35/33: Difference between revisions

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{{Infobox Interval

~~| Icon =~~

~~| Ratio = 35/33~~

~~| Monzo = 0 -1 1~~

~~| Cents = 101.87~~

| Name = undecimal semitone

| Color name = 1uzy2, luzoyo 2nd

~~| FJS name = M2^5,7_11~~

}}

'''35/33''' is an 11-limit ~~semitone that is close to the equal-tempered~~ semitone. ~~It is equal to~~ the difference between [[3/2]] and [[99/70]]. It can also be found between [[35/32]] and [[33/32]]~~. It~~ is the mediant of [[18/17]] and [[17/16]].

'''35/33''' is an [[11-limit]] semitone. As the difference between [[3/2]] and [[99/70]], both of which are approximated well by [[12edo]], it is very close to the 12edo semitone. It can also be found between [[35/32]] and [[33/32]], and is the [[mediant]] of [[18/17]] and [[17/16]].

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

[[Category:Second]]

[[Category:~~Interval]]~~

[[Category:Semitone]]

~~[[Category:Ratio]]~~

~~[[Category:Stub~~]]

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 {{Infobox Interval
-| Icon =
-| Ratio = 35/33
-| Monzo = 0 -1 1
-| Cents = 101.87
 | Name = undecimal semitone
 | Color name = 1uzy2, luzoyo 2nd
-| FJS name = M2^5,7_11
 }}
-'''35/33''' is an 11-limit semitone that is close to the equal-tempered semitone. It is equal to the difference between [[3/2]] and [[99/70]]. It can also be found between [[35/32]] and [[33/32]]. It is the mediant of [[18/17]] and [[17/16]].
+'''35/33''' is an [[11-limit]] semitone. As the difference between [[3/2]] and [[99/70]], both of which are approximated well by [[12edo]], it is very close to the 12edo semitone. It can also be found between [[35/32]] and [[33/32]], and is the [[mediant]] of [[18/17]] and [[17/16]].
-[[Category:11-limit]]
+[[Category:Second]]
-[[Category:Interval]]
+[[Category:Semitone]]
-[[Category:Ratio]]
-[[Category:Stub]]