Cthon5m: Difference between revisions
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In [[aberrismic theory]], '''sequar5m''' (in aberrismic systematic naming) is the [[diregular scale|diregular]] 5L5m4s scale pattern '''LmLsmLsmLmsLms''', so named because it is generated by a generator of the [[semiquartal]] MOS and the m step is the offset in its generator-offset structure. | In [[aberrismic theory]], '''sequar5m''' (in aberrismic systematic naming) is the [[diregular scale|diregular]] 5L5m4s scale pattern '''LmLsmLsmLmsLms''', so named because it is generated by a generator of the [[semiquartal]] MOS and the m step is the offset in its generator-offset structure. | ||
== Temperaments == | == Temperaments == | ||
Line 22: | Line 20: | ||
2/1 | 2/1 | ||
Sequar5m hence admits a [[Cata]] temperament interpretation. | (Sequar5m hence admits a [[Cata]] temperament interpretation.) | ||
Sequar5m is comparable to the MOS Kleismic[15] in size, but it's "fifthier" (has longer 3/2 chains) than Kleismic[15] and has one fewer note: | |||
* Kleismic[5] has 9 3/2's whereas sequar4s has 10 3/2's. | |||
* 3/2 chains in Kleismic[15] only have at most 3 notes whereas sequar4s interpreted in Kleismic has 3/2 chains with 3 and 4 notes. | |||
== External links == | == External links == | ||
* [https://sw3.lumipakkanen.com/scale/C7mHFdyHd 34edo (4:2:1) tuning] | * [https://sw3.lumipakkanen.com/scale/C7mHFdyHd 34edo (4:2:1) tuning] |
Revision as of 22:40, 5 December 2024
In aberrismic theory, sequar5m (in aberrismic systematic naming) is the diregular 5L5m4s scale pattern LmLsmLsmLmsLms, so named because it is generated by a generator of the semiquartal MOS and the m step is the offset in its generator-offset structure.
Temperaments
Cata (2.3.5.13[34&53])
Sequar5m has the following 2.3.5.13 interpretation in the 34edo (4:2:1) and 53edo (6:3:2) tunings:
13/12 9/8 39/32 5/4 13/10 45/32 13/9 3/2 13/8 27/16 26/15 15/8 39/20 2/1
(Sequar5m hence admits a Cata temperament interpretation.)
Sequar5m is comparable to the MOS Kleismic[15] in size, but it's "fifthier" (has longer 3/2 chains) than Kleismic[15] and has one fewer note:
- Kleismic[5] has 9 3/2's whereas sequar4s has 10 3/2's.
- 3/2 chains in Kleismic[15] only have at most 3 notes whereas sequar4s interpreted in Kleismic has 3/2 chains with 3 and 4 notes.