201edo - Revision history

ArrowHead294 at 22:38, 20 February 2025

2025-02-20T22:38:22Z

← Older revision		Revision as of 22:38, 20 February 2025
Line 1:		Line 1:
	{{Infobox ET}}		{{Infobox ET}}
	{{~~EDO~~ intro~~\|201~~}}		{{ED intro}}

	201edo is only [[consistent]] to the [[5-odd-limit]], and [[harmonic]] [[3/1\|3]] is about halfway between its steps.		201edo is only [[consistent]] to the [[5-odd-limit]], and [[harmonic]] [[3/1\|3]] is about halfway between its steps.

YoVariable: Changed any "210" to "201"

2024-08-28T08:09:04Z

Changed any "210" to "201"

← Older revision		Revision as of 08:09, 28 August 2024
Line 1:		Line 1:
	{{Infobox ET}}		{{Infobox ET}}
	{{EDO intro\|~~210~~}}		{{EDO intro\|201}}

	201edo is only [[consistent]] to the [[5-odd-limit]], and [[harmonic]] [[3/1\|3]] is about halfway between its steps.		201edo is only [[consistent]] to the [[5-odd-limit]], and [[harmonic]] [[3/1\|3]] is about halfway between its steps.

FloraC: +subsets and supersets

2024-04-15T12:06:55Z

+subsets and supersets

← Older revision		Revision as of 12:06, 15 April 2024
Line 16:		Line 16:
	=== Odd harmonics ===		=== Odd harmonics ===
	{{Harmonics in equal\|201}}		{{Harmonics in equal\|201}}

			=== Subsets and supersets ===
			Since 201 factors into {{factorization\|201}}, 201edo contains [[3edo]] and [[67edo]] as its subsets. [[402edo]], which doubles it, provides a good correction to the approximation of harmonic 3.

FloraC: +opening overall assessment; sort the vals to group the similar ones together

2024-04-15T12:05:21Z

+opening overall assessment; sort the vals to group the similar ones together

← Older revision		Revision as of 12:05, 15 April 2024
Line 1:		Line 1:
	{{Infobox ET}}		{{Infobox ET}}
	{{EDO intro\|210}}		{{EDO intro\|210}}

			201edo is only [[consistent]] to the [[5-odd-limit]], and [[harmonic]] [[3/1\|3]] is about halfway between its steps.

	Using the [[patent val]], it [[tempering out\|tempers out]] 393216/390625 ([[würschmidt comma]]) and {{monzo\| 25 -26 7 }} in the 5-limit; [[245/243]], [[50421/50000]], and [[2100875/2097152]] in the 7-limit; [[385/384]], [[896/891]], 1331/1323, and 47432/46875 in the 11-limit; [[196/195]], [[325/324]], [[2080/2079]], [[2200/2197]], and 3146/3125 in the 13-limit.		Using the [[patent val]], it [[tempering out\|tempers out]] 393216/390625 ([[würschmidt comma]]) and {{monzo\| 25 -26 7 }} in the 5-limit; [[245/243]], [[50421/50000]], and [[2100875/2097152]] in the 7-limit; [[385/384]], [[896/891]], 1331/1323, and 47432/46875 in the 11-limit; [[196/195]], [[325/324]], [[2080/2079]], [[2200/2197]], and 3146/3125 in the 13-limit.

			Using the 201e val, it tempers out [[441/440]], [[2200/2187]], [[3388/3375]], and [[65536/65219]] in the 11-limit; 196/195, 325/324, [[352/351]], [[1001/1000]], and 106496/105875 in the 13-limit.

			Using the 201de val, it tempers out [[4000/3969]], [[10976/10935]], and 4194304/4134375 in the 7-limit; [[540/539]], 896/891, 1375/1372, and 234375/234256 in the 11-limit; 325/324, 352/351, [[364/363]], [[640/637]], and [[4394/4375]] in the 13-limit (supporting the [[pluto]] temperament).

	Using the 201b val, it tempers out 1990656/1953125 (valentine comma) and {{monzo\| -31 24 -3 }} in the 5-limit; [[126/125]], [[1029/1024]], and {{monzo\| -2 19 0 -10 }} in the 7-limit; 540/539, 1944/1925, 2835/2816, and 483153/480200 in the 11-limit; [[1287/1280]], [[1575/1573]], [[1716/1715]], 2200/2197, and 3146/3125 in the 13-limit.		Using the 201b val, it tempers out 1990656/1953125 (valentine comma) and {{monzo\| -31 24 -3 }} in the 5-limit; [[126/125]], [[1029/1024]], and {{monzo\| -2 19 0 -10 }} in the 7-limit; 540/539, 1944/1925, 2835/2816, and 483153/480200 in the 11-limit; [[1287/1280]], [[1575/1573]], [[1716/1715]], 2200/2197, and 3146/3125 in the 13-limit.

	Using the 201bcf val, it tempers out 15625/15552 ([[15625/15552\|kleisma]]) and {{monzo\| -56 31 3 }} in the 5-limit; 1029/1024, [[250047/250000]], and 273375/268912 in the 7-limit; 385/384, 441/440, [[4000/3993]], and 295245/290521 in the 11-limit; [[351/350]], 975/968, 1287/1280, [[1573/1568]], and 10935/10816 in the 13-limit.		Using the 201bcf val, it tempers out 15625/15552 ([[15625/15552\|kleisma]]) and {{monzo\| -56 31 3 }} in the 5-limit; 1029/1024, [[250047/250000]], and 273375/268912 in the 7-limit; 385/384, 441/440, [[4000/3993]], and 295245/290521 in the 11-limit; [[351/350]], 975/968, 1287/1280, [[1573/1568]], and 10935/10816 in the 13-limit.

	Using the 201de val, it tempers out [[4000/3969]], [[10976/10935]], and 4194304/4134375 in the 7-limit; [[540/539]], 896/891, 1375/1372, and 234375/234256 in the 11-limit; 325/324, 352/351, [[364/363]], [[640/637]], and [[4394/4375]] in the 13-limit (supporting the [[pluto]] temperament).

	~~Using the 201e val, it tempers out [[441/440]], [[2200/2187]], [[3388/3375]], and [[65536/65219]] in the 11-limit; 196/195, 325/324, [[352/351]], [[1001/1000]], and 106496/105875 in the 13-limit.~~

	=== Odd harmonics ===		=== Odd harmonics ===
	{{Harmonics in equal\|201}}		{{Harmonics in equal\|201}}

FloraC: Cleanup

2024-04-15T12:04:05Z

Cleanup

← Older revision		Revision as of 12:04, 15 April 2024
Line 2:		Line 2:
	{{EDO intro\|210}}		{{EDO intro\|210}}

	Using the [[patent val]], it tempers out 393216/390625 ([[würschmidt comma]]) and ~~2621440000000/2541865828329~~ in the 5-limit; 245/243, 50421/50000, and 2100875/2097152 in the 7-limit; 385/384, 896/891, 1331/1323, and 47432/46875 in the 11-limit; 196/195, 325/324, 2080/2079, 2200/2197, and 3146/3125 in the 13-limit.		Using the [[patent val]], it [[tempering out\|tempers out]] 393216/390625 ([[würschmidt comma]]) and {{monzo\| 25 -26 7 }} in the 5-limit; [[245/243]], [[50421/50000]], and [[2100875/2097152]] in the 7-limit; [[385/384]], [[896/891]], 1331/1323, and 47432/46875 in the 11-limit; [[196/195]], [[325/324]], [[2080/2079]], [[2200/2197]], and 3146/3125 in the 13-limit.

	Using the 201b val, it tempers out 1990656/1953125 and ~~282429536481/268435456000~~ in the 5-limit; 126/125, 1029/1024, and ~~1162261467/1129900996~~ in the 7-limit; 540/539, 1944/1925, 2835/2816, and 483153/480200 in the 11-limit; 1287/1280, 1575/1573, 1716/1715, 2200/2197, and 3146/3125 in the 13-limit.		Using the 201b val, it tempers out 1990656/1953125 (valentine comma) and {{monzo\| -31 24 -3 }} in the 5-limit; [[126/125]], [[1029/1024]], and {{monzo\| -2 19 0 -10 }} in the 7-limit; 540/539, 1944/1925, 2835/2816, and 483153/480200 in the 11-limit; [[1287/1280]], [[1575/1573]], [[1716/1715]], 2200/2197, and 3146/3125 in the 13-limit.

	Using the 201bcf val, it tempers out 15625/15552 and \|-56 31 3~~>~~ in the 5-limit; 1029/1024, 250047/250000, and 273375/268912 in the 7-limit; 385/384, 441/440, 4000/3993, and 295245/290521 in the 11-limit; 351/350, 975/968, 1287/1280, 1573/1568, and 10935/10816 in the 13-limit.		Using the 201bcf val, it tempers out 15625/15552 ([[15625/15552\|kleisma]]) and {{monzo\| -56 31 3 }} in the 5-limit; 1029/1024, [[250047/250000]], and 273375/268912 in the 7-limit; 385/384, 441/440, [[4000/3993]], and 295245/290521 in the 11-limit; [[351/350]], 975/968, 1287/1280, [[1573/1568]], and 10935/10816 in the 13-limit.

	Using the 201de val, it tempers out 4000/3969, 10976/10935, and 4194304/4134375 in the 7-limit; 540/539, 896/891, 1375/1372, and 234375/234256 in the 11-limit; 325/324, 352/351, 364/363, 640/637, and 4394/4375 in the 13-limit (supporting the [[~~Mirkwai clan\|~~pluto ~~temperament~~]]).		Using the 201de val, it tempers out [[4000/3969]], [[10976/10935]], and 4194304/4134375 in the 7-limit; [[540/539]], 896/891, 1375/1372, and 234375/234256 in the 11-limit; 325/324, 352/351, [[364/363]], [[640/637]], and [[4394/4375]] in the 13-limit (supporting the [[pluto]] temperament).

	Using the 201e val, it tempers out 441/440, 2200/2187, 3388/3375, and 65536/65219 in the 11-limit; 196/195, 325/324, 352/351, 1001/1000, and 106496/105875 in the 13-limit.		Using the 201e val, it tempers out [[441/440]], [[2200/2187]], [[3388/3375]], and [[65536/65219]] in the 11-limit; 196/195, 325/324, [[352/351]], [[1001/1000]], and 106496/105875 in the 13-limit.

	== ~~Harmonics~~ ==		=== Odd harmonics ===
	{{Harmonics in equal\|201}}		{{Harmonics in equal\|201}}

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

BudjarnLambeth: Added EDO intro template, broke body into paragraphs, added harmonics template

2024-01-25T08:51:41Z

Added EDO intro template, broke body into paragraphs, added harmonics template

@@ Line 1: / Line 1: @@
 {{Infobox ET}}
-'''201edo''' is the [[EDO|equal division of the octave]] into 201 parts of 5.9701 [[cent]]s each. Using the patent val, it tempers out 393216/390625 ([[würschmidt comma]]) and 2621440000000/2541865828329 in the 5-limit; 245/243, 50421/50000, and 2100875/2097152 in the 7-limit; 385/384, 896/891, 1331/1323, and 47432/46875 in the 11-limit; 196/195, 325/324, 2080/2079, 2200/2197, and 3146/3125 in the 13-limit. Using the 201b val, it tempers out 1990656/1953125 and 282429536481/268435456000 in the 5-limit; 126/125, 1029/1024, and 1162261467/1129900996 in the 7-limit; 540/539, 1944/1925, 2835/2816, and 483153/480200 in the 11-limit; 1287/1280, 1575/1573, 1716/1715, 2200/2197, and 3146/3125 in the 13-limit. Using the 201bcf val, it tempers out 15625/15552 and |-56 31 3&gt; in the 5-limit; 1029/1024, 250047/250000, and 273375/268912 in the 7-limit; 385/384, 441/440, 4000/3993, and 295245/290521 in the 11-limit; 351/350, 975/968, 1287/1280, 1573/1568, and 10935/10816 in the 13-limit. Using the 201de val, it tempers out 4000/3969, 10976/10935, and 4194304/4134375 in the 7-limit; 540/539, 896/891, 1375/1372, and 234375/234256 in the 11-limit; 325/324, 352/351, 364/363, 640/637, and 4394/4375 in the 13-limit (supporting the [[Mirkwai clan|pluto temperament]]). Using the 201e val, it tempers out 441/440, 2200/2187, 3388/3375, and 65536/65219 in the 11-limit; 196/195, 325/324, 352/351, 1001/1000, and 106496/105875 in the 13-limit.
+{{EDO intro|210}}
 [[Category:Equal divisions of the octave|###]] <!-- 3-digit number -->

Plumtree: Infobox ET added

2022-10-04T21:19:33Z

Infobox ET added

← Older revision		Revision as of 21:19, 4 October 2022
Line 1:		Line 1:
			{{Infobox ET}}
	'''201edo''' is the [[EDO\|equal division of the octave]] into 201 parts of 5.9701 [[cent]]s each. Using the patent val, it tempers out 393216/390625 ([[würschmidt comma]]) and 2621440000000/2541865828329 in the 5-limit; 245/243, 50421/50000, and 2100875/2097152 in the 7-limit; 385/384, 896/891, 1331/1323, and 47432/46875 in the 11-limit; 196/195, 325/324, 2080/2079, 2200/2197, and 3146/3125 in the 13-limit. Using the 201b val, it tempers out 1990656/1953125 and 282429536481/268435456000 in the 5-limit; 126/125, 1029/1024, and 1162261467/1129900996 in the 7-limit; 540/539, 1944/1925, 2835/2816, and 483153/480200 in the 11-limit; 1287/1280, 1575/1573, 1716/1715, 2200/2197, and 3146/3125 in the 13-limit. Using the 201bcf val, it tempers out 15625/15552 and \|-56 31 3> in the 5-limit; 1029/1024, 250047/250000, and 273375/268912 in the 7-limit; 385/384, 441/440, 4000/3993, and 295245/290521 in the 11-limit; 351/350, 975/968, 1287/1280, 1573/1568, and 10935/10816 in the 13-limit. Using the 201de val, it tempers out 4000/3969, 10976/10935, and 4194304/4134375 in the 7-limit; 540/539, 896/891, 1375/1372, and 234375/234256 in the 11-limit; 325/324, 352/351, 364/363, 640/637, and 4394/4375 in the 13-limit (supporting the [[Mirkwai clan\|pluto temperament]]). Using the 201e val, it tempers out 441/440, 2200/2187, 3388/3375, and 65536/65219 in the 11-limit; 196/195, 325/324, 352/351, 1001/1000, and 106496/105875 in the 13-limit.		'''201edo''' is the [[EDO\|equal division of the octave]] into 201 parts of 5.9701 [[cent]]s each. Using the patent val, it tempers out 393216/390625 ([[würschmidt comma]]) and 2621440000000/2541865828329 in the 5-limit; 245/243, 50421/50000, and 2100875/2097152 in the 7-limit; 385/384, 896/891, 1331/1323, and 47432/46875 in the 11-limit; 196/195, 325/324, 2080/2079, 2200/2197, and 3146/3125 in the 13-limit. Using the 201b val, it tempers out 1990656/1953125 and 282429536481/268435456000 in the 5-limit; 126/125, 1029/1024, and 1162261467/1129900996 in the 7-limit; 540/539, 1944/1925, 2835/2816, and 483153/480200 in the 11-limit; 1287/1280, 1575/1573, 1716/1715, 2200/2197, and 3146/3125 in the 13-limit. Using the 201bcf val, it tempers out 15625/15552 and \|-56 31 3> in the 5-limit; 1029/1024, 250047/250000, and 273375/268912 in the 7-limit; 385/384, 441/440, 4000/3993, and 295245/290521 in the 11-limit; 351/350, 975/968, 1287/1280, 1573/1568, and 10935/10816 in the 13-limit. Using the 201de val, it tempers out 4000/3969, 10976/10935, and 4194304/4134375 in the 7-limit; 540/539, 896/891, 1375/1372, and 234375/234256 in the 11-limit; 325/324, 352/351, 364/363, 640/637, and 4394/4375 in the 13-limit (supporting the [[Mirkwai clan\|pluto temperament]]). Using the 201e val, it tempers out 441/440, 2200/2187, 3388/3375, and 65536/65219 in the 11-limit; 196/195, 325/324, 352/351, 1001/1000, and 106496/105875 in the 13-limit.

	[[Category:Equal divisions of the octave\|###]] <!-- 3-digit number -->		[[Category:Equal divisions of the octave\|###]] <!-- 3-digit number -->

Fredg999 category edits: Sort key

2022-07-03T18:31:47Z

Sort key

← Older revision		Revision as of 18:31, 3 July 2022
Line 1:		Line 1:
	'''201edo''' is the [[EDO\|equal division of the octave]] into 201 parts of 5.9701 [[cent]]s each. Using the patent val, it tempers out 393216/390625 ([[würschmidt comma]]) and 2621440000000/2541865828329 in the 5-limit; 245/243, 50421/50000, and 2100875/2097152 in the 7-limit; 385/384, 896/891, 1331/1323, and 47432/46875 in the 11-limit; 196/195, 325/324, 2080/2079, 2200/2197, and 3146/3125 in the 13-limit. Using the 201b val, it tempers out 1990656/1953125 and 282429536481/268435456000 in the 5-limit; 126/125, 1029/1024, and 1162261467/1129900996 in the 7-limit; 540/539, 1944/1925, 2835/2816, and 483153/480200 in the 11-limit; 1287/1280, 1575/1573, 1716/1715, 2200/2197, and 3146/3125 in the 13-limit. Using the 201bcf val, it tempers out 15625/15552 and \|-56 31 3> in the 5-limit; 1029/1024, 250047/250000, and 273375/268912 in the 7-limit; 385/384, 441/440, 4000/3993, and 295245/290521 in the 11-limit; 351/350, 975/968, 1287/1280, 1573/1568, and 10935/10816 in the 13-limit. Using the 201de val, it tempers out 4000/3969, 10976/10935, and 4194304/4134375 in the 7-limit; 540/539, 896/891, 1375/1372, and 234375/234256 in the 11-limit; 325/324, 352/351, 364/363, 640/637, and 4394/4375 in the 13-limit (supporting the [[Mirkwai clan\|pluto temperament]]). Using the 201e val, it tempers out 441/440, 2200/2187, 3388/3375, and 65536/65219 in the 11-limit; 196/195, 325/324, 352/351, 1001/1000, and 106496/105875 in the 13-limit.		'''201edo''' is the [[EDO\|equal division of the octave]] into 201 parts of 5.9701 [[cent]]s each. Using the patent val, it tempers out 393216/390625 ([[würschmidt comma]]) and 2621440000000/2541865828329 in the 5-limit; 245/243, 50421/50000, and 2100875/2097152 in the 7-limit; 385/384, 896/891, 1331/1323, and 47432/46875 in the 11-limit; 196/195, 325/324, 2080/2079, 2200/2197, and 3146/3125 in the 13-limit. Using the 201b val, it tempers out 1990656/1953125 and 282429536481/268435456000 in the 5-limit; 126/125, 1029/1024, and 1162261467/1129900996 in the 7-limit; 540/539, 1944/1925, 2835/2816, and 483153/480200 in the 11-limit; 1287/1280, 1575/1573, 1716/1715, 2200/2197, and 3146/3125 in the 13-limit. Using the 201bcf val, it tempers out 15625/15552 and \|-56 31 3> in the 5-limit; 1029/1024, 250047/250000, and 273375/268912 in the 7-limit; 385/384, 441/440, 4000/3993, and 295245/290521 in the 11-limit; 351/350, 975/968, 1287/1280, 1573/1568, and 10935/10816 in the 13-limit. Using the 201de val, it tempers out 4000/3969, 10976/10935, and 4194304/4134375 in the 7-limit; 540/539, 896/891, 1375/1372, and 234375/234256 in the 11-limit; 325/324, 352/351, 364/363, 640/637, and 4394/4375 in the 13-limit (supporting the [[Mirkwai clan\|pluto temperament]]). Using the 201e val, it tempers out 441/440, 2200/2187, 3388/3375, and 65536/65219 in the 11-limit; 196/195, 325/324, 352/351, 1001/1000, and 106496/105875 in the 13-limit.

	[[Category:Equal divisions of the octave]]		[[Category:Equal divisions of the octave\|###]] <!-- 3-digit number -->

Keenan Pepper category edits: Moving from Category:Edo to Category:Equal divisions of the octave using Cat-a-lot

2020-12-04T23:13:16Z

Moving from Category:Edo to Category:Equal divisions of the octave using Cat-a-lot

← Older revision		Revision as of 23:13, 4 December 2020
Line 1:		Line 1:
	'''201edo''' is the [[EDO\|equal division of the octave]] into 201 parts of 5.9701 [[cent]]s each. Using the patent val, it tempers out 393216/390625 ([[würschmidt comma]]) and 2621440000000/2541865828329 in the 5-limit; 245/243, 50421/50000, and 2100875/2097152 in the 7-limit; 385/384, 896/891, 1331/1323, and 47432/46875 in the 11-limit; 196/195, 325/324, 2080/2079, 2200/2197, and 3146/3125 in the 13-limit. Using the 201b val, it tempers out 1990656/1953125 and 282429536481/268435456000 in the 5-limit; 126/125, 1029/1024, and 1162261467/1129900996 in the 7-limit; 540/539, 1944/1925, 2835/2816, and 483153/480200 in the 11-limit; 1287/1280, 1575/1573, 1716/1715, 2200/2197, and 3146/3125 in the 13-limit. Using the 201bcf val, it tempers out 15625/15552 and \|-56 31 3> in the 5-limit; 1029/1024, 250047/250000, and 273375/268912 in the 7-limit; 385/384, 441/440, 4000/3993, and 295245/290521 in the 11-limit; 351/350, 975/968, 1287/1280, 1573/1568, and 10935/10816 in the 13-limit. Using the 201de val, it tempers out 4000/3969, 10976/10935, and 4194304/4134375 in the 7-limit; 540/539, 896/891, 1375/1372, and 234375/234256 in the 11-limit; 325/324, 352/351, 364/363, 640/637, and 4394/4375 in the 13-limit (supporting the [[Mirkwai clan\|pluto temperament]]). Using the 201e val, it tempers out 441/440, 2200/2187, 3388/3375, and 65536/65219 in the 11-limit; 196/195, 325/324, 352/351, 1001/1000, and 106496/105875 in the 13-limit.		'''201edo''' is the [[EDO\|equal division of the octave]] into 201 parts of 5.9701 [[cent]]s each. Using the patent val, it tempers out 393216/390625 ([[würschmidt comma]]) and 2621440000000/2541865828329 in the 5-limit; 245/243, 50421/50000, and 2100875/2097152 in the 7-limit; 385/384, 896/891, 1331/1323, and 47432/46875 in the 11-limit; 196/195, 325/324, 2080/2079, 2200/2197, and 3146/3125 in the 13-limit. Using the 201b val, it tempers out 1990656/1953125 and 282429536481/268435456000 in the 5-limit; 126/125, 1029/1024, and 1162261467/1129900996 in the 7-limit; 540/539, 1944/1925, 2835/2816, and 483153/480200 in the 11-limit; 1287/1280, 1575/1573, 1716/1715, 2200/2197, and 3146/3125 in the 13-limit. Using the 201bcf val, it tempers out 15625/15552 and \|-56 31 3> in the 5-limit; 1029/1024, 250047/250000, and 273375/268912 in the 7-limit; 385/384, 441/440, 4000/3993, and 295245/290521 in the 11-limit; 351/350, 975/968, 1287/1280, 1573/1568, and 10935/10816 in the 13-limit. Using the 201de val, it tempers out 4000/3969, 10976/10935, and 4194304/4134375 in the 7-limit; 540/539, 896/891, 1375/1372, and 234375/234256 in the 11-limit; 325/324, 352/351, 364/363, 640/637, and 4394/4375 in the 13-limit (supporting the [[Mirkwai clan\|pluto temperament]]). Using the 201e val, it tempers out 441/440, 2200/2187, 3388/3375, and 65536/65219 in the 11-limit; 196/195, 325/324, 352/351, 1001/1000, and 106496/105875 in the 13-limit.

	[[Category:~~Edo~~]]		[[Category:Equal divisions of the octave]]

Xenllium at 02:03, 23 March 2019

2019-03-23T02:03:29Z

← Older revision		Revision as of 02:03, 23 March 2019
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	'''201edo''' is the [[EDO\|equal division of the octave]] into 201 parts of 5.9701 [[cent]]s each. Using the patent val, it tempers out 393216/390625 ([[würschmidt comma]]) and 2621440000000/2541865828329 in the 5-limit; 245/243, 50421/50000, and 2100875/2097152 in the 7-limit; 385/384, 896/891, 1331/1323, and 47432/46875 in the 11-limit; 196/195, 325/324, 2080/2079, 2200/2197, and 3146/3125 in the 13-limit. Using the 201b val, it tempers out 1990656/1953125 and 282429536481/268435456000 in the 5-limit; 126/125, 1029/1024, and 1162261467/1129900996 in the 7-limit; 540/539, 1944/1925, 2835/2816, and 483153/480200 in the 11-limit; 1287/1280, 1575/1573, 1716/1715, 2200/2197, and 3146/3125 in the 13-limit. Using the 201bcf val, it tempers out 15625/15552 and \|-56 31 3> in the 5-limit; 1029/1024, 250047/250000, and 273375/268912 in the 7-limit; 385/384, 441/440, 4000/3993, and 295245/290521 in the 11-limit; 351/350, 975/968, 1287/1280, 1573/1568, and 10935/10816 in the 13-limit. Using the 201de val, it tempers out 4000/3969, 10976/10935, and 4194304/4134375 in the 7-limit; 540/539, 896/891, 1375/1372, and 234375/234256 in the 11-limit; 325/324, 352/351, 364/363, 640/637, and 4394/4375 in the 13-limit. Using the 201e val, it tempers out 441/440, 2200/2187, 3388/3375, and 65536/65219 in the 11-limit; 196/195, 325/324, 352/351, 1001/1000, and 106496/105875 in the 13-limit.		'''201edo''' is the [[EDO\|equal division of the octave]] into 201 parts of 5.9701 [[cent]]s each. Using the patent val, it tempers out 393216/390625 ([[würschmidt comma]]) and 2621440000000/2541865828329 in the 5-limit; 245/243, 50421/50000, and 2100875/2097152 in the 7-limit; 385/384, 896/891, 1331/1323, and 47432/46875 in the 11-limit; 196/195, 325/324, 2080/2079, 2200/2197, and 3146/3125 in the 13-limit. Using the 201b val, it tempers out 1990656/1953125 and 282429536481/268435456000 in the 5-limit; 126/125, 1029/1024, and 1162261467/1129900996 in the 7-limit; 540/539, 1944/1925, 2835/2816, and 483153/480200 in the 11-limit; 1287/1280, 1575/1573, 1716/1715, 2200/2197, and 3146/3125 in the 13-limit. Using the 201bcf val, it tempers out 15625/15552 and \|-56 31 3> in the 5-limit; 1029/1024, 250047/250000, and 273375/268912 in the 7-limit; 385/384, 441/440, 4000/3993, and 295245/290521 in the 11-limit; 351/350, 975/968, 1287/1280, 1573/1568, and 10935/10816 in the 13-limit. Using the 201de val, it tempers out 4000/3969, 10976/10935, and 4194304/4134375 in the 7-limit; 540/539, 896/891, 1375/1372, and 234375/234256 in the 11-limit; 325/324, 352/351, 364/363, 640/637, and 4394/4375 in the 13-limit (supporting the [[Mirkwai clan\|pluto temperament]]). Using the 201e val, it tempers out 441/440, 2200/2187, 3388/3375, and 65536/65219 in the 11-limit; 196/195, 325/324, 352/351, 1001/1000, and 106496/105875 in the 13-limit.

	[[Category:Edo]]		[[Category:Edo]]