Equal-step tuning: Difference between revisions

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m →Equal multiplications: add 86.4cET aka 13.888edo
→Equal multiplications: -duplicate lists, use links instead
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An equal multiplication of a rational interval can also be called an [[AS|ambitonal sequence (AS)]]. For example, the 25/24 equal-step tuning could also be written AS25/24. An equal multiplication of an irrational interval can also be called an [[APS|arithmetic pitch sequence (APS)]]. For example, the 65cET could also be written APS65c. The union of both is equivalent to the unity division of a target interval. For example, AS25/24 is 1ed25/24, and 65cET is 1ed65¢.  
An equal multiplication of a rational interval can also be called an [[AS|ambitonal sequence (AS)]]. For example, the 25/24 equal-step tuning could also be written AS25/24. An equal multiplication of an irrational interval can also be called an [[APS|arithmetic pitch sequence (APS)]]. For example, the 65cET could also be written APS65c. The union of both is equivalent to the unity division of a target interval. For example, AS25/24 is 1ed25/24, and 65cET is 1ed65¢.  


; … of a given cents value
* [[APS #List of APSs]]
* [[28cET]]
* [[AS #List of ASs]]
* [[39cET]]
* [[44cET]]
* 63.6 to 63.8cET ([[Phoenix]])
* [[65cET]]
* [[69cET]]
* 86.4cET ([[13.888edo]])
* [[88cET]]
* [[97.5cET]]
* [[125cET]]
* [[1ed237.8c|237.8cET]]
* [[Zeta peak index]] tunings
* [[Zeta peak index]] tunings
** [[1zpi]] = 1065.1767…cET
** [[1zpi]] = 1065.1767…cET
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** [[3zpi]] = 470.7997…cET
** [[3zpi]] = 470.7997…cET
** …
** …
; … of a rational interval
* [[8/7 equal-step tuning]] – multiples of [[8/7]]
* [[9/8 equal-step tuning]] – multiples of [[9/8]]
* [[10/9 equal-step tuning]] – multiples of [[10/9]]
* [[15/14 equal-step tuning]] – multiples of [[15/14]]
* [[16/15 equal-step tuning]] – multiples of [[16/15]]
* [[18/17 equal-step tuning]] – multiples of [[18/17]]
* [[21/20 equal-step tuning]] – multiples of [[21/20]]
* [[25/24 equal-step tuning]] – multiples of [[25/24]]
* [[1ed26/25|26/25 equal-step tuning]] – multiples of [[26/25]]
* [[81/80 equal-step tuning]] – multiples of [[81/80]]


== See also ==  
== See also ==