Revision as of 10:10, 16 June 2019

6 Equal Divisions of the Octave

6-EDO divides the 1200-cent octave into 6 equal parts, making its smallest interval exactly 200¢, or the sixth root of 2.

but not in plaintext.

Dvandva by Milan Guštar.

6 EDO tempers out the following commas. (Note: This assumes val < 6 10 14 17 21 22 |.)

Comma	Value (cents)	Name	Second Name	Val
32/27	294.13	Pythagorean minor third		\| 5 -3 >
128/125	41.06	Diesis	Augmented Comma	\| 7 0 -3 >
3125/3072	29.61	Small Diesis	Magic Comma	\| -10 -1 5 >
393216/390625	11.45	Wuerschmidt Comma		\| 17 1 -8 >
2783927/2773137	6.72	Mutt Comma		\| -44 -3 21 >
49/48	35.70	Slendro Diesis		\| -4 -1 0 2 >
50/49	34.98	Tritonic Diesis	Jubilisma	\| 1 0 2 -2 >
3136/3125	6.08	Hemimean		\| 6 0 -5 2 >
6144/6125	5.36	Porwell		\| 11 1 -3 -2 >
2401/2400	0.72	Breedsma		\| -5 -1 -2 4 >
121/120	14.37	Biyatisma		\| -3 -1 -1 0 2 >
176/175	9.86	Valinorsma		\| 4 0 -2 -1 1 >
385/384	4.50	Keenanisma		\| -7 -1 1 1 1 >
25/24	70.67	classic chromatic semitone		\| -3 -1 2 > \|

@@ Line 9: / Line 9: @@
 ==="whole tone"===
-'''6-edo''' divides the 1200-[[cents|cent]] octave into 6 equal parts, making its smallest interval exactly 200¢, or the sixth root of 2.
+'''6-EDO''' divides the 1200-[[cent]] octave into 6 equal parts, making its smallest interval exactly 200¢, or the sixth root of 2.
 ==Related EDOs==
-<ul><li>Superset: [[2edo|2edo]], [[3edo|3edo]]</li><li>Supersets: [[12edo|12edo]], [[18edo|18edo]], [[24edo|24edo]]...</li><li>Neighbours: [[5edo|5edo]], [[7edo|7edo]]</li></ul>
+<ul><li>Subset: [[2edo|2EDO]], [[3edo|3EDO]]</li><li>Supersets: [[12edo|12EDO]], [[18edo|18EDO]], [[24edo|24EDO]]...</li><li>Neighbours: [[5edo|5EDO]], [[7edo|7EDO]]</li></ul>
 ==Notation==
@@ Line 111: / Line 111: @@
 | | | -7 -1 1 1 1 &gt;
 |-
-| | 25/24
+| style="text-align:center;" | 25/24
-| | about, uh, seventy
+| style="text-align:right;" | 70.67
-| | chromatic semitone a specific one
+| | classic chromatic semitone
 | |
 | | | -3 -1 2 > |