17/10: Difference between revisions

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{{Infobox Interval

~~| Icon =~~

| Name = diatismic major sixth

~~| Ratio = 17/10~~

~~| Monzo = -1 0 -1 0 0 0 1~~

~~| Cents = 918.6417~~

| Name = ~~septendecimal~~ major sixth

| Sound = jid_17_10_pluck_adu_dr220.mp3

| Color name =

| Color name = 17og7, sogu 7th

}}

In [[17-limit]] [[~~Just~~ Intonation]], '''17/10''' is the ~~"septendecimal~~ major sixth," measuring about 918.6¢. It is the [[mediant]] ~~between~~ [[5/3]] and [[12/7]]. Its [[octave complement]] is [[20/17]], the ~~"septendecimal~~ minor third".

In [[17-limit]] [[just Intonation]], '''17/10''' is the '''diatismic major sixth''', measuring about 918.6¢. It exceeds the [[27/16|Pythagorean major sixth (27/16)]] by a [[136/135|diatisma (136/135)]], hence the name. It is the [[mediant]] of [[5/3]] and [[12/7]]. Its [[octave complement]] is [[20/17]], the diatismic minor third.

== See also ==

* [[20/17]] – its [[octave complement]]

* [[4edo|3\4]] or [[12edo|9\12]] (900 cents)

* [[13edo|10\13]] (923.08 cents)

* [[17edo|13\17]] (917.65 cents)

* [[Gallery of ~~Just Intervals~~]]

* [[Gallery of just intervals]]

[[Category:~~17-limit~~]]

[[Category:Sixth]]

[[Category:~~Interval~~]]

[[Category:Major sixth]]

[[Category:~~just_interval]]~~

[[Category:Diatismic]]

~~[[Category:major_sixth]]~~

~~[[Category:septendecimal~~]]

@@ Line 1: / Line 1: @@
 {{Infobox Interval
-| Icon =
+| Name = diatismic major sixth
-| Ratio = 17/10
-| Monzo = -1 0 -1 0 0 0 1
-| Cents = 918.6417
-| Name = septendecimal major sixth
 | Sound = jid_17_10_pluck_adu_dr220.mp3
-| Color name =
+| Color name = 17og7, sogu 7th
 }}
-In [[17-limit]] [[Just Intonation]], '''17/10''' is the "septendecimal major sixth," measuring about 918.6¢. It is the [[mediant]] between [[5/3]] and [[12/7]]. Its [[octave complement]] is [[20/17]], the "septendecimal minor third".
+In [[17-limit]] [[just Intonation]], '''17/10''' is the '''diatismic major sixth''', measuring about 918.6¢. It exceeds the [[27/16|Pythagorean major sixth (27/16)]] by a [[136/135|diatisma (136/135)]], hence the name. It is the [[mediant]] of [[5/3]] and [[12/7]]. Its [[octave complement]] is [[20/17]], the diatismic minor third.
 == See also ==
+* [[20/17]] – its [[octave complement]]
 * [[4edo|3\4]] or [[12edo|9\12]] (900 cents)
 * [[13edo|10\13]] (923.08 cents)
 * [[17edo|13\17]] (917.65 cents)
-* [[Gallery of Just Intervals]]
+* [[Gallery of just intervals]]
-[[Category:17-limit]]
+[[Category:Sixth]]
-[[Category:Interval]]
+[[Category:Major sixth]]
-[[Category:just_interval]]
+[[Category:Diatismic]]
-[[Category:major_sixth]]
-[[Category:septendecimal]]