23edf: Difference between revisions

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-Twenty-three equal divisions of the perfect fifth (23ed3/2)
+'''23EDF''' is the [[EDF|equal division of the just perfect fifth]] into 23 parts of 30.5198 [[cent|cents]] each, corresponding to 39.3188 [[edo]] (similar to every third step of [[118edo]]).
-Rank 1 scale with step size of 30.52 cents.
+==Properties==
+EDF is close to 39ed2 and/or 62ed3, however, the respective octave and twelfth would need to be nearly 10 cents flat.
-Close to 39ed2 and/or 62ed3, however, the respective
-octave and twelfth would need to be nearly 10 cents flat.
 A proponent of this scale is Petr Pařízek.
-Some intervals in table below, selected on the basis of
+Some intervals in table below, selected on the basis of single-use of primes (for most cases):
-single-use of primes (for most cases):
 {| class="wikitable"
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 |}
 –Todd Harrop (June 2015)
-[[Category:31edo]]
-[[Category:edf]]
+[[Category:Edf]]
 [[Category:nonoctave]]
 [[Category:what_is]]
-[[Category:wiki]]