23-odd-limit: Difference between revisions

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 {{odd-limit navigation}}
-This is a list of '''23-[[odd-limit]]''' intervals. To [[21-odd-limit]], it adds 11 interval pairs involving 23. It contains all the wonders of [[94edo]]. See also [[23-limit]]
+{{odd-limit intro|23}} It contains all the wonders of [[94edo]].
 * [[1/1]]
@@ Line 71: / Line 71: @@
 | 73.681
 | 23u1
-| twenty-thu unison
+| twethu unison
 | lesser vicesimotertial semitone
 |-
@@ Line 77: / Line 77: @@
 | 76.956
 | 23o1u2
-| twenty-tholu 2nd
+| twetholu 2nd
 | greater vicesimotertial semitone
 |-
@@ Line 83: / Line 83: @@
 | 157.493
 | 23or2
-| twenty-thoru 2nd
+| twethoru 2nd
 | vicesimotertial neutral second
 |-
@@ Line 89: / Line 89: @@
 | 212.253
 | 23u3o2
-| twenty-thutho 2nd
+| twethutho 2nd
 | vicesimotertial whole tone
 |-
@@ Line 95: / Line 95: @@
 | 241.961
 | 23og3
-| twenty-thogu 3rd
+| twethogu 3rd
-| vicesimotertial subminor third
+| vicesimotertial inframinor third
 |-
 | [[23/19]]
 | 330.761
 | 23o19u3
-| twenty-thonu 3rd
+| twethonu 3rd
 | vicesimotertial supraminor third
 |-
@@ Line 107: / Line 107: @@
 | 340.552
 | 23uz3
-| twenty-thuzo 3rd
+| twethuzo 3rd
 | vicesimotertial neutral third
 |-
@@ Line 113: / Line 113: @@
 | 424.364
 | 23o4
-| twenty-tho 4th
+| twetho 4th
 | vicesimotertial diminished fourth
 |-
@@ Line 119: / Line 119: @@
 | 459.994
 | 23uy3
-| twenty-thuyo 3rd
+| twethuyo 3rd
 | vicesimotertial ultramajor third
 |-
@@ Line 125: / Line 125: @@
 | 523.319
 | 23o17u4
-| twenty-thosu 4th
+| twethosu 4th
 | vicesimotertial acute fourth
 |-
@@ Line 131: / Line 131: @@
 | 571.726
 | 23u4
-| twenty-thu 4th
+| twethu 4th
 | vicesimotertial narrow tritone
 |-
@@ Line 137: / Line 137: @@
 | 628.274
 | 23o5
-| twenty-tho 5th
+| twetho 5th
 | vicesimotertial high tritone
 |-
@@ Line 143: / Line 143: @@
 | 676.681
 | 23u17o5
-| twenty-thuso 5th
+| twethuso 5th
 | vicesimotertial grave fifth
 |-
@@ Line 149: / Line 149: @@
 | 740.006
 | 23og6
-| twenty-thogu 6th
+| twethogu 6th
 | vicesimotertial ultraminor sixth
 |-
@@ Line 155: / Line 155: @@
 | 775.636
 | 23u5
-| twenty-thu 5th
+| twethu 5th
 | vicesimotertial augmented fifth
 |-
@@ Line 161: / Line 161: @@
 | 859.448
 | 23or6
-| twenty-thoru 6th
+| twethoru 6th
 | vicesimotertial neutral sixth
 |-
@@ Line 167: / Line 167: @@
 | 869.239
 | 23u19o6
-| twenty-thuno 6th
+| twethuno 6th
 | vicesimotertial submajor sixth
 |-
@@ Line 173: / Line 173: @@
 | 958.039
 | 23uy6
-| twenty-thuyo 6th
+| twethuyo 6th
-| vicesimotertial supermajor sixth
+| vicesimotertial ultramajor sixth
 |-
 | [[23/13]]
 | 987.747
 | 23o3u7
-| twenty-thothu 7th
+| twethothu 7th
 | vicesimotertial minor seventh
 |-
@@ Line 185: / Line 185: @@
 | 1042.507
 | 23uz7
-| twenty-thuzo 7th
+| twethuzo 7th
 | vicesimotertial neutral seventh
 |-
@@ Line 191: / Line 191: @@
 | 1123.044
 | 23u1o7
-| twenty-thulo 7th
+| twethulo 7th
 | vicesimotertial major seventh
 |-
@@ Line 197: / Line 197: @@
 | 1126.319
 | 23o8
-| twenty-tho octave
+| twetho octave
 | vicesimotertial diminished octave
 |}
+[[94edo]] is the smallest [[equal division of the octave]] to be consistent in the 23-odd limit; the smallest to be distinctly consistent in the same is [[282edo]].
-[[Category:Just interval]]
+== See also ==
-[[Category:Odd limit]]
+* [[23-limit]] ([[prime limit]])
+[[Category:23-odd-limit| ]] <!-- main article -->