182/121: Difference between revisions
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Address a name change and +necessary terminology |
- explanation on the name (the hyphenation should make it clear enough) |
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{{Infobox Interval | {{Infobox Interval | ||
| Name = minor minthmic fifth | | Name = minor-minthmic fifth | ||
| Color name = 3o1uuz6, tholuluzo 6th | | Color name = 3o1uuz6, tholuluzo 6th | ||
| Sound = Ji-182-121-csound-foscil-220hz.mp3 | | Sound = Ji-182-121-csound-foscil-220hz.mp3 | ||
}} | }} | ||
'''182/121''', the '''minor minthmic fifth''', is a [[13-limit]] interval measuring about 706.7{{cent}}. It is a [[364/363|minor minthma (364/363)]] sharp of the perfect fifth ([[3/2]]). It is the stack of [[14/11]] and [[13/11]] ((13/11)(14/11) = 182/121) | '''182/121''', the '''minor-minthmic fifth''', is a [[13-limit]] interval measuring about 706.7{{cent}}. It is a [[364/363|minor-minthma (364/363)]] sharp of the perfect fifth ([[3/2]]). It is the stack of [[14/11]] and [[13/11]] ((13/11)⋅(14/11) = 182/121). | ||
== Approximation == | == Approximation == | ||
This interval is rather well approximated by the regular fifths in [[17edo]]: 10\17 is 0.8{{cent}} flat of 182/121. | This interval is rather well approximated by the regular fifths in [[17edo]]: 10\17 is 0.8{{cent}} flat of 182/121. | ||
It is also incredibly close to the major minthmic fifth ([[176/117]], 706.8803{{cent}}), found as a stack of [[16/13]] and [[11/9]] ((11/9)(16/13) = 176/117). | It is also incredibly close to the major-minthmic fifth ([[176/117]], 706.8803{{cent}}), found as a stack of [[16/13]] and [[11/9]] ((11/9)⋅(16/13) = 176/117). | ||
== See also == | == See also == | ||
Latest revision as of 14:36, 22 July 2026
| Interval information |
[sound info]
182/121, the minor-minthmic fifth, is a 13-limit interval measuring about 706.7 ¢. It is a minor-minthma (364/363) sharp of the perfect fifth (3/2). It is the stack of 14/11 and 13/11 ((13/11)⋅(14/11) = 182/121).
Approximation
This interval is rather well approximated by the regular fifths in 17edo: 10\17 is 0.8 ¢ flat of 182/121.
It is also incredibly close to the major-minthmic fifth (176/117, 706.8803 ¢), found as a stack of 16/13 and 11/9 ((11/9)⋅(16/13) = 176/117).