20:25:28:35: Difference between revisions
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clarify the lede |
Note the chord as condissonant before mentioning its connection to a tempered identity |
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{{Infobox Chord}} | {{Infobox Chord}} | ||
'''20:25:28:35''' is a possible interpretation of the [[French sixth chord]] | '''20:25:28:35''' is a [[condissonant]] chord in the 7-limit and a possible interpretation of the [[French sixth chord]]. | ||
In [[marvel]] temperament, it is tuned identically to [[128:160:180:225]]; in [[starling]], it is tuned identically to [[72:90:100:125]]; and in [[septimal meantone]] it is tuned the same as both of those. In all of those temperaments, it becomes an [[essentially tempered chord]] in the [[9-odd-limit]] due to the ~[[28/25]] interval being equated with either [[9/8]] or [[10/9]]. | In [[marvel]] temperament, it is tuned identically to [[128:160:180:225]]; in [[starling]], it is tuned identically to [[72:90:100:125]]; and in [[septimal meantone]] it is tuned the same as both of those. In all of those temperaments, it becomes an [[essentially tempered chord]] in the [[9-odd-limit]] due to the ~[[28/25]] interval being equated with either [[9/8]] or [[10/9]]. | ||
[[Category:French sixth chords|##]] <!-- 2-digit first number --> | [[Category:French sixth chords|##]] <!-- 2-digit first number --> |
Revision as of 13:35, 24 August 2024
Chord information |
20:25:28:35 is a condissonant chord in the 7-limit and a possible interpretation of the French sixth chord.
In marvel temperament, it is tuned identically to 128:160:180:225; in starling, it is tuned identically to 72:90:100:125; and in septimal meantone it is tuned the same as both of those. In all of those temperaments, it becomes an essentially tempered chord in the 9-odd-limit due to the ~28/25 interval being equated with either 9/8 or 10/9.