Misty family: Difference between revisions

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{{Technical data page}}~~<br><br>~~

The '''misty family''' tempers out the [[misty comma]], 67108864/66430125 = {{monzo| 26 -12 -3 }}, equating the [[Pythagorean comma]] with a stack of three [[schisma]]s, making it a member of the [[schismic–Pythagorean equivalence continuum]]. It features a third-octave period, which is represented by [[512/405]] and acts as the interval separating ~[[128/81]] from ~[[5/4]].

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: mapping generators: ~63/50, ~3

~~{{Multival|legend=1| 3 -12 -30 -26 -56 -36 }}~~

Optimal tuning (CTE): ~63/50 = 1\3, ~3/2 = 703.1448

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~~{{Multival|legend=1| 3 -12 -18 -26 -37 -8 }}~~

: mapping generators: ~80/63, ~3

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[[Category:Temperament families]]

[[Category:Pages with mostly numerical content]]

[[Category:Misty family| ]]

[[Category:Rank 2]]

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-{{Technical data page}}<br><br>
+{{Technical data page}}
 The '''misty family''' tempers out the [[misty comma]], 67108864/66430125 = {{monzo| 26 -12 -3 }}, equating the [[Pythagorean comma]] with a stack of three [[schisma]]s, making it a member of the [[schismic–Pythagorean equivalence continuum]]. It features a third-octave period, which is represented by [[512/405]] and acts as the interval separating ~[[128/81]] from ~[[5/4]].
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 : mapping generators: ~63/50, ~3
-{{Multival|legend=1| 3 -12 -30 -26 -56 -36 }}
 Optimal tuning (CTE): ~63/50 = 1\3, ~3/2 = 703.1448
@@ Line 219: / Line 217: @@
 {{Mapping|legend=1| 3 0 26 37 | 0 1 -4 -6 }}
-{{Multival|legend=1| 3 -12 -18 -26 -37 -8 }}
 : mapping generators: ~80/63, ~3
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 [[Category:Temperament families]]
+[[Category:Pages with mostly numerical content]]
 [[Category:Misty family| ]] <!-- main article -->
 [[Category:Rank 2]]