Canousmic temperaments: Difference between revisions

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m Wording; correction; improve categories
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These are rank-2 temperaments that temper out the [[canousma]], 4802000/4782969 = {{monzo| 4 -14 3 4 }}. For the rank-3 temperament, see [[Canou family]].  
This is a collection of rank-2 temperaments that temper out the [[canousma]], 4802000/4782969 = {{monzo| 4 -14 3 4 }}. For the rank-3 temperament, see [[Canou family]].  


Note that 4802000/4782969 = 2×([[10/9]])<sup>3</sup>/([[9/7]])<sup>4</sup>, these intervals tend to have lower complexity.
Temperaments discussed elsewhere are:  
 
Temperaments not dicussed here include:  
* [[godzilla]], {49/48, 81/80} → [[Meantone family #Godzilla]]
* [[godzilla]], {49/48, 81/80} → [[Meantone family #Godzilla]]
* ''[[betic]]'', {225/224, 1071875/1062882} → [[Sycamore family #Betic]]
* ''[[betic]]'', {225/224, 1071875/1062882} → [[Sycamore family #Betic]]
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* ''[[septiquarter]]'', {5120/5103, 420175/419904} → [[Hemifamity temperaments #Septiquarter]]
* ''[[septiquarter]]'', {5120/5103, 420175/419904} → [[Hemifamity temperaments #Septiquarter]]
* ''[[marthirds]]'', {15625/15552, 2460375/2458624} → [[Kleismic family #Marthirds]]
* ''[[marthirds]]'', {15625/15552, 2460375/2458624} → [[Kleismic family #Marthirds]]
* ''[[kleischismic]]'', {32805/32768, 1562500/1492992} → [[Schismatic family #Kleischismic]]
* ''[[kleischismic]]'', {32805/32768, 1500625/1492992} → [[Schismatic family #Kleischismic]]


Discussed below are satin, superlimmal and semiluna.  
Considered below are satin, superlimmal and semiluna.  


== Satin ==
== Satin ==
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[[Category:Regular temperament theory]]
[[Category:Regular temperament theory]]
[[Category:Temperament collection]]
[[Category:Temperament collection]]
[[Category:Canou]]
[[Category:Canousmic temperaments| ]] <!-- main article -->
[[Category:Rank 2]]
[[Category:Rank 2]]