Maeve Gutierrez: Difference between revisions

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Gutierrez was the first to explore [[13ed8/3]] as a possible tuning, describing its uses on the [[Xenharmonic Alliance]] Discord server.

In a ~~public post on the~~ [[~~Xenharmonic Alliance~~]] ~~Discord server, Gutierrez recorded that if~~ you take all the intervals of [[3ed7/3]] up to its sharp [[tritave]] and octave-reduce them, you get a scale almost exactly the same (within 0.25{{c}}) as the [[superpyth]][5] [[MOS]] in [[27edo]], with step pattern 6 5 6 5 5.

== Recommendations ==

If a composer likes Gutierrez original scales, they may also like scales by others which Gutierrez has spoken fondly of. These are some examples of those:

; [[Superpyth]][5] in [[27edo]]

If you take all the intervals of [[3ed7/3]] up to its sharp [[tritave]] and octave-reduce them, you get a scale almost exactly the same (within 0.25{{c}}) as the superpyth[5] [[MOS]] in [[27edo]], with step pattern 6 5 6 5 5. This scale sounds somewhere in between [[12edo]] pentatonic and [[5edo]] equipentatonic.

; [[Cloudtone]][10] in [[45edo]]

If you take two copies of [[5edo]] and offset them from each other by 27{{c}}, you get a scale almost exactly the same (within 0.34{{c}}) by the [[cloudtone]][10] scale in [[45edo]]. This scale is good for [[dual-fifth]] usage.

[[Category:People]]

[[Category:Composers]]

[[Category:Theorists]]

@@ Line 271: / Line 271: @@
 Gutierrez was the first to explore [[13ed8/3]] as a possible tuning, describing its uses on the [[Xenharmonic Alliance]] Discord server.
-In a public post on the [[Xenharmonic Alliance]] Discord server, Gutierrez recorded that if you take all the intervals of [[3ed7/3]] up to its sharp [[tritave]] and octave-reduce them, you get a scale almost exactly the same (within 0.25{{c}}) as the [[superpyth]][5] [[MOS]] in [[27edo]], with step pattern 6 5 6 5 5.
+== Recommendations ==
+If a composer likes Gutierrez original scales, they may also like scales by others which Gutierrez has spoken fondly of. These are some examples of those:
+; [[Superpyth]][5] in [[27edo]]
+If you take all the intervals of [[3ed7/3]] up to its sharp [[tritave]] and octave-reduce them, you get a scale almost exactly the same (within 0.25{{c}}) as the superpyth[5] [[MOS]] in [[27edo]], with step pattern 6 5 6 5 5. This scale sounds somewhere in between [[12edo]] pentatonic and [[5edo]] equipentatonic.
+; [[Cloudtone]][10] in [[45edo]]
+If you take two copies of [[5edo]] and offset them from each other by 27{{c}}, you get a scale almost exactly the same (within 0.34{{c}}) by the [[cloudtone]][10] scale in [[45edo]]. This scale is good for [[dual-fifth]] usage.
 [[Category:People]]
 [[Category:Composers]]
 [[Category:Theorists]]