Lumatone mapping for tetracot: Difference between revisions

Line 1:

This [[Lumatone]] keyboard mapping is for temperaments shaped like [[~~tetracot family|~~tetracot]], which divides 3/2 into four equal parts resulting in a [[6L 1s]] scale. The notation used here is that ~~A-G~~ is Tetracot[7], where ~~G-A~~ is the unique small step. In other words, every pair of consecutive letters of the alphabet (so not ~~G-A~~) is a tetracot generator.

This [[Lumatone]] keyboard mapping is for temperaments shaped like [[tetracot]], which divides 3/2 into four equal parts resulting in a [[6L 1s]] scale. The notation used here is that A–G is Tetracot[7], where G–A is the unique small step. In other words, every pair of consecutive letters of the alphabet (so not G–A) is a tetracot generator.

This mapping has the same overall shape as the [[Lumatone mapping for ~~Porcupine~~#Compressed|"compressed" mapping for porcupine]], but because the chroma goes in the other direction, this is already optimal and there is no reason to go to a more "expanded" mapping.

This mapping has the same overall shape as the [[Lumatone mapping for porcupine #Compressed|"compressed" mapping for porcupine]], but because the chroma goes in the other direction, this is already optimal and there is no reason to go to a more "expanded" mapping.

{{Lumatone mapping|

Line 160:

}}

==External links==

== External links ==

* [https://www.youtube.com/watch?v=SueBUSvkTEg The monkey puzzle] by Herman Miller

* [https://www.youtube.com/watch?v=SueBUSvkTEg The monkey puzzle] by [[Herman Miller]]

[[Category:Lumatone mappings]]

[[Category:Tetracot ~~family~~]]

[[Category:Tetracot]]

@@ Line 1: / Line 1: @@
-This [[Lumatone]] keyboard mapping is for temperaments shaped like [[tetracot family|tetracot]], which divides 3/2 into four equal parts resulting in a [[6L 1s]] scale. The notation used here is that A-G is Tetracot[7], where G-A is the unique small step. In other words, every pair of consecutive letters of the alphabet (so not G-A) is a tetracot generator.
+This [[Lumatone]] keyboard mapping is for temperaments shaped like [[tetracot]], which divides 3/2 into four equal parts resulting in a [[6L 1s]] scale. The notation used here is that A–G is Tetracot[7], where G–A is the unique small step. In other words, every pair of consecutive letters of the alphabet (so not G–A) is a tetracot generator.
-This mapping has the same overall shape as the [[Lumatone mapping for Porcupine#Compressed|"compressed" mapping for porcupine]], but because the chroma goes in the other direction, this is already optimal and there is no reason to go to a more "expanded" mapping.
+This mapping has the same overall shape as the [[Lumatone mapping for porcupine #Compressed|"compressed" mapping for porcupine]], but because the chroma goes in the other direction, this is already optimal and there is no reason to go to a more "expanded" mapping.
 {{Lumatone mapping|
@@ Line 160: / Line 160: @@
 }}
-==External links==
+== External links ==
-* [https://www.youtube.com/watch?v=SueBUSvkTEg The monkey puzzle] by Herman Miller
+* [https://www.youtube.com/watch?v=SueBUSvkTEg The monkey puzzle] by [[Herman Miller]]
 [[Category:Lumatone mappings]]
-[[Category:Tetracot family]]
+[[Category:Tetracot]]

Lumatone mapping for tetracot: Difference between revisions

FloraC (talk | contribs)