55/49: Difference between revisions
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'''55/49''', the '''werckismic tone''', is 0.02{{ | '''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. | ||
Latest revision as of 16:29, 15 January 2025
| Interval information |
[sound info]
55/49, the werckismic tone, is 0.02 ¢ 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 [27 -14 -3 2 -1⟩ of 0.02 ¢. 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.