94edo - Revision history

Lucius Chiaraviglio: /* Subsets and supersets */ Add 282edo as superset

2026-06-24T06:02:03Z

Subsets and supersets: Add 282edo as superset

← Older revision		Revision as of 06:02, 24 June 2026
Line 20:		Line 20:

	=== Subsets and supersets ===		=== Subsets and supersets ===
	Since 94 factors into primes as {{nowrap\| 2 × 47 }}, 94edo contains [[2edo]] and [[47edo]] as subset edos. It can be thought of as two sets of 47edo offset by one step of 94edo. It inherits from 47edo's good approximations of primes 5, 7, 13, and 17, while dramatically improving on prime 3, as well as primes 11, 19, and 23 to a lesser degree.		Since 94 factors into primes as {{nowrap\| 2 × 47 }}, 94edo contains [[2edo]] and [[47edo]] as subset edos. It can be thought of as two sets of 47edo offset by one step of 94edo. It inherits from 47edo's good approximations of primes 5, 7, 13, and 17, while dramatically improving on prime 3, as well as primes 11, 19, and 23 to a lesser degree. Tripling 94edo yields [[282edo]], which converts flat-tending harmonics to sharp, so as to achieve distinct consistency through the 23-limit and consistency through the 29-limit.

	== Intervals ==		== Intervals ==

Dave Keenan: /* Sagittal */ Swapped order of sagittal and conventional to agree with staff notation, consistent with similar tables for other EDOs.

2026-06-02T04:11:50Z

Sagittal: Swapped order of sagittal and conventional to agree with staff notation, consistent with similar tables for other EDOs.

← Older revision		Revision as of 04:11, 2 June 2026
Line 910:		Line 910:

	=== Sagittal ===		=== Sagittal ===
	94edo can be notated in [[Sagittal notation\|Sagittal]] using the [[Sagittal_notation#~~Athenian_extension_single-shaft~~\|Athenian ~~extension~~]], with the apotome equal to 9 edosteps and the limma to 7 edosteps.		94edo can be notated in [[Sagittal notation\|Sagittal]] using the [[Sagittal_notation#Athenian\|Athenian set]], with the apotome equal to 9 edosteps and the limma to 7 edosteps.
	{\| class="wikitable" style="text-align: center;"		{\| class="wikitable" style="text-align: center;"
	! colspan="2" \|Steps		! colspan="2" \|Steps
Line 931:		Line 931:
	\| rowspan="2" \|<big>{{sagittal\|(\|(}}</big>		\| rowspan="2" \|<big>{{sagittal\|(\|(}}</big>
	\| rowspan="2" \|<big>{{sagittal\|/\|\}}</big>		\| rowspan="2" \|<big>{{sagittal\|/\|\}}</big>
	\|<~~small~~>{{sagittal\|~~#}}{{sagittal~~\|~~\!/~~}}</~~small~~>		\| rowspan="2" \|<big>{{sagittal\|(\|)}}</big>
	\|~~<small>~~{{sagittal\|#}}{{sagittal\|~~(!(~~}}~~</small>~~		\|{{sagittal\|(!(}}{{sagittal\|#}}
	\|~~<small>~~{{sagittal\|#}}{{sagittal\|\!}}~~</small>~~		\|{{sagittal\|\!}}{{sagittal\|#}}
	\|~~<small>~~{{sagittal\|#}}{{sagittal\|~~~!(~~}}~~</small>~~		\|{{sagittal\|~!(}}{{sagittal\|#}}
	\|~~<small>~~{{sagittal\|#}}~~</small>~~		\|{{sagittal\|#}}
	\|-		\|-
	!Revo		!Revo
	~~\|<big>{{sagittal\|(\|)}}</big>~~
	\|<big>{{sagittal\|~\|\|(}}</big>		\|<big>{{sagittal\|~\|\|(}}</big>
	\|<big>{{sagittal\|\|\|\}}</big>		\|<big>{{sagittal\|\|\|\}}</big>

FloraC: 94 & 130 & 176 isn't rank-2. 94 & 130 is pogo, already listed. Misc. cleanup/completion

2026-04-19T13:27:28Z

94 & 130 & 176 isn't rank-2. 94 & 130 is pogo, already listed. Misc. cleanup/completion

← Older revision		Revision as of 13:27, 19 April 2026
Line 33:		Line 33:
	! 13-limit		! 13-limit
	! 23-limit		! 23-limit
	![[Ups and downs notation\|Ups and downs]]		! [[Ups and downs notation\|Ups and downs]]
	! Short-form [[SKULO interval names#WOFED interval names\|WOFED]]		! Short-form [[SKULO interval names#WOFED interval names\|WOFED]]
	! Long-form WOFED		! Long-form WOFED
Line 1,117:		Line 1,117:

	Temperaments to which 94et can be detempered:		Temperaments to which 94et can be detempered:
	* [[Satin]] ({{nowrap\|94 & 217}})		* [[Satin]] ({{nowrap\| 94 & 217 }})
	* [[Gariwizmic]] (94 & 176)		* [[Gariwizmic]] ({{nowrap\| 94 & 176 }})
	* 94 & 130		* {{nowrap\| 94 & 422 }}
	* {{nowrap\|94 & 422}}
	* 94 & 130 & 176

	=== Commas ===		=== Commas ===
	94et [[~~Tempering~~ out\|tempers out]] the following [[~~Comma\|commas~~]] using its 23-limit patent [[val]], ~~⟨94~~ 149 218 264 325 348 384 399 425].		94et [[tempering out\|tempers out]] the following [[comma]]s using its 23-limit patent [[val]], {{val\| 94 149 218 264 325 348 384 399 425 }}.

	{\| class="commatable wikitable center-1 center-2 right-3 center-6"		{\| class="commatable wikitable center-1 center-2 right-3 center-6"
	! [[Harmonic limit\|Prime<br>~~mit~~]]		! [[Harmonic limit\|Prime<br>limit]]
	! [[Ratio]]<ref>Ratios with more than 8 digits are presented by placeholders with informative hints</ref>		! [[Ratio]]<ref>Ratios with more than 8 digits are presented by placeholders with informative hints</ref>
	! [[Cents]]		! [[Cents]]
Line 1,136:		Line 1,135:
	\| <abbr title="36893488147419103232/36472996377170786403">(90 digits)</abbr>		\| <abbr title="36893488147419103232/36472996377170786403">(90 digits)</abbr>
	\| 16.22		\| 16.22
	\| {{~~monzo~~\| 149 -94 }}		\| {{Monzo\| 149 -94 }}
	\| Wa-94		\| Wa-94
	\| 94-edo		\| 94-edo
Line 1,212:		Line 1,211:
	\| 1urry		\| 1urry
	\| Swetisma		\| Swetisma
	\|-
	~~\| 11~~
	~~\| [[4225/4224]]~~
	~~\| 0.41~~
	~~\| {{Monzo\| -7 -1 2 0 -1 2 }}~~
	~~\| Thotholuyoyo~~
	~~\| 3oo1uyy~~
	~~\| Leprechaun comma~~
	\|-		\|-
	\| 11		\| 11
Line 1,300:		Line 1,291:
	\| s3urg		\| s3urg
	\| Minisma		\| Minisma
			\|-
			\| 13
			\| [[4225/4224]]
			\| 0.41
			\| {{Monzo\| -7 -1 2 0 -1 2 }}
			\| Thotholuyoyo
			\| 3oo1uyy
			\| Leprechaun comma
	\|-		\|-
	\| 17		\| 17
	\| [[289/288]]		\| [[289/288]]
	\| 6.00		\| 6.00
	\| ~~2.3.17~~ {{Monzo\| 5 -2 2 }}		\| {{Monzo\| 5 -2 0 0 0 0 2 }}
	\| Soso		\| Soso
	\| 17oo		\| 17oo
Line 1,320:		Line 1,319:
	\| [[361/360]]		\| [[361/360]]
	\| 4.80		\| 4.80
	\| ~~2.3.5.19~~ {{Monzo\| -3 -2 -1 2 }}		\| {{Monzo\| -3 -2 -1 0 0 0 0 2 }}
	\| Nonogu		\| Nonogu
	\| 19oog2		\| 19oog2
Line 1,328:		Line 1,327:
	\| [[513/512]]		\| [[513/512]]
	\| 3.38		\| 3.38
	\| ~~2.3.19~~ {{Monzo\| -9 3 1 }}		\| {{Monzo\| -9 3 0 0 0 0 0 1 }}
	\| Lano		\| Lano
	\| L19o		\| L19o
Line 1,336:		Line 1,335:
	\| [[1216/1215]]		\| [[1216/1215]]
	\| 1.42		\| 1.42
	\| ~~2.3.5.19~~ {{Monzo\| 6 -5 -1 1 }}		\| {{Monzo\| 6 -5 -1 0 0 0 0 1 }}
	\| Sanogu		\| Sanogu
	\| s19og		\| s19og
	\| Eratosthenes' comma		\| Eratosthenes' comma
	\|-		\|-
	\|19		\| 19
	\|[[11859211/11859210\|(16 digits)]]		\| [[11859211/11859210\|(16 digits)]]
	\|0.00		\| 0.00
	\|{{Monzo\|-1 -4 -1 1 -4 1 0 4}}		\| {{Monzo\| -1 -4 -1 1 -4 1 0 4 }}
	\|<small>Quadno-athoquadlu-azogu</small>		\| <small>Quadno-athoquadlu-azogu</small>
	\|<small>9o<sup>4</sup>3o1u<sup>4</sup>zg</small>		\| <small>9o<sup>4</sup>3o1u<sup>4</sup>zg</small>
	\|Tredekisma		\| Tredekisma
	\|-		\|-
	\|23		\| 23
	\|[[300/299]]		\| [[300/299]]
	\|5.78		\| 5.78
	\|~~2.3.5.13.23~~ {{Monzo\|2 1 2 -1 -1}}		\| {{Monzo\| 2 1 2 0 0 -1 0 0 -1 }}
	\|Twethuthuyoyo		\| Twethuthuyoyo
	\|23u3uyy		\| 23u3uyy
	\|Major naiadvicema		\| Major naiadvicema
	\|-		\|-
	\|23		\| 23
	\|[[323/322]]		\| [[323/322]]
	\|5.37		\| 5.37
	\|~~2.7.17.19.23~~ {{Monzo\|-1 -1 1 1 -1}}		\| {{Monzo\| -1 0 0 -1 0 0 1 1 -1 }}
	\|Twethunosoru		\| Twethunosoru
	\|23u19o17or		\| 23u19o17or
	\|Major semivicema		\| Major semivicema
	\|-		\|-
	\|23		\| 23
	\|[[391/390]]		\| [[391/390]]
	\|4.43		\| 4.43
	\|{{Monzo\|-1 -1 -1 0 0 -1 1 0 1}}		\| {{Monzo\| -1 -1 -1 0 0 -1 1 0 1 }}
	\|Twethosothugu		\| Twethosothugu
	\|23o17o3ug		\| 23o17o3ug
	\|Minor naiadvicema		\| Minor naiadvicema
	\|-		\|-
	\|23		\| 23
	\|[[460/459]]		\| [[460/459]]
	\|3.77		\| 3.77
	\|~~2.3.5.17.23~~ {{Monzo\|2 -3 1 -1 1}}		\| {{Monzo\| 2 -3 1 0 0 0 -1 0 1 }}
	\|Twethosuyo		\| Twethosuyo
	\|23o17uy		\| 23o17uy
	\|Scanisma, vicewolf comma		\| Scanisma, vicewolf comma
	\|-		\|-
	\|23		\| 23
	\|[[484/483]]		\| [[484/483]]
	\|3.58		\| 3.58
	\|{{Monzo\|2 -1 0 -1 2 0 0 0 -1}}		\| {{Monzo\| 2 -1 0 -1 2 0 0 0 -1 }}
	\|Twethuloloru		\| Twethuloloru
	\|23u1oor		\| 23u1oor
	\|Pittsburghisma		\| Pittsburghisma
	\|}		\|}

Eufalesio: Things

2026-04-18T21:46:51Z

Things

@@ Line 3: / Line 3: @@
 == Theory ==
-edo is a remarkable all-around utility tuning system, good from low [[prime limit]] to very high prime limit situations. It is the first edo to be [[consistent]] through the [[23-odd-limit]], and no other edo is so consistent until [[282edo|282]] and [[311edo|311]] make their appearance.
+edo is a remarkable well-rounded tuning system, good from low [[prime limit]] to very high prime limit situations. It is the first edo to be [[consistent]] through the [[23-odd-limit]], and no other edo is so consistent until [[282edo|282]] and [[311edo|311]] make their appearance.
 Its step size is close to that of [[144/143]], which is consistently represented in this tuning system.
 === As a tuning of other temperaments ===
-edo is the sum of [[41edo]] and [[53edo]], both of which are not only known for their approximation of [[Pythagorean tuning]], but also support a variety of [[Schismatic family|schismatic temperaments]], like [[Schismatic family#Cassandra|cassandra]] (which is itself a variety of [[Schismatic family#Garibaldi|garibaldi]]), tempering out [[32805/32768]], [[225/224]], and [[385/384]], and tempering together the [[81/80|syntonic]], [[Septimal comma|septimal]], and [[pythagorean comma]] into the same interval. Therefore, 94edo's fifth is the [[mediant]] of these two edos' fifths; it is ever so slightly sharp of just and only a hair less accurate than 53edo's fifth, but more accurate than 41edo's, and acts as a generator for a highly optimized and high-prime-limit form of cassandra. Few, if any, edos that support schismatic by [[Val|patent val]] have at least as high of a consistency limit as 94edo while also having a fifth that can stack to reach any interval in it. Other non-garibaldi schismatic notable edos in the patent val are [[118edo|118]], [[159edo|159]], [[171edo|171]], [[224edo|224]], and [[460edo|460]].
+edo is the sum of [[41edo]] and [[53edo]], both of which are not only known for their approximation of [[Pythagorean tuning]], but also support a variety of [[Schismatic family|schismatic temperaments]], like [[Schismatic family#Cassandra|cassandra]] (which is itself a variety of [[Schismatic family#Garibaldi|garibaldi]]), tempering out [[32805/32768]], [[225/224]], and [[385/384]], and tempering together the [[81/80|syntonic]], [[Septimal comma|septimal]], and [[pythagorean comma]] into the same interval.
-The list of 23-limit commas it tempers out is huge, and in lower prime limits, it also tempers out [[3125/3087]], [[4000/3969]], [[5120/5103]] and [[540/539]]. It provides the [[optimal patent val]] for gassormic, the rank-5 temperament tempering out [[275/273]] (despite one edostep being very close in size to this comma), and for a number of other temperaments, such as [[isis]].
+edo's fifth is the [[mediant]] of these two edos' fifths; it is ever so slightly sharp of just and only a hair less accurate than 53edo's fifth, but more accurate than 41edo's, and acts as a generator for a highly optimized and high-prime-limit form of cassandra. Few, if any, edos that support schismatic by [[Val|patent val]] have at least as high of a consistency limit as 94edo while also having a fifth that can stack to reach any interval in it. Other non-garibaldi schismatic notable edos in the patent val are [[118edo|118]], [[159edo|159]], [[171edo|171]], [[224edo|224]], and [[460edo|460]].
 edo is an excellent edo for [[Carlos Beta]] scale, since the difference between 1 step of Carlos Beta and 5 steps of 94edo is only 0.00314534 cents.
@@ Line 1,117: / Line 1,119: @@
 * [[Satin]] ({{nowrap|94 & 217}})
 * [[Gariwizmic]] (94 & 176)
 * {{nowrap|94 & 422}}
 === Commas ===
-et [[Tempering out|tempers out]] the following [[Comma|commas]] using its patent [[val]], ⟨94 149 218 264 325 348 384 399 425].
+et [[Tempering out|tempers out]] the following [[Comma|commas]] using its 23-limit patent [[val]], ⟨94 149 218 264 325 348 384 399 425].
 {| class="commatable wikitable center-1 center-2 right-3 center-6"
 ! [[Harmonic limit|Prime<br>mit]]
@@ Line 1,344: / Line 1,348: @@
 |<small>9o<sup>4</sup>3o1u<sup>4</sup>zg</small>
 |Tredekisma
 |}

Eufalesio: Make it a bit neater

2026-03-28T18:20:52Z

Make it a bit neater

← Older revision		Revision as of 18:20, 28 March 2026
Line 1,300:		Line 1,300:
	\| [[289/288]]		\| [[289/288]]
	\| 6.00		\| 6.00
	\| {{Monzo\| 5 -2 ~~0 0 0 0~~ 2 }}		\| 2.3.17 {{Monzo\| 5 -2 2 }}
	\| Soso		\| Soso
	\| 17oo		\| 17oo
Line 1,316:		Line 1,316:
	\| [[361/360]]		\| [[361/360]]
	\| 4.80		\| 4.80
	\| {{Monzo\| -3 -2 -1 ~~0 0 0 0~~ 2 }}		\| 2.3.5.19 {{Monzo\| -3 -2 -1 2 }}
	\| Nonogu		\| Nonogu
	\| 19oog2		\| 19oog2
Line 1,324:		Line 1,324:
	\| [[513/512]]		\| [[513/512]]
	\| 3.38		\| 3.38
	\| {{Monzo\| -9 3 ~~0 0 0 0 0~~ 1 }}		\| 2.3.19 {{Monzo\| -9 3 1 }}
	\| Lano		\| Lano
	\| L19o		\| L19o
Line 1,332:		Line 1,332:
	\| [[1216/1215]]		\| [[1216/1215]]
	\| 1.42		\| 1.42
	\| {{Monzo\| 6 -5 -1 ~~0 0 0 0~~ 1 }}		\| 2.3.5.19 {{Monzo\| 6 -5 -1 1 }}
	\| Sanogu		\| Sanogu
	\| s19og		\| s19og

Eufalesio: Tredekisma

2026-03-28T18:19:02Z

Tredekisma

← Older revision		Revision as of 18:19, 28 March 2026
Line 1,336:		Line 1,336:
	\| s19og		\| s19og
	\| Eratosthenes' comma		\| Eratosthenes' comma
			\|-
			\|19
			\|[[11859211/11859210\|(16 digits)]]
			\|0.00
			\|{{Monzo\|-1 -4 -1 1 -4 1 0 4}}
			\|<small>Quadno-athoquadlu-azogu</small>
			\|<small>9o<sup>4</sup>3o1u<sup>4</sup>zg</small>
			\|Tredekisma
	\|}		\|}

Eufalesio: Rewrote some little things

2026-03-20T18:47:34Z

Rewrote some little things

← Older revision		Revision as of 18:47, 20 March 2026
Line 8:		Line 8:

	=== As a tuning of other temperaments ===		=== As a tuning of other temperaments ===
	94edo ~~can also be thought of as~~ the "sum" of [[41edo]] and [[53edo]] ~~{{nowrap\|(41 + 53 {{=}} 94)}}~~, both of which are not only known for their approximation of [[Pythagorean tuning]], but also support a variety of [[Schismatic family\|schismatic temperaments]], like [[Schismatic family#Cassandra\|cassandra]] (which is itself a variety of [[Schismatic family#Garibaldi\|garibaldi]]), tempering out [[32805/32768]], [[225/224]], and [[385/384]], and tempering together the [[81/80\|syntonic]], [[Septimal comma\|septimal]], and [[pythagorean comma]] into the same interval. Therefore, 94edo's fifth is the [[mediant]] of these two edos' fifths; it is ever so slightly sharp of just and less accurate than 53edo's fifth, but more accurate than 41edo's, and acts as a generator for a highly optimized and high-prime-limit form of cassandra. Few, if any, edos that support schismatic by [[Val\|patent val]] have at least as high of a consistency limit as 94edo while also having a fifth that can stack to reach any interval in it. Other non-garibaldi schismatic notable edos in the patent val are [[118edo\|118]], [[159edo\|159]], [[171edo\|171]], [[224edo\|224]], and [[460edo\|460]].		94edo is the sum of [[41edo]] and [[53edo]], both of which are not only known for their approximation of [[Pythagorean tuning]], but also support a variety of [[Schismatic family\|schismatic temperaments]], like [[Schismatic family#Cassandra\|cassandra]] (which is itself a variety of [[Schismatic family#Garibaldi\|garibaldi]]), tempering out [[32805/32768]], [[225/224]], and [[385/384]], and tempering together the [[81/80\|syntonic]], [[Septimal comma\|septimal]], and [[pythagorean comma]] into the same interval. Therefore, 94edo's fifth is the [[mediant]] of these two edos' fifths; it is ever so slightly sharp of just and only a hair less accurate than 53edo's fifth, but more accurate than 41edo's, and acts as a generator for a highly optimized and high-prime-limit form of cassandra. Few, if any, edos that support schismatic by [[Val\|patent val]] have at least as high of a consistency limit as 94edo while also having a fifth that can stack to reach any interval in it. Other non-garibaldi schismatic notable edos in the patent val are [[118edo\|118]], [[159edo\|159]], [[171edo\|171]], [[224edo\|224]], and [[460edo\|460]].

	The list of 23-limit commas it tempers out is huge, and in lower prime limits, it also tempers out [[3125/3087]], [[4000/3969]], [[5120/5103]] and [[540/539]]. It provides the [[optimal patent val]] for gassormic, the rank-5 temperament tempering out [[275/273]] (despite one edostep being very close in size to this comma), and for a number of other temperaments, such as [[isis]].		The list of 23-limit commas it tempers out is huge, and in lower prime limits, it also tempers out [[3125/3087]], [[4000/3969]], [[5120/5103]] and [[540/539]]. It provides the [[optimal patent val]] for gassormic, the rank-5 temperament tempering out [[275/273]] (despite one edostep being very close in size to this comma), and for a number of other temperaments, such as [[isis]].

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"

2026-03-13T13:30:08Z

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 13:30, 13 March 2026
Line 1,112:		Line 1,112:
	\| [[Kleischismic]]		\| [[Kleischismic]]
	\|}		\|}
	<nowiki/>* [[Normal forms\|Octave-reduced form]], reduced to the first half-octave, and [[normal forms\|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

	Temperaments to which 94et can be detempered:		Temperaments to which 94et can be detempered:

FloraC: /* Regular temperament properties */ - typo

2026-03-13T13:26:14Z

Regular temperament properties: - typo

← Older revision		Revision as of 13:26, 13 March 2026
Line 1,112:		Line 1,112:
	\| [[Kleischismic]]		\| [[Kleischismic]]
	\|}		\|}
	<nowiki/>* [[Normal forms\|Octave-reduced form]], reduced to the first half-octave, and [[normal ~~froms~~\|minimal form]] in parentheses if distinct		<nowiki/>* [[Normal forms\|Octave-reduced form]], reduced to the first half-octave, and [[normal forms\|minimal form]] in parentheses if distinct

	Temperaments to which 94et can be detempered:		Temperaments to which 94et can be detempered:

FloraC: /* Regular temperament properties */ + link to slithy and dhaivatic. - glacier (subgroup temp already covered by tsaharuk and quanic). - all the unnamed rank-2's. Formatting

2026-03-13T13:25:45Z

Regular temperament properties: + link to slithy and dhaivatic. - glacier (subgroup temp already covered by tsaharuk and quanic). - all the unnamed rank-2's. Formatting

Show changes

← Older revision		Revision as of 04:11, 2 June 2026
Line 910:		Line 910:

	=== Sagittal ===		=== Sagittal ===
	94edo can be notated in [[Sagittal notation\|Sagittal]] using the [[Sagittal_notation#~~Athenian_extension_single-shaft~~\|Athenian ~~extension~~]], with the apotome equal to 9 edosteps and the limma to 7 edosteps.		94edo can be notated in [[Sagittal notation\|Sagittal]] using the [[Sagittal_notation#Athenian\|Athenian set]], with the apotome equal to 9 edosteps and the limma to 7 edosteps.
	{\| class="wikitable" style="text-align: center;"		{\| class="wikitable" style="text-align: center;"
	! colspan="2" \|Steps		! colspan="2" \|Steps
Line 931:		Line 931:
	\| rowspan="2" \|<big>{{sagittal\|(\|(}}</big>		\| rowspan="2" \|<big>{{sagittal\|(\|(}}</big>
	\| rowspan="2" \|<big>{{sagittal\|/\|\}}</big>		\| rowspan="2" \|<big>{{sagittal\|/\|\}}</big>
	\|<~~small~~>{{sagittal\|~~#}}{{sagittal~~\|~~\!/~~}}</~~small~~>		\| rowspan="2" \|<big>{{sagittal\|(\|)}}</big>
	\|~~<small>~~{{sagittal\|#}}{{sagittal\|~~(!(~~}}~~</small>~~		\|{{sagittal\|(!(}}{{sagittal\|#}}
	\|~~<small>~~{{sagittal\|#}}{{sagittal\|\!}}~~</small>~~		\|{{sagittal\|\!}}{{sagittal\|#}}
	\|~~<small>~~{{sagittal\|#}}{{sagittal\|~~~!(~~}}~~</small>~~		\|{{sagittal\|~!(}}{{sagittal\|#}}
	\|~~<small>~~{{sagittal\|#}}~~</small>~~		\|{{sagittal\|#}}
	\|-		\|-
	!Revo		!Revo
	~~\|<big>{{sagittal\|(\|)}}</big>~~
	\|<big>{{sagittal\|~\|\|(}}</big>		\|<big>{{sagittal\|~\|\|(}}</big>
	\|<big>{{sagittal\|\|\|\}}</big>		\|<big>{{sagittal\|\|\|\}}</big>