Harmonics 3–6: Difference between revisions

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-{{Infobox ADO|steps=3}}
+{{Infobox harmonics|3}}
-'''3ado''', if the attempt is made to use it as an actual scale, would divide the [[octave]] into three [[ADO|arithmetically equal]] parts. The notes of this ADO form a 3:4:5 triad (first inversion major triad).
+{{Harmonics intro|3}} It is the first nontrivial scale of the series, since it is the first to demonstrate [[chirality]]. The notes of this scale form a 3:4:5 triad (first rotation of the [[just major triad]]) in root position.
 == Intervals ==
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 |}
-[[Category:ADO]]
+{{Navbox harmonics}}