Wollemia - Revision history

FloraC: /* Tunings */ note 7d

2026-05-30T10:40:50Z

Tunings: note 7d

← Older revision		Revision as of 10:40, 30 May 2026
Line 130:		Line 130:
	\|		\|
	\| 171.429		\| 171.429
	\|		\| 7d val
	\|-		\|-
	\|		\|

FloraC: + link to data page

2026-05-30T10:40:38Z

+ link to data page

← Older revision		Revision as of 10:40, 30 May 2026
Line 14:		Line 14:
	The '''wollemia''' [[regular temperament\|temperament]] is one of the [[7-limit]] [[extension]]s of [[tetracot]], the [[5-limit]] temperament [[tempering out]] the [[tetracot comma]] (20000/19683), and is naturally a full [[13-limit]] temperament.		The '''wollemia''' [[regular temperament\|temperament]] is one of the [[7-limit]] [[extension]]s of [[tetracot]], the [[5-limit]] temperament [[tempering out]] the [[tetracot comma]] (20000/19683), and is naturally a full [[13-limit]] temperament.

	In addition to the tetracot comma, wollemia tempers out [[126/125]], making it a [[~~starling_temperaments~~\|starling temperament]].		In addition to the tetracot comma, wollemia tempers out [[126/125]], making it a [[starling temperaments\|starling temperament]].

			See [[Tetracot family #Wollemia]] for technical data.

	{{Todo\|inline=1\|expand}}		{{Todo\|inline=1\|expand}}

FloraC: /* Tunings */ complete

2026-05-30T10:39:23Z

Tunings: complete

← Older revision		Revision as of 10:39, 30 May 2026
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	== Tunings ==		== Tunings ==
	=== Tuning spectrum ===		=== Tuning spectrum ===
	{\| class="wikitable center-all left-3"		{\| class="wikitable center-all left-4"
	\|-		\|-
			! Edo<br>generator
	! [[Eigenmonzo\|Eigenmonzo<br>(Unchanged-interval)]]		! [[Eigenmonzo\|Eigenmonzo<br>(Unchanged-interval)]]
	! Generator (¢)		! Generator (¢)
	! Comments		! Comments
	\|-		\|-
			\|
	\| 11/10		\| 11/10
	\| 165.004		\| 165.004
	\|		\|
	\|-		\|-
			\| 1\7
			\|
			\| 171.429
			\|
			\|-
			\|
	\| 11/9		\| 11/9
	\| 173.704		\| 173.704
	\|		\|
	\|-		\|-
	\| 12/11		\|
			\| 11/6
	\| 174.894		\| 174.894
	\|		\|
	\|-		\|-
			\|
	\| 11/8		\| 11/8
	\| 175.132		\| 175.132
	\|		\|
	\|-		\|-
	\| 4/3		\|
			\| 3/2
	\| 175.489		\| 175.489
	\|		\|
	\|-		\|-
			\|
	\| 13/11		\| 13/11
	\| 175.899		\| 175.899
	\|		\|
	\|-		\|-
	\| 16/15		\|
			\| 15/8
	\| 176.021		\| 176.021
	\|		\|
	\|-		\|-
			\|
	\| 5/4		\| 5/4
	\| 176.257		\| 176.257
	\| 5-odd-limit minimax		\| 5-odd-limit minimax
	\|-		\|-
	\| 18/13		\|
			\| 13/9
	\| 176.338		\| 176.338
	\|		\|
	\|-		\|-
			\| 5\34
			\|
			\| 176.471
			\| Lower bound of 7- to 13-odd-limit diamond monotone
			\|-
			\|
	\| 15/13		\| 15/13
	\| 176.516		\| 176.516
	\|		\|
	\|-		\|-
	\| 6/5		\|
			\| 5/3
	\| 176.872		\| 176.872
	\|		\|
	\|-		\|-
			\|
	\| 13/10		\| 13/10
	\| 176.890		\| 176.890
	\|		\|
	\|-		\|-
			\|
	\| 13/12		\| 13/12
	\| 176.905		\| 176.905
	\|		\|
	\|-		\|-
	\| 8/7		\|
			\| 7/4
	\| 177.307		\| 177.307
	\| 7-, 9-, 11-, 13- and 15-odd-limit minimax		\| 7-, 9-, 11-, 13- and 15-odd-limit minimax
	\|-		\|-
	\| 14/13		\|
			\| 13/7
	\| 177.538		\| 177.538
	\|		\|
	\|-		\|-
			\| 4\27
			\|
			\| 177.777
			\| 27e val, upper bound of 9- to 13-odd-limit diamond monotone<br>15-odd-limit diamond monotone (singleton)
			\|-
			\|
	\| 7/6		\| 7/6
	\| 177.791		\| 177.791
	\|		\|
	\|-		\|-
			\|
	\| 7/5		\| 7/5
	\| 178.251		\| 178.251
	\|		\|
	\|-		\|-
			\|
	\| 9/7		\| 9/7
	\| 178.629		\| 178.629
	\|		\|
	\|-		\|-
			\|
	\| 15/11		\| 15/11
	\| 178.984		\| 178.984
	\|		\|
	\|-		\|-
	\| 14/11		\|
			\| 11/7
	\| 179.723		\| 179.723
	\|		\|
	\|-		\|-
	\| 16/13		\|
			\| 13/8
	\| 179.736		\| 179.736
	\|		\|
	\|-		\|-
			\| 3\20
			\|
			\| 180.000
			\| 20cde val, upper bound of 7-odd-limit diamond monotone
			\|-
			\|
	\| 15/14		\| 15/14
	\| 180.093		\| 180.093
	\|		\|
	\|-		\|-
	\| 10/9		\|
			\| 9/5
	\| 182.404		\| 182.404
	\|		\|

FloraC: /* Interval chain */ complete

2026-05-30T10:00:41Z

Interval chain: complete

← Older revision		Revision as of 10:00, 30 May 2026
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	\|-		\|-
	\| 0		\| 0
	\| 0.00		\| 0.0
	\| '''1/1'''		\| '''1/1'''
	\|-		\|-
	\| 1		\| 1
	\| 177.23		\| 177.1
	\| 10/9, 11/10		\| 10/9, 11/10
	\|-		\|-
	\| 2		\| 2
	\| 354.46		\| 354.2
	\| 11/9, '''16/13'''		\| 11/9, '''16/13'''
	\|-		\|-
	\| 3		\| 3
	\| 531.69		\| 531.3
	\| 15/11		\| 15/11
	\|-		\|-
	\| 4		\| 4
	\| 708.92		\| 708.4
	\| '''3/2'''		\| '''3/2'''
	\|-		\|-
	\| 5		\| 5
	\| ~~886~~.16		\| 885.5
	\| 5/3		\| 5/3
	\|-		\|-
	\| 6		\| 6
	\| ~~1063~~.39		\| 1062.6
	\| 11/6, 24/13, 28/15		\| 11/6, 24/13, 28/15
	\|-		\|-
	\| 7		\| 7
	\| 40.62		\| 39.7
	\| 40/39, 45/44, 55/54		\| 40/39, 45/44, 55/54
	\|-		\|-
	\| 8		\| 8
	\| ~~217~~.85		\| 216.8
	\| '''9/8'''		\| '''9/8'''
	\|-		\|-
	\| 9		\| 9
	\| ~~395~~.08		\| 393.9
	\| '''5/4''', 14/11		\| '''5/4''', 14/11
	\|-		\|-
	\| 10		\| 10
	\| ~~572~~.31		\| 570.9
	\| 7/5, '''11/8''', 18/13		\| 7/5, '''11/8''', 18/13
	\|-		\|-
	\| 11		\| 11
	\| ~~749~~.54		\| 748.0
	\| 14/9, 20/13		\| 14/9, 20/13
	\|-		\|-
	\| 12		\| 12
	\| ~~926~~.77		\| 925.1
	\| 22/13		\| 22/13
	\|-		\|-
	\| 13		\| 13
	\| ~~1104~~.01		\| 1102.2
	\| 15/8		\| 15/8, 21/11
	\|-		\|-
	\| 14		\| 14
	\| 81.24		\| 79.3
	\| 25/24, 27/26		\| 21/20, 25/24, 27/26
	\|-		\|-
	\| 15		\| 15
	\| ~~258~~.47		\| 256.4
	\| 7/6, 15/13		\| 7/6, 15/13
	\|-		\|-
	\| 16		\| 16
	\| ~~435~~.70		\| 433.5
	\|		\| 33/26, 35/27
	\|-		\|-
	\| 17		\| 17
	\| ~~612~~.93		\| 610.6
	\|		\| 45/32, 63/44
	\|-		\|-
	\| 18		\| 18
	\| ~~790~~.16		\| 787.7
	\|		\| 25/16
	\|-		\|-
	\| 19		\| 19
	\| ~~967~~.39		\| 964.8
	\| '''7/4'''		\| '''7/4'''
	\|-		\|-
	\| 20		\| 20
	\| ~~1144~~.62		\| 1141.9
	\|		\| 35/18, 49/25
	\|-
	~~\| 21~~
	~~\| 121.86~~
	~~\| 14~~/13
	\|}		\|}
	<nowiki/>* In 13-limit ~~POTE~~ tuning, octave reduced		<nowiki/>* In 13-limit CWE tuning, octave reduced

	== Tunings ==		== Tunings ==

Lucius Chiaraviglio: Expand a little bit: add the additional 7-limit comma

2026-05-18T11:17:09Z

Expand a little bit: add the additional 7-limit comma

← Older revision		Revision as of 11:17, 18 May 2026
Line 12:		Line 12:
	\| Odd limit 2 = 13 \| Mistuning 2 = 21.7 \| Complexity 2 = 27		\| Odd limit 2 = 13 \| Mistuning 2 = 21.7 \| Complexity 2 = 27
	}}		}}
	The '''wollemia''' [[regular temperament\|temperament]] is one of the [[7-limit]] [[extension]]s of [[tetracot]], the [[5-limit]] temperament [[tempering out]] the [[tetracot comma]] (20000/19683), and is naturally a full [[13-limit]] temperament.		The '''wollemia''' [[regular temperament\|temperament]] is one of the [[7-limit]] [[extension]]s of [[tetracot]], the [[5-limit]] temperament [[tempering out]] the [[tetracot comma]] (20000/19683), and is naturally a full [[13-limit]] temperament.

			In addition to the tetracot comma, wollemia tempers out [[126/125]], making it a [[starling_temperaments\|starling temperament]].

	{{Todo\|inline=1\|expand}}		{{Todo\|inline=1\|expand}}

Overthink: that seems more correct

2026-04-19T19:17:22Z

that seems more correct

← Older revision		Revision as of 19:17, 19 April 2026
Line 9:		Line 9:
	\| Optimization method = CWE		\| Optimization method = CWE
	\| MOS scales = [[6L 1s]], [[7L 6s]], [[7L 13s]], [[7L 20s]]		\| MOS scales = [[6L 1s]], [[7L 6s]], [[7L 13s]], [[7L 20s]]
	\| Odd limit 1 = 9 \| Mistuning 1 = 14.5 \| Complexity 1 = 27		\| Odd limit 1 = 9 \| Mistuning 1 = 14.5 \| Complexity 1 = 20
	\| Odd limit 2 = 13 \| Mistuning 2 = 21.7 \| Complexity 2 = 34		\| Odd limit 2 = 13 \| Mistuning 2 = 21.7 \| Complexity 2 = 27
	}}		}}
	The '''wollemia''' [[regular temperament\|temperament]] is one of the [[7-limit]] [[extension]]s of [[tetracot]], the [[5-limit]] temperament [[tempering out]] the [[tetracot comma]] (20000/19683), and is naturally a full [[13-limit]] temperament.		The '''wollemia''' [[regular temperament\|temperament]] is one of the [[7-limit]] [[extension]]s of [[tetracot]], the [[5-limit]] temperament [[tempering out]] the [[tetracot comma]] (20000/19683), and is naturally a full [[13-limit]] temperament.

FloraC: Birth

2026-04-15T18:35:52Z

Birth

Show changes

FloraC at 13:53, 23 November 2025

2025-11-23T13:53:49Z

← Older revision		Revision as of 13:53, 23 November 2025
Line 1:		Line 1:
	#redirect [[Tetracot family #Wollemia]]		#redirect [[Tetracot family #Wollemia]]

	[[Category:~~Temperaments~~]]		[[Category:Rank-2 temperaments]]
	[[Category:Tetracot family]]		[[Category:Tetracot family]]
			[[Category:Starling temperaments]]

Xenwolf: replace {{IoT}} by plain categorization

2022-03-01T20:51:38Z

replace {{IoT}} by plain categorization

← Older revision		Revision as of 20:51, 1 March 2022
Line 1:		Line 1:
	#redirect [[Tetracot family #Wollemia]]		#redirect [[Tetracot family #Wollemia]]

			[[Category:Temperaments]]
	[[Category:Tetracot family]]		[[Category:Tetracot family]]
	~~{{IoT}}~~

Xenwolf at 22:14, 1 June 2021

2021-06-01T22:14:00Z

← Older revision		Revision as of 22:14, 1 June 2021
Line 2:		Line 2:

	[[Category:Tetracot family]]		[[Category:Tetracot family]]
	~~[[Category:Temperament]]~~		{{IoT}}

← Older revision		Revision as of 10:40, 30 May 2026
Line 14:		Line 14:
	The '''wollemia''' [[regular temperament\|temperament]] is one of the [[7-limit]] [[extension]]s of [[tetracot]], the [[5-limit]] temperament [[tempering out]] the [[tetracot comma]] (20000/19683), and is naturally a full [[13-limit]] temperament.		The '''wollemia''' [[regular temperament\|temperament]] is one of the [[7-limit]] [[extension]]s of [[tetracot]], the [[5-limit]] temperament [[tempering out]] the [[tetracot comma]] (20000/19683), and is naturally a full [[13-limit]] temperament.

	In addition to the tetracot comma, wollemia tempers out [[126/125]], making it a [[~~starling_temperaments~~\|starling temperament]].		In addition to the tetracot comma, wollemia tempers out [[126/125]], making it a [[starling temperaments\|starling temperament]].

			See [[Tetracot family #Wollemia]] for technical data.

	{{Todo\|inline=1\|expand}}		{{Todo\|inline=1\|expand}}

← Older revision		Revision as of 11:17, 18 May 2026
Line 12:		Line 12:
	\| Odd limit 2 = 13 \| Mistuning 2 = 21.7 \| Complexity 2 = 27		\| Odd limit 2 = 13 \| Mistuning 2 = 21.7 \| Complexity 2 = 27
	}}		}}
	The '''wollemia''' [[regular temperament\|temperament]] is one of the [[7-limit]] [[extension]]s of [[tetracot]], the [[5-limit]] temperament [[tempering out]] the [[tetracot comma]] (20000/19683), and is naturally a full [[13-limit]] temperament.		The '''wollemia''' [[regular temperament\|temperament]] is one of the [[7-limit]] [[extension]]s of [[tetracot]], the [[5-limit]] temperament [[tempering out]] the [[tetracot comma]] (20000/19683), and is naturally a full [[13-limit]] temperament.

			In addition to the tetracot comma, wollemia tempers out [[126/125]], making it a [[starling_temperaments\|starling temperament]].

	{{Todo\|inline=1\|expand}}		{{Todo\|inline=1\|expand}}