106edo: Difference between revisions

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The division is notable for the fact that it is related to the [[turkish cent]], or türk sent, which divides 106edo into 100 parts just as ordinary cents divides 12edo into 100 parts, thereby making it the [[relative cent]] division for 106edo. Conversely, it makes the Pythagorean [[relative cent]] (or pion, symbol π<sup>¢</sup>, π<sup>r¢</sup>), which most closely approximates equally dividing an exact [[3/2]], if you care about such a thing.
The division is notable for the fact that it is related to the [[turkish cent]], or türk sent, which divides 106edo into 100 parts just as ordinary cents divides 12edo into 100 parts, thereby making it the [[relative cent]] division for 106edo. Conversely, it makes the Pythagorean [[relative cent]] (or pion, symbol π<sup>¢</sup>, π<sup>r¢</sup>), which most closely approximates equally dividing an exact [[3/2]], if you care about such a thing.


=== Prime harmonics ===
{{Harmonics in equal|106|columns=16}}


{{Primes in edo|106|columns=24}}
== Scales ==
 
Since 106edo has a step of 11.321 cents, it also allows one to use its MOS scales as circulating temperaments{{clarify}}.  
Since 106edo has a step of 11.321 cents, it also allows one to use its MOS scales as circulating temperaments.  
{| class="wikitable"
{| class="wikitable"
|+Circulating temperaments in 106edo
|+Circulating temperaments in 106edo
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|84
|84
|22L 62s
|22L 62s
|}Artists using 106 et:
|}


*[[Dolores Catherino]] -- [http://dolorescatherino.com her website], [https://www.youtube.com/user/dolomuse YouTube profile: dolomuse]
== See also ==
*[http://chrisvaisvil.com/still-life-in-106-notes-per-octave/ Still Life in 106 Notes Per Octave « Music &amp; Techniques by Chris Vaisvil]
Artists using 106 et:
* [[Dolores Catherino]] -- [http://dolorescatherino.com her website], [https://www.youtube.com/user/dolomuse YouTube profile: dolomuse]
* [http://chrisvaisvil.com/still-life-in-106-notes-per-octave/ Still Life in 106 Notes Per Octave « Music &amp; Techniques by Chris Vaisvil]


[[Category:Equal divisions of the octave]]
[[Category:Equal divisions of the octave]]
[[Category:53edo]]
[[Category:53edo]]
[[Category:Polychromatic]]
[[Category:Polychromatic]]