96/77: Difference between revisions

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'''96/77'''
{{Infobox Interval
|5 1 0 -1 -1>
| Icon =
| Ratio = 96/77
| Monzo = 5 1 0 -1 -1
| Cents = 381.81115
| Name = keenanismic major third
| Color name =
| Sound = jid_96_77_pluck_adu_dr220.mp3
}}
'''96/77''', the '''keenanismic major third''', is likely to occur in JI scales in the [[11-limit]], as it is the interval between [[7/6]] and [[16/11]] and [[11/8]] and [[12/7]]. It is at [[Ozan Yarman]]'s preferred size of about 382 cents for perde segah, and is almost exactly the size of the major third of [[22edo]], being 0.007 cents flat of 7\22. It could conceivably be used to tune 22edo by ear, as a cycle of 22 of these intervals fails to close by |-103 -22 0 22 22>, about a sixth of a cent, and 96/77 could be tuned by taking a 12/7 up and an 11/8 down.


381.8112 cents
== See also ==


[[File:jid_96_77_pluck_adu_dr220.mp3]] [[:File:jid_96_77_pluck_adu_dr220.mp3|sound sample]]
* [[77/48]] -- its octave complement
* [[77/64]] -- its [[fifth complement]]
* [[Gallery of just intervals]]


96/77, the keenanismic major third, is likely to occur in JI scales in the 11-limit, as it is the interval between 7/6 and 16/11 and 11/8 and 12/7. It is at [[Ozan_Yarman|Ozan Yarman]]'s preferred size of about 382 cents for perde segah, and is almost exactly the size of the major third of [[22edo|22edo]], being 0.007 cents flat of 7\22. It could conceivably be used to tune 22edo by ear, as a cycle of 22 of these intervals fails to close by |-103 -22 0 22 22>, about a sixth of a cent, and 96/77 could be tuned by taking a 12/7 up and an 11/8 down.
[[Category:11-limit]]
[[Category:Interval ratio]]
[[Category:Third]]
[[Category:Major third]]
[[Category:Listen]]