376edo: Difference between revisions

(4 intermediate revisions by 3 users not shown)

Line 1:

It approximates the 5-limit very accurately. In the 5-limit, it ~~supports~~ [[~~Gammic~~]], [[~~Kwazy~~]], [[~~Lafa~~]] and [[~~Vulture~~]] temperaments. ~~It could also be viewed as a tuning for~~ the ~~2.3.5.17 subgroup~~, ~~in which~~ it supports the 2.3~~.5.17 extensions of Gammic~~ and ~~Kwazy~~.

376edo is [[consistent]] up to the [[11-odd-limit]], but the error of the [[harmonic]] [[7/1|7]] is quite large, though it approximates the 5-limit very accurately. In the 5-limit, it [[support]]s [[gammic]], [[kwazy]], [[lafa]] and [[vulture]] temperaments. Using the [[patent val]] in the 11-limit, it supports the [[octoid]] temperament, and the rank-3 temperaments [[hades]], [[hanuman]], [[indra]] and [[thor]].

~~376edo is consistent up to the 11-limit. In the 11-limit, it supports the rank 2 [[Octoid]] temperament, and the rank 3 temperaments [[Hades]], [[Hanuman]], [[Indra]] and [[Thor]].~~

=== Prime harmonics ===

=== Subsets and supersets ===

Since 376 factors into {{factorization|376}}, 376edo has subset edos {{EDOs| 2, 4, 8, 47, 94, and 188 }}.

~~[[Category:376edo]]~~

~~[[Category:Equal divisions of the octave]]~~

~~[[Category:Gammic]]~~

~~[[Category:Hades]]~~

~~[[Category:Hanuman]]~~

~~[[Category:Indra]]~~

~~[[Category:Kwazy]]~~

~~[[Category:Lafa]]~~

[[Category:Octoid]]

~~[[Category:Thor]]~~

~~[[Category:Vulture]]~~

@@ Line 1: / Line 1: @@
 {{Infobox ET}}
-{{EDO intro|376}}
+{{ED intro}}
-It approximates the 5-limit very accurately. In the 5-limit, it supports [[Gammic]], [[Kwazy]], [[Lafa]] and [[Vulture]] temperaments. It could also be viewed as a tuning for the 2.3.5.17 subgroup, in which it supports the 2.3.5.17 extensions of Gammic and Kwazy.
+edo is [[consistent]] up to the [[11-odd-limit]], but the error of the [[harmonic]] [[7/1|7]] is quite large, though it approximates the 5-limit very accurately. In the 5-limit, it [[support]]s [[gammic]], [[kwazy]], [[lafa]] and [[vulture]] temperaments. Using the [[patent val]] in the 11-limit, it supports the [[octoid]] temperament, and the rank-3 temperaments [[hades]], [[hanuman]], [[indra]] and [[thor]].
-edo is consistent up to the 11-limit. In the 11-limit, it supports the rank 2 [[Octoid]] temperament, and the rank 3 temperaments [[Hades]], [[Hanuman]], [[Indra]] and [[Thor]].
+=== Prime harmonics ===
-{{harmonics in equal|376}}
+{{Harmonics in equal|376}}
+=== Subsets and supersets ===
+Since 376 factors into {{factorization|376}}, 376edo has subset edos {{EDOs| 2, 4, 8, 47, 94, and 188 }}.
-[[Category:376edo]]
-[[Category:Equal divisions of the octave]]
-[[Category:Gammic]]
-[[Category:Hades]]
-[[Category:Hanuman]]
-[[Category:Indra]]
-[[Category:Kwazy]]
-[[Category:Lafa]]
 [[Category:Octoid]]
-[[Category:Thor]]
-[[Category:Vulture]]