12L 1s: Difference between revisions

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~~Apparently, it belongs to no particularly important~~ temperament. However, it becomes a compressed [[12edo]] scale when you ignore the octave (this obviously does not work when the generator is very near 12edo (within -7/24{{cent}} of it), for the 13th degree of the scale registers as identical to the octave for human listeners~~, and~~ it becomes indistinct from 13edo or [[1L 11s]] in the 1.75{{cent}} above 1\13 because the large and small steps register as identical to one another for human listeners).

Quasidozenal does not have many [[regular temperament]] applications.

However, it becomes a compressed [[12edo]] scale when you ignore the octave (this obviously does not work when the generator is very near 12edo (within -7/24{{cent}} of it), for the 13th degree of the scale registers as identical to the octave for human listeners.

And it becomes indistinct from [[13edo]] or [[1L 11s]] in the 1.75{{cent}} above 1\13 because the large and small steps register as identical to one another for human listeners).

== Modes ==

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== Intervals ==

== Scale tree ==

{{Todo|cleanup|add etymology|inline=1|text=Clean up lead section, find out who first proposed the name quasidozenal}}

[[Category:13-tone scales]]

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 {{MOS intro|Other Names=quasidozenal}}
-Apparently, it belongs to no particularly important temperament. However, it becomes a compressed [[12edo]] scale when you ignore the octave (this obviously does not work when the generator is very near 12edo (within -7/24{{cent}} of it), for the 13th degree of the scale registers as identical to the octave for human listeners, and it becomes indistinct from 13edo or [[1L 11s]] in the 1.75{{cent}} above 1\13 because the large and small steps register as identical to one another for human listeners).
+Quasidozenal does not have many [[regular temperament]] applications.
+However, it becomes a compressed [[12edo]] scale when you ignore the octave (this obviously does not work when the generator is very near 12edo (within -7/24{{cent}} of it), for the 13th degree of the scale registers as identical to the octave for human listeners.
+And it becomes indistinct from [[13edo]] or [[1L 11s]] in the 1.75{{cent}} above 1\13 because the large and small steps register as identical to one another for human listeners).
 == Modes ==
@@ Line 8: / Line 13: @@
 == Intervals ==
-{{MOS degrees|Step Ratio=2/1; 3/1; 3/2}}
+{{MOS intervals}}
 == Scale tree ==
-{{Scale tree}}
+{{MOS tuning spectrum}}
+{{Todo|cleanup|add etymology|inline=1|text=Clean up lead section, find out who first proposed the name quasidozenal}}
 [[Category:13-tone scales]]