User:Moremajorthanmajor/7L 4s (diminished twelfth-equivalent) - Revision history

Moremajorthanmajor: /* See also */

2024-11-02T04:10:20Z

Moremajorthanmajor: /* See also */

2024-10-20T23:10:20Z

Moremajorthanmajor: /* See also */

2024-10-20T23:05:28Z

Moremajorthanmajor at 19:51, 15 October 2024

2024-10-15T19:51:13Z

← Older revision		Revision as of 19:51, 15 October 2024
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	'''7L 4s<diminished twelfth>''' has a generator of a narrow wolf to wide wolf fourth of 458.~~{{Overline\|18}}¢~~ (3/11ed7/5) to 538.~~7755¢~~ (2/7ed11/7). Insofar as it may be said to be a Reformed mode, it is an authentic Locrian mode.		'''7L 4s<diminished twelfth>''' has a generator of a narrow wolf to wide wolf fourth of 458.182¢ (3/11ed7/5) to 538.776¢ (2/7ed11/7). Insofar as it may be said to be a Reformed mode, it is an authentic Locrian mode.
	== Scale tree==		== Scale tree==
	{\| class="wikitable center-all"		{\| class="wikitable center-all"
Line 34:		Line 34:
	\|		\|
	\|-		\|-
	\| 14\51\|\|509.~~{{Overline\|09}}~~		\| 14\51\|\|509.091
	\|545.~~{{Overline\|45}}~~\|\|5\|\|4\|\|1.250\|\|		\|545.455\|\|5\|\|4\|\|1.250\|\|
	\|-		\|-
	\|39\142		\|39\142
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	\|		\|
	\|-		\|-
	\| 19\69 \|\|506.~~{{Overline\|6}}~~		\| 19\69 \|\|506.667
	\|560.000\|\|7\|\|5\|\|1.400\|\|		\|560.000\|\|7\|\|5\|\|1.400\|\|
	\|-		\|-
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	\|-		\|-
	\|37\134		\|37\134
	\|504.~~{{Overline\|54}}~~		\|504.545
	\|572.~~{{Overline\|72}}~~		\|572.727
	\|14		\|14
	\|9		\|9
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	\|576.000\|\|8\|\|5\|\|1.600\|\|		\|576.000\|\|8\|\|5\|\|1.600\|\|
	\|-		\|-
	\| 34\123\|\| 503.~~{{Overline\|703}}~~		\| 34\123\|\| 503.704
	\|577.~~{{Overline\|7}}~~\|\|13\|\|8\|\|1.625\|\|Unnamed golden tuning		\|577.778\|\|13\|\|8\|\|1.625\|\|Unnamed golden tuning
	\|-		\|-
	\|47\170		\|47\170
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	\|		\|
	\|-		\|-
	\| 31\112\|\| 502.~~{{Overline\|702}}~~		\| 31\112\|\| 502.703
	\|583.~~{{Overline\|783}}~~\|\|12\|\|7\|\|1.714\|\|		\|583.784\|\|12\|\|7\|\|1.714\|\|
	\|-		\|-
	\|49\177		\|49\177
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	\|		\|
	\|-		\|-
	\| 23\83\|\|501.~~{{Overline\|81}}~~		\| 23\83\|\|501.818
	\|589.~~{{Overline\|09}}~~\|\|9\|\|5\|\|1.800\|\|		\|589.081\|\|9\|\|5\|\|1.800\|\|
	\|-		\|-
	\|28\101		\|28\101
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	\|-		\|-
	\|42\151		\|42\151
	\|499.~~{{Overline\|0099}}~~		\|499.010
	\|605.~~{{Overline\|9405}}~~		\|605.941
	\|17		\|17
	\|8		\|8
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	\|-		\|-
	\|46\165		\|46\165
	\|497.~~{{Overline\|~~297}}		\|497.297
	\|616.~~{{Overline\|~~216}}		\|616.216
	\|19		\|19
	\|8		\|8
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	\|-		\|-
	\|41\147		\|41\147
	\|496.~~{{Overline\|96}}~~		\|496.970
	\|618.~~{{Overline\|18}}~~		\|618.182
	\|17		\|17
	\|7		\|7
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	\|		\|
	\|-		\|-
	\| 9\32\|\| 490.~~{{Overline\|90}}~~		\| 9\32\|\| 490.909
	\|654.~~{{Overline\|54}}~~\|\|4\|\|1\|\|4.000\|\|		\|654.545\|\|4\|\|1\|\|4.000\|\|
	\|-		\|-
	\|29\103		\|29\103
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	\|		\|
	\|-		\|-
	\| 11\39\|\|488.~~{{Overline\|8}}~~		\| 11\39\|\|488.889
	\|666.~~{{Overline\|6}}~~\|\|5\|\|1\|\|5.000\|\|		\|666.667\|\|5\|\|1\|\|5.000\|\|
	\|-		\|-
	\|24\85		\|24\85
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	\|-		\|-
	\|15\53		\|15\53
	\|486.~~{{Overline\|~~486}}		\|486.486
	\|681.~~{{Overline\|~~081}}		\|681.081
	\|7		\|7
	\|1		\|1

Moremajorthanmajor: /* Scale tree */

2023-08-06T21:36:14Z

Scale tree

Show changes

Moremajorthanmajor at 18:42, 25 July 2023

2023-07-25T18:42:13Z

← Older revision		Revision as of 18:42, 25 July 2023
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	\|}		\|}
	==See also==		==See also==
			[[7L 4s (e-equivalent)\|7L 4s ([math]e[/math]-equivalent)]] - natural tuning

	[[7L 4s (11/4-equivalent)]] - idealized low tuning, low undecimal tuning		[[7L 4s (11/4-equivalent)]] - idealized low tuning, low undecimal tuning

Moremajorthanmajor: /* Scale tree */

2023-07-12T04:35:57Z

Scale tree

← Older revision		Revision as of 04:35, 12 July 2023
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	{\| class="wikitable center-all"		{\| class="wikitable center-all"
	! colspan="7" rowspan="2" \|Generator		! colspan="7" rowspan="2" \|Generator
	! colspan="2" \|Cents~~<ref name=":0">Fractions which repeat in more than 3 digits in sexagesimal</ref>~~		! colspan="2" \|Cents
	! rowspan="2" \|L		! rowspan="2" \|L
	! rowspan="2" \|s		! rowspan="2" \|s

Moremajorthanmajor at 02:27, 12 July 2023

2023-07-12T02:27:48Z

Show changes

Moremajorthanmajor at 04:11, 20 June 2023

2023-06-20T04:11:01Z

← Older revision		Revision as of 04:11, 20 June 2023
Line 1:		Line 1:
	'''7L 4s<diminished twelfth>''' has a generator of a narrow wolf to wide wolf fourth of 458.{{Overline\|18}}¢ (3/11ed7/5) to 538.7755¢(2/7ed11/7). Insofar as it may be said to be a Reformed mode, it is an authentic Locrian mode.		'''7L 4s<diminished twelfth>''' has a generator of a narrow wolf to wide wolf fourth of 458.{{Overline\|18}}¢ (3/11ed7/5) to 538.7755¢ (2/7ed11/7). Insofar as it may be said to be a Reformed mode, it is an authentic Locrian mode.
	== Scale tree==		== Scale tree==
	{\| class="wikitable center-all"		{\| class="wikitable center-all"

Moremajorthanmajor at 04:10, 20 June 2023

2023-06-20T04:10:49Z

← Older revision		Revision as of 04:10, 20 June 2023
Line 1:		Line 1:
	'''7L 4s<diminished twelfth>''' has a generator of a narrow wolf to wide wolf fourth of 458.{{Overline\|18}}~~{{Cent}}~~ (3/11ed7/5) to ~~[[Tel:~~538.~~7755\|538.7755]]{{Cent}}~~ (2/7ed11/7). Insofar as it may be said to be a Reformed mode, it is an authentic Locrian mode.		'''7L 4s<diminished twelfth>''' has a generator of a narrow wolf to wide wolf fourth of 458.{{Overline\|18}}¢ (3/11ed7/5) to 538.7755¢(2/7ed11/7). Insofar as it may be said to be a Reformed mode, it is an authentic Locrian mode.
	== Scale tree==		== Scale tree==
	{\| class="wikitable center-all"		{\| class="wikitable center-all"

← Older revision		Revision as of 04:10, 2 November 2024
Line 384:		Line 384:
	\|}		\|}
	==See also==		==See also==
	[[7L 4s (8/3-equivalent)]] - ~~low~~ warped Pythagorean tuning		[[7L 4s (8/3-equivalent)]] - warped Pythagorean tuning

	[[7L 4s (343/128-equivalent)]] - 1/2-comma Archytas tuning		[[7L 4s (343/128-equivalent)]] - 1/2-comma Archytas tuning
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	[[7L 4s (e-equivalent)\|7L 4s ([math]e[/math]-equivalent)]] - natural tuning		[[7L 4s (e-equivalent)\|7L 4s ([math]e[/math]-equivalent)]] - natural tuning

	[[~~7L 4s (2000/729-equivalent)\|~~7L 4s (49/36-equivalent)]] - 1/3-comma Archytas tuning		[[7L 4s (49/18-equivalent)]] - 1/3-comma Archytas tuning

	[[7L 4s (11/4-equivalent)]] - idealized low tuning, low undecimal tuning		[[7L 4s (11/4-equivalent)]] - idealized low tuning, low undecimal tuning
Line 410:		Line 410:
	[[7L 4s (729/250-equivalent)]] - 1/2-comma meantone tuning		[[7L 4s (729/250-equivalent)]] - 1/2-comma meantone tuning

	[[7L 4s (3/1-equivalent)]] - ~~high warped Pythagorean tuning (~~superelectric)<references />		[[7L 4s (3/1-equivalent)]] - superelectric<references />

← Older revision		Revision as of 23:10, 20 October 2024
Line 384:		Line 384:
	\|}		\|}
	==See also==		==See also==
	[[7L 4s (8/3-equivalent)]] - warped Pythagorean tuning		[[7L 4s (8/3-equivalent)]] - low warped Pythagorean tuning

	[[7L 4s (343/128-equivalent)]] - 1/2-comma Archytas tuning		[[7L 4s (343/128-equivalent)]] - 1/2-comma Archytas tuning
Line 408:		Line 408:
	[[7L 4s (32/11-equivalent)]] - high undecimal tuning		[[7L 4s (32/11-equivalent)]] - high undecimal tuning

	[[7L 4s (729/250-equivalent)]] - 1/2-comma meantone tuning<references />		[[7L 4s (729/250-equivalent)]] - 1/2-comma meantone tuning

			[[7L 4s (3/1-equivalent)]] - high warped Pythagorean tuning (superelectric)<references />

← Older revision		Revision as of 23:05, 20 October 2024
Line 384:		Line 384:
	\|}		\|}
	==See also==		==See also==
			[[7L 4s (8/3-equivalent)]] - warped Pythagorean tuning

			[[7L 4s (343/128-equivalent)]] - 1/2-comma Archytas tuning

	[[7L 4s (e-equivalent)\|7L 4s ([math]e[/math]-equivalent)]] - natural tuning		[[7L 4s (e-equivalent)\|7L 4s ([math]e[/math]-equivalent)]] - natural tuning

			[[7L 4s (2000/729-equivalent)\|7L 4s (49/36-equivalent)]] - 1/3-comma Archytas tuning

	[[7L 4s (11/4-equivalent)]] - idealized low tuning, low undecimal tuning		[[7L 4s (11/4-equivalent)]] - idealized low tuning, low undecimal tuning

			[[7L 4s (224/81-equivalent)]] - 1/6-comma Archytas tuning

	[[7L 4s (14/5-equivalent)]] - low septimal tuning		[[7L 4s (14/5-equivalent)]] - low septimal tuning

	[[7L 4s (20/7-equivalent)]] - idealized high tuning, high septimal tuning		[[7L 4s (1024/729-equivalent)]] - Pythagorean tuning

			[[7L 4s (45/16-equivalent)]] - 1/6-comma meantone tuning

			[[7L 4s (20/7-equivalent)]] - idealized high tuning, high septimal (meantone) tuning

			[[7L 4s (72/25-equivalent)]] - 1/3-comma meantone tuning

			[[7L 4s (32/11-equivalent)]] - high undecimal tuning

	[[7L 4s (32/11-equivalent)]] - ~~high undecimal~~ tuning<references />		[[7L 4s (729/250-equivalent)]] - 1/2-comma meantone tuning<references />

← Older revision		Revision as of 04:35, 12 July 2023
Line 3:		Line 3:
	{\| class="wikitable center-all"		{\| class="wikitable center-all"
	! colspan="7" rowspan="2" \|Generator		! colspan="7" rowspan="2" \|Generator
	! colspan="2" \|Cents~~<ref name=":0">Fractions which repeat in more than 3 digits in sexagesimal</ref>~~		! colspan="2" \|Cents
	! rowspan="2" \|L		! rowspan="2" \|L
	! rowspan="2" \|s		! rowspan="2" \|s