User:Moremajorthanmajor/Ed9/4: Difference between revisions

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* 6&2: Macroshrutis

The temperament family in the Neapolitan temperament area which has an interlaced enneatonic scale is named Fujiyama (i. e. the volcano viewable from practically anywhere in Japan due to the Japanese archipelago consisting of such flat islands).

The temperament family in the Neapolitan temperament area which has an interlaced enneatonic scale is named for parts of Maryland further west of the Middletown Valley as its generator rises:

3&6: South Mountain Scale

4&5: Hagerstown (particularly ~[9/4 4/3])

2&7: Allegany

The temperament family in the Neapolitan temperament area which has an octatonic scale of seven generators and a remainder is named Fujiyama (i. e. the volcano viewable from practically anywhere in Japan due to the Japanese archipelago consisting of such flat islands).

Surprisingly, though sort of obviously, the golden and pyrite tunings of edIXs must be forced to turn out to divide a (nearly) pure 9:4 (in particular, using Aeolian mode gives the [[2/7-comma meantone]] major ninth as almost exactly the pyrite tuning of the period, or (8φ+6)/(7φ+5).

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* [[13edIX]]

* [[14edIX]]

* [[17edIX]] [[Category:EdIX| ]]

[[Category:Ed9/4]]

[[Category:Equal-step tuning]]

@@ Line 16: / Line 16: @@
 * 6&amp;2: Macroshrutis
-The temperament family in the Neapolitan temperament area which has an interlaced enneatonic scale is named Fujiyama (i. e. the volcano viewable from practically anywhere in Japan due to the Japanese archipelago consisting of such flat islands).
+The temperament family in the Neapolitan temperament area which has an interlaced enneatonic scale is named for parts of Maryland further west of the Middletown Valley as its generator rises:
+&6: South Mountain Scale
+&5: Hagerstown (particularly ~[9/4 4/3])
+&7: Allegany
+The temperament family in the Neapolitan temperament area which has an octatonic scale of seven generators and a remainder is named Fujiyama (i. e. the volcano viewable from practically anywhere in Japan due to the Japanese archipelago consisting of such flat islands).
 Surprisingly, though sort of obviously, the golden and pyrite tunings of edIXs must be forced to turn out to divide a (nearly) pure 9:4 (in particular, using Aeolian mode gives the [[2/7-comma meantone]] major ninth as almost exactly the pyrite tuning of the period, or (8φ+6)/(7φ+5).
@@ Line 25: / Line 33: @@
 * [[13edIX]]
 * [[14edIX]]
-* [[17edIX]]    [[Category:EdIX| ]] <!-- main article -->
+* [[17edIX]]     [[Category:EdIX| ]] <!-- main article -->
 [[Category:Ed9/4]]
 [[Category:Equal-step tuning]]