fifth rather than tenth in the scale. This inverts the meaning of major and minor so that the Ionian-like mode reaches its degrees almost exclusively by backtracking.
	~~\| nLargeSteps = 10~~
	~~\| nSmallSteps = 3~~
	~~\| Equalized = 4~~
	~~\| Collapsed = 3~~
	~~\| Pattern = LLLLsLLLsLLLs~~
	~~\| Equave~~ = 19/9}}
	'''10L 3s(<19/9>)''', also known as greater luachoid is a scale pattern that expands on greater sephiroid ([[3L 7s (5/2-equivalent)\|3L 7s]]). A tempered (flat) chain of the 13th harmonic or 5/3 really comes into its own as a distinct scale when extended to 13 tones. In these "Luach" modes the degrees are to be taken as numbered in descending order so that the the tempered 13th harmonic or 5/3 is fifth rather than tenth in the scale. This inverts the meaning of major and minor so that the Ionian-like mode reaches its degrees almost exclusively by backtracking.
	{\| class="wikitable"		{\| class="wikitable"
	\|-		\|-