224/135: Difference between revisions

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Created page with "{{Infobox Interval | JI glyph = | Ratio = 224/135 | Monzo = 5 -3 -1 1 | Cents = 876.64719 | Name = septimal narrow major sixth, <br> marvelous major sixth | Color name = | F..."
 
m Changed "minor" to "major" in description
 
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{{Infobox Interval
{{Infobox Interval
| JI glyph =
| Name = septimal narrow major sixth, marvelous major sixth
| Ratio = 224/135
| Color name = zg7, zogu 7th
| Monzo = 5 -3 -1 1
| Cents = 876.64719
| Name = septimal narrow major sixth, <br> marvelous major sixth
| Color name =  
| FJS name =
| Sound =
}}
}}


'''224/135''', the '''septimal narrow minor sixth''', or '''marvelous minor sixth''', is a [[7-limit]] interval that forms the difference between [[7/4]] and [[135/128]], and between [[16/9]] and [[15/14]].  Given that 135/128 is a type of chromatic semitone, this means 224/135 is functionally a type of diminished seventh.
'''224/135''', the '''septimal narrow major sixth''', or '''marvelous major sixth''', is a [[7-limit]] interval that forms the difference between [[7/4]] and [[135/128]], and between [[16/9]] and [[15/14]].  Given that 135/128 is a type of chromatic semitone, this means 224/135 functionally doubles as a type of diminished seventh.


== See also ==
== See also ==