19ed11/5 - Revision history

BudjarnLambeth: Intro intervals harmonics

2024-10-05T01:45:15Z

Intro intervals harmonics

← Older revision		Revision as of 01:45, 5 October 2024
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	{{Infobox ET}}		{{Infobox ET}}
			{{ED intro}}

	19ed11/5 fails to produce acceptable approximations of any small harmonics. However, it does approximate harmonics 7, 8 and 9 very well.		19ed11/5 fails to produce acceptable approximations of any small harmonics. However, it does approximate harmonics 7, 8 and 9 very well.

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	Sixscared doesn't have any useful small [[MOS]] scales, so a more viable approach to composing with 19ed11/5 may be to use a [[MODMOS]] of Sixscared[5], [6], [7] or [8]. Another approach might be to use a small subset of tones from Sixscared[15] or [16].		Sixscared doesn't have any useful small [[MOS]] scales, so a more viable approach to composing with 19ed11/5 may be to use a [[MODMOS]] of Sixscared[5], [6], [7] or [8]. Another approach might be to use a small subset of tones from Sixscared[15] or [16].

	== ~~Integer harmonics~~ ==		== Intervals ==
			{{Interval table}}

			== Harmonics ==
			{{Harmonics in equal
			\| steps = 19
			\| num = 11
			\| denom = 5
			}}
	{{Harmonics in equal		{{Harmonics in equal
	\| steps = 19		\| steps = 19
	\| num = 11		\| num = 11
	\| denom = 5		\| denom = 5
	\| ~~columns~~ = 14		\| start = 12
			\| collapsed = 1
	}}		}}

BudjarnLambeth at 00:47, 10 May 2023

2023-05-10T00:47:46Z

← Older revision		Revision as of 00:47, 10 May 2023
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	You could, then, approach 19ed11/5 as a Sixscared[47] scale.		You could, then, approach 19ed11/5 as a Sixscared[47] scale.

	Sixscared doesn't have any useful small ~~MOSes~~, so a more viable approach to composing with 19ed11/5 may be to use a [[MODMOS]] of Sixscared[5], [6], [7] or [8]. Another approach might be to use a small subset of tones from Sixscared[15] or [16].		Sixscared doesn't have any useful small [[MOS]] scales, so a more viable approach to composing with 19ed11/5 may be to use a [[MODMOS]] of Sixscared[5], [6], [7] or [8]. Another approach might be to use a small subset of tones from Sixscared[15] or [16].

	== Integer harmonics ==		== Integer harmonics ==

BudjarnLambeth at 00:46, 10 May 2023

2023-05-10T00:46:37Z

← Older revision		Revision as of 00:46, 10 May 2023
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	Using 3 steps of 19ed11/5 (215.527 cents) as a generator, and 47 steps of 19ed11/5 (3376.589) as a period, you get the 7.8.9 regular temperament with the lowest badness using [[List of music software#Browser-based\|x31eq's]] default parameters, [[Subgroup temperaments#Sixscared\|Sixscared]].		Using 3 steps of 19ed11/5 (215.527 cents) as a generator, and 47 steps of 19ed11/5 (3376.589) as a period, you get the 7.8.9 regular temperament with the lowest badness using [[List of music software#Browser-based\|x31eq's]] default parameters, [[Subgroup temperaments#Sixscared\|Sixscared]].

	You could, then, approach 19ed11/5 as a ~~version of the~~ Sixscared[47] scale. Sixscared doesn't have any useful small MOSes, so a more viable approach to composing with 19ed11/5 may be to use a [[MODMOS]] of Sixscared[5], [6], [7] or [8]. Another approach might be to use a small subset of tones from Sixscared[15] or [16].		You could, then, approach 19ed11/5 as a Sixscared[47] scale.

			Sixscared doesn't have any useful small MOSes, so a more viable approach to composing with 19ed11/5 may be to use a [[MODMOS]] of Sixscared[5], [6], [7] or [8]. Another approach might be to use a small subset of tones from Sixscared[15] or [16].

	== Integer harmonics ==		== Integer harmonics ==

BudjarnLambeth at 00:45, 10 May 2023

2023-05-10T00:45:44Z

← Older revision		Revision as of 00:45, 10 May 2023
Line 6:		Line 6:
	Using 3 steps of 19ed11/5 (215.527 cents) as a generator, and 47 steps of 19ed11/5 (3376.589) as a period, you get the 7.8.9 regular temperament with the lowest badness using [[List of music software#Browser-based\|x31eq's]] default parameters, [[Subgroup temperaments#Sixscared\|Sixscared]].		Using 3 steps of 19ed11/5 (215.527 cents) as a generator, and 47 steps of 19ed11/5 (3376.589) as a period, you get the 7.8.9 regular temperament with the lowest badness using [[List of music software#Browser-based\|x31eq's]] default parameters, [[Subgroup temperaments#Sixscared\|Sixscared]].

	You could, then, approach 19ed11/5 as a version of the Sixscared[47] scale. Sixscared doesn't have any useful small MOSes, so a more viable approach to composing with 19ed11/5 may be to use a [[MODMOS]] of Sixscared[5], [6], [7] or [8]~~, or~~ to use a subset of tones from Sixscared[15] ~~(the smallest useful Sixscared MOS)~~.		You could, then, approach 19ed11/5 as a version of the Sixscared[47] scale. Sixscared doesn't have any useful small MOSes, so a more viable approach to composing with 19ed11/5 may be to use a [[MODMOS]] of Sixscared[5], [6], [7] or [8]. Another approach might be to use a small subset of tones from Sixscared[15] or [16].

	== Integer harmonics ==		== Integer harmonics ==

BudjarnLambeth at 00:44, 10 May 2023

2023-05-10T00:44:55Z

← Older revision		Revision as of 00:44, 10 May 2023
Line 6:		Line 6:
	Using 3 steps of 19ed11/5 (215.527 cents) as a generator, and 47 steps of 19ed11/5 (3376.589) as a period, you get the 7.8.9 regular temperament with the lowest badness using [[List of music software#Browser-based\|x31eq's]] default parameters, [[Subgroup temperaments#Sixscared\|Sixscared]].		Using 3 steps of 19ed11/5 (215.527 cents) as a generator, and 47 steps of 19ed11/5 (3376.589) as a period, you get the 7.8.9 regular temperament with the lowest badness using [[List of music software#Browser-based\|x31eq's]] default parameters, [[Subgroup temperaments#Sixscared\|Sixscared]].

	You could, then, approach 19ed11/5 as a version of the Sixscared[47] scale. Sixscared doesn't have any useful small MOSes, so a more viable approach may be to use a [[MODMOS]] of Sixscared[5], [6], [7] or [8], or to use a subset of tones from Sixscared[15] (the smallest useful Sixscared MOS).		You could, then, approach 19ed11/5 as a version of the Sixscared[47] scale. Sixscared doesn't have any useful small MOSes, so a more viable approach to composing with 19ed11/5 may be to use a [[MODMOS]] of Sixscared[5], [6], [7] or [8], or to use a subset of tones from Sixscared[15] (the smallest useful Sixscared MOS).

	== Integer harmonics ==		== Integer harmonics ==

BudjarnLambeth at 00:44, 10 May 2023

2023-05-10T00:44:26Z

← Older revision		Revision as of 00:44, 10 May 2023
Line 6:		Line 6:
	Using 3 steps of 19ed11/5 (215.527 cents) as a generator, and 47 steps of 19ed11/5 (3376.589) as a period, you get the 7.8.9 regular temperament with the lowest badness using [[List of music software#Browser-based\|x31eq's]] default parameters, [[Subgroup temperaments#Sixscared\|Sixscared]].		Using 3 steps of 19ed11/5 (215.527 cents) as a generator, and 47 steps of 19ed11/5 (3376.589) as a period, you get the 7.8.9 regular temperament with the lowest badness using [[List of music software#Browser-based\|x31eq's]] default parameters, [[Subgroup temperaments#Sixscared\|Sixscared]].

	You could, then, approach 19ed11/5 as a version of the Sixscared[47] scale.		You could, then, approach 19ed11/5 as a version of the Sixscared[47] scale. Sixscared doesn't have any useful small MOSes, so a more viable approach may be to use a [[MODMOS]] of Sixscared[5], [6], [7] or [8], or to use a subset of tones from Sixscared[15] (the smallest useful Sixscared MOS).

	== Integer harmonics ==		== Integer harmonics ==

BudjarnLambeth at 10:11, 9 May 2023

2023-05-09T10:11:17Z

← Older revision		Revision as of 10:11, 9 May 2023
Line 1:		Line 1:
	{{Infobox ET}}		{{Infobox ET}}
	19ed11/5 fails to produce acceptable approximations of any small harmonics. However, it does approximate harmonics 7, 8 and 9 very well.		19ed11/5 fails to produce acceptable approximations of any small harmonics. However, it does approximate harmonics 7, 8 and 9 very well.

			19ed11/5 tempers out the septimal comma, [[64/63]].

	Using 3 steps of 19ed11/5 (215.527 cents) as a generator, and 47 steps of 19ed11/5 (3376.589) as a period, you get the 7.8.9 regular temperament with the lowest badness using [[List of music software#Browser-based\|x31eq's]] default parameters, [[Subgroup temperaments#Sixscared\|Sixscared]].		Using 3 steps of 19ed11/5 (215.527 cents) as a generator, and 47 steps of 19ed11/5 (3376.589) as a period, you get the 7.8.9 regular temperament with the lowest badness using [[List of music software#Browser-based\|x31eq's]] default parameters, [[Subgroup temperaments#Sixscared\|Sixscared]].

	You could, then, approach 19ed11/5 as a version of the Sixscared[47] scale.		You could, then, approach 19ed11/5 as a version of the Sixscared[47] scale.

	~~19ed11/5 tempers out the septimal comma, [[64/63]].~~

	== Integer harmonics ==		== Integer harmonics ==

BudjarnLambeth at 10:10, 9 May 2023

2023-05-09T10:10:09Z

← Older revision		Revision as of 10:10, 9 May 2023
Line 5:		Line 5:

	You could, then, approach 19ed11/5 as a version of the Sixscared[47] scale.		You could, then, approach 19ed11/5 as a version of the Sixscared[47] scale.

			19ed11/5 tempers out the septimal comma, [[64/63]].

	== Integer harmonics ==		== Integer harmonics ==

BudjarnLambeth at 10:04, 9 May 2023

2023-05-09T10:04:42Z

← Older revision		Revision as of 10:04, 9 May 2023
Line 4:		Line 4:
	Using 3 steps of 19ed11/5 (215.527 cents) as a generator, and 47 steps of 19ed11/5 (3376.589) as a period, you get the 7.8.9 regular temperament with the lowest badness using [[List of music software#Browser-based\|x31eq's]] default parameters, [[Subgroup temperaments#Sixscared\|Sixscared]].		Using 3 steps of 19ed11/5 (215.527 cents) as a generator, and 47 steps of 19ed11/5 (3376.589) as a period, you get the 7.8.9 regular temperament with the lowest badness using [[List of music software#Browser-based\|x31eq's]] default parameters, [[Subgroup temperaments#Sixscared\|Sixscared]].

	You could, then, approach 19ed11/15 as a version of the Sixscared[47] scale.		You could, then, approach 19ed11/5 as a version of the Sixscared[47] scale.

	== Integer harmonics ==		== Integer harmonics ==

BudjarnLambeth at 10:04, 9 May 2023

2023-05-09T10:04:28Z

← Older revision		Revision as of 10:04, 9 May 2023
Line 1:		Line 1:
	{{Infobox ET}}		{{Infobox ET}}
	19ed11/5 fails to produce acceptable approximations of any ~~of the~~ small harmonics. However, it does approximate harmonics 7, 8 and 9 very well.		19ed11/5 fails to produce acceptable approximations of any small harmonics. However, it does approximate harmonics 7, 8 and 9 very well.

	Using 3 steps of 19ed11/5 (215.527 cents) as a generator, and 47 steps of 19ed11/5 (3376.589) as a period, you get the 7.8.9 regular temperament with the lowest badness using [[List of music software#~~Tuning manipulation software~~\|x31eq's]] default ~~settings~~.		Using 3 steps of 19ed11/5 (215.527 cents) as a generator, and 47 steps of 19ed11/5 (3376.589) as a period, you get the 7.8.9 regular temperament with the lowest badness using [[List of music software#Browser-based\|x31eq's]] default parameters, [[Subgroup temperaments#Sixscared\|Sixscared]].

	~~This temperament doesn't have a name~~, ~~but perhaps it could be called Sixscared (because 7.8.9). In that case~~, ~~you could think of~~ 19ed11/5 as a ~~possible tuning for~~ the ~~MOS scale "~~Sixscared[47]".		You could, then, approach 19ed11/15 as a version of the Sixscared[47] scale.

	== Integer harmonics ==		== Integer harmonics ==