93edo: Difference between revisions

Contribution (talk | contribs)
No edit summary
BudjarnLambeth (talk | contribs)
m Added three examples of scales
Line 9: Line 9:


== Temperament properties ==
== Temperament properties ==
Since 93edo has a step of 12.903{{cent}}, it also allows one to use its MOS scales as circulating temperaments, which it is the first edo to do. It is also the first edo to allow one to use a syntonic or Mavila MOS scale or a 17 tone MOS scale similar to a median between [http://www.neuroscience-of-music.se/pelog_main.htm Pelog] and the theories of Sundanese composer-musicologist-teacher [http://en.wikipedia.org/wiki/Raden_Machjar_Angga_Koesoemadinata Raden Machjar Angga Koesoemadinata] as a circulating temperament.  
Since 93edo has a step of 12.903{{cent}}, it also allows one to use its MOS scales as circulating temperaments, which it is the first edo to do. It is also the first edo to allow one to use a syntonic or Mavila MOS scale or a 17 tone MOS scale similar to a median between [http://www.neuroscience-of-music.se/pelog_main.htm Pelog] and the theories of Sundanese composer-musicologist-teacher [https://en.wikipedia.org/wiki/Raden_Machjar_Angga_Koesoemadinata Raden Machjar Angga Koesoemadinata] as a circulating temperament.  
{| class="wikitable"
{| class="wikitable"
|+Circulating temperaments  in 93edo
|+Circulating temperaments  in 93edo
Line 243: Line 243:


[[Category:Equal divisions of the octave|##]] <!-- 2-digit number -->
[[Category:Equal divisions of the octave|##]] <!-- 2-digit number -->
== Scales ==
Shailaja
* 270.968
* 709.677
* 761.290
* 980.645
* 1200.000
Subminor Hexatonic
* 219.355
* 270.968
* 490.323
* 709.677
* 980.645
* 1200.000
Subminor Pentatonic
* 270.968
* 490.323
* 709.677
* 980.645
* 1200.000


== See Also ==
== See Also ==


* [[93edo and stretched hemififths]]
* [[93edo and stretched hemififths]]