Meantone family: Difference between revisions

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m Cleanup for godzilla
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<span style="display: block; text-align: right;">[[:de:Semiphor,_Semaphor,_Godzilla|Deutsch]]</span>
<span style="display: block; text-align: right;">[[:de:Semiphor,_Semaphor,_Godzilla|Deutsch]]</span>


Main article: [[Semaphore_and_Godzilla|Semaphore and Godzilla]]
{{main|Semaphore and Godzilla}}


[[Comma|Comma]]s: 49/48, 81/80
[[Comma|Comma]]s: 49/48, 81/80


Godzilla has wedgie &lt;&lt;2 8 1 8 -4 -20||, and tempers out 49/48, equating 8/7 with 7/6. Two of the step-and-a-quarter intervals these represent give a fourth, and so step-and-a-quarter generators generate godzilla. [[19edo|19edo]] is the perfect godzilla tuning, so much so that's there's not much point in looking elsewhere. Hence it can be more or less equated with taking 4\19 as a generator. MOS are of 5, 9, or 14 notes.
Godzilla has wedgie &lt;&lt;2 8 1 8 -4 -20||, and tempers out 49/48, equating 8/7 with 7/6. Two of the step-and-a-quarter intervals these represent give a fourth, and so step-and-a-quarter generators generate godzilla. [[19edo]] is the perfect godzilla tuning, so much so that's there's not much point in looking elsewhere. Hence it can be more or less equated with taking 4\19 as a generator. MOS are of 5, 9, or 14 notes.


valid range: [240.000, 257.143] (5 to 14c)
valid range: [240.000, 257.143] (5 to 14c)
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[[wedgie|Wedgie]]: &lt;&lt;2 8 1 8 -4 -20||
[[wedgie|Wedgie]]: &lt;&lt;2 8 1 8 -4 -20||


EDOs: [[5edo|5]], [[9edo|9c]], [[14edo|14c]], [[19edo|19]], [[62edo|62d]], [[81edo|81d]], 143bd
EDOs: {{EDOs|5, 9c, 14c, 19, 62d, 81d, 143bd}}


[[Badness|Badness]]: 0.0267
[[Badness]]: 0.0267


==11-limit==
==11-limit==