193edo: Difference between revisions

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rank-2 temperaments table
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== Scales ==
===Rank-2 temperaments===
* Approximation of sqrt (π): '''159\193''' (988.60104 cents), and of φ: '''134\193''' (833.16062 cents), both inside in the [[7L 2s|superdiatonic]] scale: 25 25 25 9 25 25 25 25 9
{| class="wikitable center-all left-5"
|+Table of rank-2 temperaments by generator
!Periods
per octave
!Generator
(reduced)
!Cents
(reduced)
!Associated
ratio
!Temperament
|-
|1
|16\193
|99.48
|18/17
|[[Quindromeda family#Quintakwai|Quintakwai]]/[[Quindromeda family#Quintakwoid|Quintakwoid]]
|-
|1
|18\193
|111.92
|16/15
|[[Vavoom]]
|-
|1
|39\193
|242.49
|147/128
|[[Septiquarter]]
|-
|1
|51\193
|317.10
|6/5
|[[Countercata]] (7-limit)
|-
|1
|56\193
|348.19
|11/9
|[[Mirkwai clan#Eris|Eris]]
|-
|1
|61\193
|379.28
|56/45
|[[Marthirds]]
|-
|1
|67\193
|416.58
|14/11
|[[Sqrtphi]]
|-
|1
|79\193
|491.19
|3645/2744
|[[Fifthplus]]
|-
|1
|80\193
|497.41
|4/3
|[[Kwai]]
|}
 
==Scales==
*Approximation of sqrt (π): '''159\193''' (988.60104 cents), and of φ: '''134\193''' (833.16062 cents), both inside in the [[7L 2s|superdiatonic]] scale: 25 25 25 9 25 25 25 25 9


[[Category:Equal divisions of the octave|###]] <!-- 3-digit number -->
[[Category:Equal divisions of the octave|###]] <!-- 3-digit number -->
[[Category:Prime EDO]]
[[Category:Prime EDO]]
[[Category:Sqrtphi]]
[[Category:Sqrtphi]]