55/48: Difference between revisions

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{{Infobox Interval

~~| Icon =~~

~~| Ratio = 55/48~~

~~| Monzo = -4 -1 1 0 1~~

~~| Cents = 235.67666~~

| Name = keenanismic supermajor second

| Color name =

| Color name = 1oy2, loyo 2nd

~~| FJS name = M2<sup>55</sup>~~

| Sound = jid_55_48_pluck_adu_dr220.mp3

}}

'''55/48''', the '''keenanismic supermajor second''', is [[385/384]] (4.5{{cent}}) sharper than [[8/7]]. It arises in [[11-limit]] JI scales as the interval between [[16/15]] and [[11/9]], [[12/11]] and [[5/4]], [[6/5]] and [[11/8]], and their inversions.

'''55/48''', the '''keenanismic supermajor second''', is [[385/384]] (4.5 cents) sharper than [[8/7|8/7]]. It arises in [[11-limit]] JI scales as the interval between [[16/15]] and [[11/9]], [[12/11]] and [[5/4]], [[6/5]] and [[11/8]], and their inversions. It is 0.038 ~~cents~~ flatter than the 11\56 supermajor second of [[56edo]].

== Approximation ==

It is 0.038{{cent}} flatter than the 11\56 supermajor second of [[56edo]].

== Usage ==

This interval is prominent in Johannes Dahle's playing, as he uses it to harmonize with a [[11/8]].

== See also ==

* [[96/55]] – its [[octave complement]]

* [[144/110]] – its [[fifth complement]]

* [[Gallery of just intervals]]

~~[[Category:11-limit]]~~

~~[[Category:Interval ratio]]~~

~~[[Category:Just interval]]~~

[[Category:Second]]

[[Category:Supermajor second]]

[[Category:Keenanismic]]

~~[[Category:Listen]]~~

@@ Line 1: / Line 1: @@
 {{Infobox Interval
-| Icon =
-| Ratio = 55/48
-| Monzo = -4 -1 1 0 1
-| Cents = 235.67666
 | Name = keenanismic supermajor second
-| Color name =
+| Color name = 1oy2, loyo 2nd
-| FJS name = M2<sup>55</sup>
 | Sound = jid_55_48_pluck_adu_dr220.mp3
 }}
+'''55/48''', the '''keenanismic supermajor second''', is [[385/384]] (4.5{{cent}}) sharper than [[8/7]]. It arises in [[11-limit]] JI scales as the interval between [[16/15]] and [[11/9]], [[12/11]] and [[5/4]], [[6/5]] and [[11/8]], and their inversions.
-'''55/48''', the '''keenanismic supermajor second''', is [[385/384]] (4.5 cents) sharper than [[8/7|8/7]]. It arises in [[11-limit]] JI scales as the interval between [[16/15]] and [[11/9]], [[12/11]] and [[5/4]], [[6/5]] and [[11/8]], and their inversions. It is 0.038 cents flatter than the 11\56 supermajor second of [[56edo]].
+== Approximation ==
+It is 0.038{{cent}} flatter than the 11\56 supermajor second of [[56edo]].
+== Usage ==
+This interval is prominent in Johannes Dahle's playing, as he uses it to harmonize with a [[11/8]].
 == See also ==
 * [[96/55]] – its [[octave complement]]
 * [[144/110]] – its [[fifth complement]]
 * [[Gallery of just intervals]]
-[[Category:11-limit]]
-[[Category:Interval ratio]]
-[[Category:Just interval]]
 [[Category:Second]]
 [[Category:Supermajor second]]
 [[Category:Keenanismic]]
-[[Category:Listen]]