208edo - Revision history

FloraC: Text replacement - "Octave-reduced form, reduced to the first half-octave, and minimal form in parentheses if distinct" to "Octave-reduced form, reduced to the first half-octave, and minimal form in parentheses if distinct"

2026-03-13T13:32:34Z

Text replacement - "Octave-reduced form, reduced to the first half-octave, and minimal form in parentheses if distinct" to "Octave-reduced form, reduced to the first half-octave, and minimal form in parentheses if distinct"

← Older revision		Revision as of 13:32, 13 March 2026
Line 80:		Line 80:
	\| [[Quadritikleismic]] (7-limit)		\| [[Quadritikleismic]] (7-limit)
	\|}		\|}
	<nowiki />* [[Normal ~~lists~~\|Octave-reduced form]], reduced to the first half-octave, and [[~~Normal lists~~\|minimal form]] in parentheses if distinct		<nowiki />* [[Normal forms #Equave-reduced-generator form\|Octave-reduced form]], reduced to the first half-octave, and [[normal forms #Minimal-generator form\|minimal form]] in parentheses if distinct

	[[Category:Metakleismic]]		[[Category:Metakleismic]]
	[[Category:Tolerant]]		[[Category:Tolerant]]
	[[Category:Pentacircle]]		[[Category:Pentacircle]]

Overthink: /* Rank-2 temperaments */ fix typo

2025-12-07T20:46:45Z

Rank-2 temperaments: fix typo

← Older revision		Revision as of 20:46, 7 December 2025
Line 64:		Line 64:
	\| 1		\| 1
	\| 47\208		\| 47\208
	\| ~~251~~.15		\| 271.15
	\| 1024/875		\| 1024/875
	\| [[Quasiorwell]]		\| [[Quasiorwell]]

ArrowHead294 at 14:16, 20 February 2025

2025-02-20T14:16:14Z

← Older revision		Revision as of 14:16, 20 February 2025
Line 1:		Line 1:
	{{Infobox ET}}		{{Infobox ET}}
	{{~~EDO~~ intro~~\|208~~}}		{{ED intro}}

	== Theory ==		== Theory ==
Line 13:		Line 13:
	== Regular temperament properties ==		== Regular temperament properties ==
	{\| class="wikitable center-4 center-5 center-6"		{\| class="wikitable center-4 center-5 center-6"
			\|-
	! rowspan="2" \| [[Subgroup]]		! rowspan="2" \| [[Subgroup]]
	! rowspan="2" \| [[Comma list~~\|Comma List~~]]		! rowspan="2" \| [[Comma list]]
	! rowspan="2" \| [[Mapping]]		! rowspan="2" \| [[Mapping]]
	! rowspan="2" \| Optimal<br>8ve ~~Stretch~~ (¢)		! rowspan="2" \| Optimal<br />8ve stretch (¢)
	! colspan="2" \| Tuning ~~Error~~		! colspan="2" \| Tuning error
	\|-		\|-
	! [[TE error\|Absolute]] (¢)		! [[TE error\|Absolute]] (¢)
	! [[TE simple badness\|Relative]] (%)		! [[TE simple badness\|Relative]] (%)
Line 25:		Line 26:
	\| 15625/15552, {{monzo\| 57 -33 -2 }}		\| 15625/15552, {{monzo\| 57 -33 -2 }}
	\| {{mapping\| 208 330 483 }}		\| {{mapping\| 208 330 483 }}
	\| -0.4301		\| −0.4301
	\| 0.5409		\| 0.5409
	\| 9.38		\| 9.38
Line 32:		Line 33:
	\| 2401/2400, 15625/15552, 179200/177147		\| 2401/2400, 15625/15552, 179200/177147
	\| {{mapping\| 208 330 483 584 }}		\| {{mapping\| 208 330 483 584 }}
	\| -0.3586		\| −0.3586
	\| 0.4845		\| 0.4845
	\| 8.40		\| 8.40
Line 39:		Line 40:
	\| 896/891, 2200/2187, 2401/2400, 3025/3024		\| 896/891, 2200/2187, 2401/2400, 3025/3024
	\| {{mapping\| 208 330 483 584 720 }}		\| {{mapping\| 208 330 483 584 720 }}
	\| -0.4330		\| −0.4330
	\| 0.4582		\| 0.4582
	\| 7.94		\| 7.94
Line 46:		Line 47:
	\| 325/324, 352/351, 364/363, 676/675, 2401/2400		\| 325/324, 352/351, 364/363, 676/675, 2401/2400
	\| {{mapping\| 208 330 483 584 720 770 }}		\| {{mapping\| 208 330 483 584 720 770 }}
	\| -0.4410		\| −0.4410
	\| 0.4187		\| 0.4187
	\| 7.26		\| 7.26
Line 53:		Line 54:
	=== Rank-2 temperaments ===		=== Rank-2 temperaments ===
	{\| class="wikitable center-all left-5"		{\| class="wikitable center-all left-5"
	\|+Table of rank-2 temperaments by generator		\|+ style="font-size: 105%;" \| Table of rank-2 temperaments by generator
	! Periods<br>per 8ve		\|-
			! Periods<br />per 8ve
	! Generator*		! Generator*
	! Cents*		! Cents*
	! Associated<br>~~Ratio~~*		! Associated<br />ratio*
	! Temperaments		! Temperaments
	\|-		\|-
Line 78:		Line 80:
	\| [[Quadritikleismic]] (7-limit)		\| [[Quadritikleismic]] (7-limit)
	\|}		\|}
			<nowiki />* [[Normal lists\|Octave-reduced form]], reduced to the first half-octave, and [[Normal lists\|minimal form]] in parentheses if distinct

	[[Category:Metakleismic]]		[[Category:Metakleismic]]
	[[Category:Tolerant]]		[[Category:Tolerant]]
	[[Category:Pentacircle]]		[[Category:Pentacircle]]

FloraC: +categories

2024-04-13T10:28:59Z

+categories

← Older revision		Revision as of 10:28, 13 April 2024
Line 78:		Line 78:
	\| [[Quadritikleismic]] (7-limit)		\| [[Quadritikleismic]] (7-limit)
	\|}		\|}

			[[Category:Metakleismic]]
			[[Category:Tolerant]]
			[[Category:Pentacircle]]

FloraC: Review +1; note its relation to 104edo

2024-04-13T10:27:57Z

Review +1; note its relation to 104edo

← Older revision		Revision as of 10:27, 13 April 2024
Line 3:		Line 3:

	== Theory ==		== Theory ==
	~~208et~~ [[tempering out\|tempers out]] [[15625/15552]], the kleisma, and is the [[optimal patent val]] for the kleismic temperament [[metakleismic]], and 7-, 11- and 13-limit rank-3 [[tolerant]] temperament. It is also the optimal patent val for the rank-4 [[11-limit]] temperament tempering out [[896/891]], the [[pentacircle]] temperament. Other commas it tempers out include [[2200/2187]] in the 11-limit and [[325/324]], [[352/351]], [[364/363]] and [[625/624]] in the 13-limit.		208edo is closely related to [[104edo]], but the mappings for [[harmonic]] [[5/1\|5]] differ. As an equal temperament, it [[tempering out\|tempers out]] [[15625/15552]], the kleisma, and is the [[optimal patent val]] for the kleismic temperament [[metakleismic]], and 7-, 11- and 13-limit rank-3 [[tolerant]] temperament. It is also the optimal patent val for the rank-4 [[11-limit]] temperament tempering out [[896/891]], the [[pentacircle]] temperament. Other commas it tempers out include [[2200/2187]] in the 11-limit and [[325/324]], [[352/351]], [[364/363]] and [[625/624]] in the 13-limit.

	=== Odd harmonics ===		=== Odd harmonics ===
Line 75:		Line 75:
	\| 55\208<br>(3\208)		\| 55\208<br>(3\208)
	\| 317.31<br>(17.31)		\| 317.31<br>(17.31)
	\| 6/5<br>(81/80)		\| 6/5<br>(126/125)
	\| [[Quadritikleismic]] (7-limit)		\| [[Quadritikleismic]] (7-limit)
	\|}		\|}

FloraC: Review

2024-04-13T10:19:39Z

Review

← Older revision		Revision as of 10:19, 13 April 2024
Line 1:		Line 1:
	{{Infobox ET}}		{{Infobox ET}}
	{{EDO intro\|208}}		{{EDO intro\|208}}
	==Theory==
	~~204edo~~ tempers out 15625/15552, the kleisma, and is the [[~~Optimal_patent_val\|~~optimal patent val]] for the kleismic temperament [[~~Kleismic_family\|~~metakleismic]], and 7, 11 and 13 limit rank ~~three~~ [[~~Tolermic_family\|~~tolerant]] temperament. It is also the optimal patent val for the rank ~~four~~ [[~~11-limit\|~~11-limit]] temperament tempering out 896/891, the pentacircle temperament. Other commas it tempers out include 2200/2187 in the 11-limit and 325/324, 352/351, 364/363 and 625/624 in the 13-limit.		== Theory ==
	===Odd harmonics===		208et [[tempering out\|tempers out]] [[15625/15552]], the kleisma, and is the [[optimal patent val]] for the kleismic temperament [[metakleismic]], and 7-, 11- and 13-limit rank-3 [[tolerant]] temperament. It is also the optimal patent val for the rank-4 [[11-limit]] temperament tempering out [[896/891]], the [[pentacircle]] temperament. Other commas it tempers out include [[2200/2187]] in the 11-limit and [[325/324]], [[352/351]], [[364/363]] and [[625/624]] in the 13-limit.

			=== Odd harmonics ===
	{{Harmonics in equal\|208}}		{{Harmonics in equal\|208}}
	===Subsets and supersets===
	208 factors into 2<sup>4</sup> × 13, ~~with~~ subset edos {{EDOs\|2, 4, 8, 16, 13, 26, 52, and 104}}.		=== Subsets and supersets ===
	==Regular temperament properties==		Since 208 factors into 2<sup>4</sup> × 13, 208edo has subset edos {{EDOs\| 2, 4, 8, 16, 13, 26, 52, and 104 }}.

			== Regular temperament properties ==
	{\| class="wikitable center-4 center-5 center-6"		{\| class="wikitable center-4 center-5 center-6"
	! rowspan="2" \|[[Subgroup]]		! rowspan="2" \| [[Subgroup]]
	! rowspan="2" \|[[Comma list\|Comma List]]		! rowspan="2" \| [[Comma list\|Comma List]]
	! rowspan="2" \|[[Mapping]]		! rowspan="2" \| [[Mapping]]
	! rowspan="2" \|Optimal<br>8ve Stretch (¢)		! rowspan="2" \| Optimal<br>8ve Stretch (¢)
	! colspan="2" \|Tuning Error		! colspan="2" \| Tuning Error
	\|-		\|-
	![[TE error\|Absolute]] (¢)		! [[TE error\|Absolute]] (¢)
	![[TE simple badness\|Relative]] (%)		! [[TE simple badness\|Relative]] (%)
	\|-		\|-
	~~\|2.3~~		\| 2.3.5
	~~\|{{monzo\|165 -104}}~~		\| 15625/15552, {{monzo\| 57 -33 -2 }}
	~~\|{{val\|208 330}}~~		\| {{mapping\| 208 330 483 }}
	~~\| -0.5966~~
	~~\| 0.5963~~
	~~\| 10.34~~
	\|-
	\|2.3.5
	\|15625/15552, {{monzo\|57 -33 -2}}
	\|{{~~val~~\|208 330 483}}
	\| -0.4301		\| -0.4301
	\| 0.5409		\| 0.5409
	\| 9.38		\| 9.38
	\|-		\|-
	\|2.3.5.7		\| 2.3.5.7
	\|2401/2400, 15625/15552, 179200/177147		\| 2401/2400, 15625/15552, 179200/177147
	\|{{~~val~~\|208 330 483 584}}		\| {{mapping\| 208 330 483 584 }}
	\| -0.3586		\| -0.3586
	\| 0.4845		\| 0.4845
	\| 8.40		\| 8.40
	\|-		\|-
	\|2.3.5.7.11		\| 2.3.5.7.11
	\|896/891, 2200/2187, 2401/2400, 3025/3024		\| 896/891, 2200/2187, 2401/2400, 3025/3024
	\|{{~~val~~\|208 330 483 584 720}}		\| {{mapping\| 208 330 483 584 720 }}
	\| -0.4330		\| -0.4330
	\| 0.4582		\| 0.4582
	\| 7.94		\| 7.94
	\|-		\|-
	\|2.3.5.7.11.13		\| 2.3.5.7.11.13
	\|325/324, 352/351, 364/363, 676/675, 2401/2400		\| 325/324, 352/351, 364/363, 676/675, 2401/2400
	\|{{~~val~~\|208 330 483 584 720 770}}		\| {{mapping\| 208 330 483 584 720 770 }}
	\| -0.4410		\| -0.4410
	\| 0.4187		\| 0.4187
	\| 7.26		\| 7.26
	\|}		\|}

	=== Rank-2 temperaments ===		=== Rank-2 temperaments ===
	{\| class="wikitable center-all left-5"		{\| class="wikitable center-all left-5"
	\|+Table of rank-2 temperaments by generator		\|+Table of rank-2 temperaments by generator
	! Periods<br>per 8ve		! Periods<br>per 8ve
	! Generator~~<br>(reduced)~~		! Generator*
	! Cents~~<br>(reduced)~~		! Cents*
	! Associated<br>~~ratio~~		! Associated<br>Ratio*
	! Temperaments		! Temperaments
	\|-		\|-
	\|1		\| 1
	\|47\208		\| 47\208
	\|251.15		\| 251.15
	\|1024/875		\| 1024/875
	\|[[Quasiorwell]]		\| [[Quasiorwell]]
	\|-		\|-
	\|1		\| 1
	\|55\208		\| 55\208
	\|317.31		\| 317.31
	\|6/5		\| 6/5
	\|[[~~Hanson]] / [[metakleismic~~]]		\| [[Metakleismic]]
	\|-		\|-
	\|4		\| 4
	\|55\208<br>(3\208)		\| 55\208<br>(3\208)
	\|317.31<br>(17.31)		\| 317.31<br>(17.31)
	\|6/5<br>(81/80)		\| 6/5<br>(81/80)
	\|[[Quadritikleismic]]		\| [[Quadritikleismic]] (7-limit)
	\|}		\|}

	~~[[Category:Equal divisions of the octave\|###]] <!-- 3-digit number -->~~
	~~[[Category:11-limit]]~~
	~~[[Category:13-limit]]~~
	~~[[Category:7-limit]]~~

Francium at 19:42, 18 October 2023

2023-10-18T19:42:27Z

@@ Line 1: / Line 1: @@
 {{Infobox ET}}
-The ''208 equal division'' divides the [[Octave|octave]] into 208 equal parts of size 5.769 [[cent|cent]]s each. It tempers out 15625/15552, the kleisma, and is the [[Optimal_patent_val|optimal patent val]] for the kleismic temperament [[Kleismic_family|metakleismic]], and 7, 11 and 13 limit rank three [[Tolermic_family|tolerant]] temperament. It is also the optimal patent val for the rank four [[11-limit|11-limit]] temperament tempering out 896/891, the pentacircle temperament. Other commas it tempers out include 2200/2187 in the 11-limit and 325/324, 352/351, 364/363 and 625/624 in the 13-limit.
+{{EDO intro|208}}
+==Theory==
-= 16 * 13, and has divisors 2, 4, 8, 16, 13, 26, 52, 104.
+edo tempers out 15625/15552, the kleisma, and is the [[Optimal_patent_val|optimal patent val]] for the kleismic temperament [[Kleismic_family|metakleismic]], and 7, 11 and 13 limit rank three [[Tolermic_family|tolerant]] temperament. It is also the optimal patent val for the rank four [[11-limit|11-limit]] temperament tempering out 896/891, the pentacircle temperament. Other commas it tempers out include 2200/2187 in the 11-limit and 325/324, 352/351, 364/363 and 625/624 in the 13-limit.
+===Odd harmonics===
-=13-limit transversal=
+{{Harmonics in equal|208}}
-[196/195, 100/99, 91/90, 64/63, 55/54, 49/48, 40/39, 77/75, 36/35, 28/27, 80/77, 25/24, 245/234, 22/21, 21/20, 81/77, 35/33, 52/49, 16/15, 77/72, 15/14, 14/13, 250/231, 13/12, 49/45, 12/11, 35/32, 100/91, 11/10, 54/49, 10/9, 49/44, 39/35, 28/25, 55/49, 9/8, 147/130, 25/22, 91/80, 8/7, 55/48, 147/128, 15/13, 196/169, 64/55, 7/6, 90/77, 75/64, 147/125, 13/11, 77/65, 25/21, 105/88, 117/98, 6/5, 77/64, 40/33, 63/52, 128/105, 11/9, 49/40, 16/13, 154/125, 26/21, 56/45, 96/77, 5/4, 49/39, 44/35, 63/50, 80/63, 14/11, 125/98, 32/25, 77/60, 9/7, 35/27, 100/77, 13/10, 64/49, 55/42, 21/16, 120/91, 33/25, 65/49, 4/3, 147/110, 75/56, 35/26, 66/49, 27/20, 49/36, 15/11, 175/128, 48/35, 11/8, 135/98, 18/13, 245/176, 39/28, 7/5, 108/77, 45/32, 147/104, 64/45, 77/54, 10/7, 56/39, 351/245, 13/9, 196/135, 16/11, 35/24, 143/98, 22/15, 72/49, 40/27, 49/33, 52/35, 112/75, 220/147, 3/2, 98/65, 50/33, 91/60, 32/21, 55/36, 49/32, 20/13, 77/50, 54/35, 14/9, 120/77, 25/16, 196/125, 11/7, 63/40, 100/63, 35/22, 78/49, 8/5, 77/48, 45/28, 21/13, 125/77, 13/8, 49/30, 18/11, 105/64, 104/63, 33/20, 81/49, 5/3, 147/88, 117/70, 42/25, 130/77, 22/13, 245/144, 75/44, 77/45, 12/7, 55/32, 169/98, 26/15, 256/147, 96/55, 7/4, 135/77, 44/25, 260/147, 16/9, 98/55, 25/14, 70/39, 88/49, 9/5, 49/27, 20/11, 91/50, 64/35, 11/6, 90/49, 24/13, 231/125, 13/7, 28/15, 144/77, 15/8, 49/26, 66/35, 91/48, 40/21, 21/11, 245/128, 25/13, 77/40, 27/14, 35/18, 150/77, 39/20, 49/25, 55/28, 63/32, 125/63, 99/50, 195/98, 2]
+===Subsets and supersets===
 [[Category:Equal divisions of the octave|###]] <!-- 3-digit number -->

Plumtree: Infobox ET added

2022-10-04T21:21:43Z

Infobox ET added

← Older revision		Revision as of 21:21, 4 October 2022
Line 1:		Line 1:
			{{Infobox ET}}
	The ''208 equal division'' divides the [[Octave\|octave]] into 208 equal parts of size 5.769 [[cent\|cent]]s each. It tempers out 15625/15552, the kleisma, and is the [[Optimal_patent_val\|optimal patent val]] for the kleismic temperament [[Kleismic_family\|metakleismic]], and 7, 11 and 13 limit rank three [[Tolermic_family\|tolerant]] temperament. It is also the optimal patent val for the rank four [[11-limit\|11-limit]] temperament tempering out 896/891, the pentacircle temperament. Other commas it tempers out include 2200/2187 in the 11-limit and 325/324, 352/351, 364/363 and 625/624 in the 13-limit.		The ''208 equal division'' divides the [[Octave\|octave]] into 208 equal parts of size 5.769 [[cent\|cent]]s each. It tempers out 15625/15552, the kleisma, and is the [[Optimal_patent_val\|optimal patent val]] for the kleismic temperament [[Kleismic_family\|metakleismic]], and 7, 11 and 13 limit rank three [[Tolermic_family\|tolerant]] temperament. It is also the optimal patent val for the rank four [[11-limit\|11-limit]] temperament tempering out 896/891, the pentacircle temperament. Other commas it tempers out include 2200/2187 in the 11-limit and 325/324, 352/351, 364/363 and 625/624 in the 13-limit.

Fredg999 category edits: Sort key

2022-07-03T18:32:58Z

Sort key

← Older revision		Revision as of 18:32, 3 July 2022
Line 5:		Line 5:
	=13-limit transversal=		=13-limit transversal=
	[196/195, 100/99, 91/90, 64/63, 55/54, 49/48, 40/39, 77/75, 36/35, 28/27, 80/77, 25/24, 245/234, 22/21, 21/20, 81/77, 35/33, 52/49, 16/15, 77/72, 15/14, 14/13, 250/231, 13/12, 49/45, 12/11, 35/32, 100/91, 11/10, 54/49, 10/9, 49/44, 39/35, 28/25, 55/49, 9/8, 147/130, 25/22, 91/80, 8/7, 55/48, 147/128, 15/13, 196/169, 64/55, 7/6, 90/77, 75/64, 147/125, 13/11, 77/65, 25/21, 105/88, 117/98, 6/5, 77/64, 40/33, 63/52, 128/105, 11/9, 49/40, 16/13, 154/125, 26/21, 56/45, 96/77, 5/4, 49/39, 44/35, 63/50, 80/63, 14/11, 125/98, 32/25, 77/60, 9/7, 35/27, 100/77, 13/10, 64/49, 55/42, 21/16, 120/91, 33/25, 65/49, 4/3, 147/110, 75/56, 35/26, 66/49, 27/20, 49/36, 15/11, 175/128, 48/35, 11/8, 135/98, 18/13, 245/176, 39/28, 7/5, 108/77, 45/32, 147/104, 64/45, 77/54, 10/7, 56/39, 351/245, 13/9, 196/135, 16/11, 35/24, 143/98, 22/15, 72/49, 40/27, 49/33, 52/35, 112/75, 220/147, 3/2, 98/65, 50/33, 91/60, 32/21, 55/36, 49/32, 20/13, 77/50, 54/35, 14/9, 120/77, 25/16, 196/125, 11/7, 63/40, 100/63, 35/22, 78/49, 8/5, 77/48, 45/28, 21/13, 125/77, 13/8, 49/30, 18/11, 105/64, 104/63, 33/20, 81/49, 5/3, 147/88, 117/70, 42/25, 130/77, 22/13, 245/144, 75/44, 77/45, 12/7, 55/32, 169/98, 26/15, 256/147, 96/55, 7/4, 135/77, 44/25, 260/147, 16/9, 98/55, 25/14, 70/39, 88/49, 9/5, 49/27, 20/11, 91/50, 64/35, 11/6, 90/49, 24/13, 231/125, 13/7, 28/15, 144/77, 15/8, 49/26, 66/35, 91/48, 40/21, 21/11, 245/128, 25/13, 77/40, 27/14, 35/18, 150/77, 39/20, 49/25, 55/28, 63/32, 125/63, 99/50, 195/98, 2]		[196/195, 100/99, 91/90, 64/63, 55/54, 49/48, 40/39, 77/75, 36/35, 28/27, 80/77, 25/24, 245/234, 22/21, 21/20, 81/77, 35/33, 52/49, 16/15, 77/72, 15/14, 14/13, 250/231, 13/12, 49/45, 12/11, 35/32, 100/91, 11/10, 54/49, 10/9, 49/44, 39/35, 28/25, 55/49, 9/8, 147/130, 25/22, 91/80, 8/7, 55/48, 147/128, 15/13, 196/169, 64/55, 7/6, 90/77, 75/64, 147/125, 13/11, 77/65, 25/21, 105/88, 117/98, 6/5, 77/64, 40/33, 63/52, 128/105, 11/9, 49/40, 16/13, 154/125, 26/21, 56/45, 96/77, 5/4, 49/39, 44/35, 63/50, 80/63, 14/11, 125/98, 32/25, 77/60, 9/7, 35/27, 100/77, 13/10, 64/49, 55/42, 21/16, 120/91, 33/25, 65/49, 4/3, 147/110, 75/56, 35/26, 66/49, 27/20, 49/36, 15/11, 175/128, 48/35, 11/8, 135/98, 18/13, 245/176, 39/28, 7/5, 108/77, 45/32, 147/104, 64/45, 77/54, 10/7, 56/39, 351/245, 13/9, 196/135, 16/11, 35/24, 143/98, 22/15, 72/49, 40/27, 49/33, 52/35, 112/75, 220/147, 3/2, 98/65, 50/33, 91/60, 32/21, 55/36, 49/32, 20/13, 77/50, 54/35, 14/9, 120/77, 25/16, 196/125, 11/7, 63/40, 100/63, 35/22, 78/49, 8/5, 77/48, 45/28, 21/13, 125/77, 13/8, 49/30, 18/11, 105/64, 104/63, 33/20, 81/49, 5/3, 147/88, 117/70, 42/25, 130/77, 22/13, 245/144, 75/44, 77/45, 12/7, 55/32, 169/98, 26/15, 256/147, 96/55, 7/4, 135/77, 44/25, 260/147, 16/9, 98/55, 25/14, 70/39, 88/49, 9/5, 49/27, 20/11, 91/50, 64/35, 11/6, 90/49, 24/13, 231/125, 13/7, 28/15, 144/77, 15/8, 49/26, 66/35, 91/48, 40/21, 21/11, 245/128, 25/13, 77/40, 27/14, 35/18, 150/77, 39/20, 49/25, 55/28, 63/32, 125/63, 99/50, 195/98, 2]

			[[Category:Equal divisions of the octave\|###]] <!-- 3-digit number -->
	[[Category:11-limit]]		[[Category:11-limit]]
	[[Category:13-limit]]		[[Category:13-limit]]
	[[Category:7-limit]]		[[Category:7-limit]]
	~~[[Category:Equal divisions of the octave]]~~

Fredg999 category edits: Removing from Category:Theory using Cat-a-lot

2022-02-26T16:48:50Z

Removing from Category:Theory using Cat-a-lot

← Older revision		Revision as of 16:48, 26 February 2022
Line 9:		Line 9:
	[[Category:7-limit]]		[[Category:7-limit]]
	[[Category:Equal divisions of the octave]]		[[Category:Equal divisions of the octave]]
	~~[[Category:theory]]~~