55/49: Difference between revisions

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{{Infobox Interval

~~| Ratio = 55/49~~

~~| Monzo = 0 0 1 -2 1~~

~~| Cents = 199.97984~~

| Name = werckismic tone

| Color name = 1orry1, loruruyo unison

~~| FJS name = A1<sup>5,11</sup><sub>7,7</sub>~~

| Sound = jid_55_49_pluck_adu_dr220.mp3

}}

'''55/49''', the '''werckismic tone''', is 0.02 [[cent~~]]s~~ flat of the 200 cent tone of [[12edo]], and 441/440 (3.~~9 cents~~) flat of the major whole tone, [[9/8]]. This is related to the fact that two schismas ([[32805/32768]] each) are very nearly [[441/440]], differing only by the comma {{Monzo|27 -14 -3 2 -1}} of 0.02 ~~cents~~. It arises in [[11-limit]] scales as the interval from [[7/5]] to [[11/7]].

'''55/49''', the '''werckismic tone''', is 0.02{{cent}} flat of the 200 cent tone of [[12edo]], and 441/440 (3.9¢) flat of the major whole tone, [[9/8]]. It is identified with the 200 cent tone by the [[spoob]] comma, which sets 6 instances of this interval to be equal to the octave. This is related to the fact that two schismas ([[32805/32768]] each) are very nearly [[441/440]], differing only by the comma {{Monzo|27 -14 -3 2 -1}} of 0.02{{c}}. It arises in [[11-limit]] scales as the interval from [[7/5]] to [[11/7]].

In [[Functional Just System]] and [[Helmholtz-Ellis notation]], this interval is represented by an augmented unison.

In [[Functional Just System]] and [[Helmholtz–Ellis notation]], this interval is represented by an augmented unison.

== See also ==

* [[Gallery of just intervals]]

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

[[Category:Second]]

[[Category:Whole tone]]

[[Category:Werckismic]]

@@ Line 1: / Line 1: @@
 {{Infobox Interval
-| Ratio = 55/49
-| Monzo = 0 0 1 -2 1
-| Cents = 199.97984
 | Name = werckismic tone
 | Color name = 1orry1, loruruyo unison
-| FJS name = A1<sup>5,11</sup><sub>7,7</sub>
 | Sound = jid_55_49_pluck_adu_dr220.mp3
 }}
-'''55/49''', the '''werckismic tone''', is 0.02 [[cent]]s flat of the 200 cent tone of [[12edo]], and 441/440 (3.9 cents) flat of the major whole tone, [[9/8]]. This is related to the fact that two schismas ([[32805/32768]] each) are very nearly [[441/440]], differing only by the comma {{Monzo|27 -14 -3 2 -1}} of 0.02 cents. It arises in [[11-limit]] scales as the interval from [[7/5]] to [[11/7]].
+'''55/49''', the '''werckismic tone''', is 0.02{{cent}} flat of the 200 cent tone of [[12edo]], and 441/440 (3.9¢) flat of the major whole tone, [[9/8]]. It is identified with the 200 cent tone by the [[spoob]] comma, which sets 6 instances of this interval to be equal to the octave. This is related to the fact that two schismas ([[32805/32768]] each) are very nearly [[441/440]], differing only by the comma {{Monzo|27 -14 -3 2 -1}} of 0.02{{c}}. It arises in [[11-limit]] scales as the interval from [[7/5]] to [[11/7]].
-In [[Functional Just System]] and [[Helmholtz-Ellis notation]], this interval is represented by an augmented unison.
+In [[Functional Just System]] and [[Helmholtz&ndash;Ellis notation]], this interval is represented by an augmented unison.
 == See also ==
 * [[Gallery of just intervals]]
-[[Category:11-limit]]
 [[Category:Second]]
 [[Category:Whole tone]]
 [[Category:Werckismic]]