23/12: Difference between revisions

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{{Infobox Interval

~~| Icon =~~

| Name = large vicesimotertial major seventh

~~| Ratio = 23/12~~

| Color name = 23o8, twetho 8ve

~~| Monzo = -2 -1 0 0 0 0 0 0 1~~

| Sound = Ji-23-12-csound-foscil-220hz.mp3

~~| Cents = 1126.31935~~

| Name = vicesimotertial major seventh

| Color name =

| Sound =

}}

The ~~<b>~~vicesimotertial major seventh~~</b>~~ is a [[23-limit]] interval that is reached by going a justly tuned perfect twelve ([[3/1]], the 3rd harmonic) down from the ~~13th~~ harmonic ([[13/1]]) and lifting the resulting ratio up to fit inside the octave.

[[Category:~~Interval~~]]

The '''large vicesimotertial major seventh''' is a [[23-limit]] interval that is reached by going a justly tuned perfect twelve ([[3/1]], the 3rd harmonic) down from the 23rd harmonic ([[23/1]]) and lifting the resulting ratio up to fit inside the octave.

[[Category:~~todo:expand~~]]

~~[[Category:23-limit]]~~

[[Category:Seventh]]

[[Category:Major seventh]]

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 {{Infobox Interval
-| Icon =
+| Name = large vicesimotertial major seventh
-| Ratio = 23/12
+| Color name = 23o8, twetho 8ve
-| Monzo = -2 -1 0 0 0 0 0 0 1
+| Sound = Ji-23-12-csound-foscil-220hz.mp3
-| Cents = 1126.31935
-| Name = vicesimotertial major seventh
-| Color name =
-| Sound =
 }}
-The <b>vicesimotertial major seventh</b> is a [[23-limit]] interval that is reached by going a justly tuned perfect twelve ([[3/1]], the 3rd harmonic) down from the 13th harmonic ([[13/1]]) and lifting the resulting ratio up to fit inside the octave.
-[[Category:Interval]]
+The '''large vicesimotertial major seventh''' is a [[23-limit]] interval that is reached by going a justly tuned perfect twelve ([[3/1]], the 3rd harmonic) down from the 23rd harmonic ([[23/1]]) and lifting the resulting ratio up to fit inside the octave.
-[[Category:todo:expand]]
-[[Category:23-limit]]
+[[Category:Seventh]]
+[[Category:Major seventh]]
+{{todo|expand}}