16/15: Difference between revisions

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 == Approximation ==
 /15 is very accurately approximated by [[43edo]] (4\43).
+{{Interval edo approximation|16/15}}
 == Temperaments ==
@@ Line 25: / Line 27: @@
 * [[Stockhausenic]]
-In addition, this [[fractional-octave temperaments]] are generated by a ~16/15:
+In addition, the following [[fractional-octave temperaments]] are generated by a ~16/15:
 * [[Quintosec]]
-{{todo|complete list}}
+{{Todo|complete list}}
+Some [[11th-octave temperaments]] treat ~16/15 as the period, including [[hendecatonic (temperament)|hendecatonic]].
-Some [[11th-octave temperaments]] treat ~16/15 as the period, including [[hendecatonic]].
-{| class="wikitable"
-|+ EDO Approximations for 16/15
-|-
-! EDO !! Step size !! Absolute Error ([[Cent|¢]]) !! [[Relative_interval_error|Relative Error]] ([[Relative_cent|%]])
-|-
-| [[10edo|10]] || 1\10 || +8.27 || +6.89
-|-
-| [[11edo|11]] || 1\11 || -2.64 || -2.42
-|-
-| [[21edo|21]] || 2\21 || +2.55 || +4.47
-|-
-| [[22edo|22]] || 2\22 || -2.64 || -4.84
-|-
-| [[32edo|32]] || 3\32 || +0.77 || +2.05
-|-
-| [[33edo|33]] || 3\33 || -2.64 || -7.26
-|-
-| [[42edo|42]] || 4\42 || +2.55 || +8.94
-|-
-| [[43edo|43]] || 4\43 || -0.10 || -0.37
-|-
-| [[53edo|53]] || 5\53 || +1.48 || +6.52
-|-
-| [[54edo|54]] || 5\54 || -0.62 || -2.79
-|}
 == See also ==
 * [[15/8]] – its [[octave complement]]
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 [[Category:Semitone]]
 [[Category:Father]]
-[[Category:Commas named after their interval size]]
+[[Category:Commas named for the generator of their temperament]]