Schismagonal: Difference between revisions
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Created page with "Schismagonal is a 5-limit temperament which equates 360 schisma<nowiki/>s with the perfect fifth, and tempers out {{Monzo|-5399 2879 360}} as a result. See also: H..." |
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Schismagonal is a 5-limit temperament which equates 360 [[schisma]]<nowiki/>s with the [[perfect fifth]], and tempers out {{Monzo|-5399 2879 360}} as a result. | Schismagonal is a 5-limit temperament which equates 360 [[schisma]]<nowiki/>s with the [[perfect fifth]], and tempers out {{Monzo|-5399 2879 360}} as a result. | ||
See also: [[Highly melodic EDF]] | See also: [[Highly melodic EDF]] | ||
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POTE Generator: 1.9499c ~ 32805/32768 | POTE Generator: 1.9499c ~ 32805/32768 | ||
[[Category:Temperaments]] | |||
[[Category:5-limit]] | |||
[[Category:EDF]] | |||
Revision as of 08:43, 28 April 2023
Schismagonal is a 5-limit temperament which equates 360 schismas with the perfect fifth, and tempers out [-5399 2879 360⟩ as a result.
See also: Highly melodic EDF
Schismagonal
In the 5-limit, it is defined as a 20309 & 65235 temperament.
5-limit
Subgroup: 2.3.5
Comma list: [-5399 2879 360⟩
Mapping: ⟨1 1 7], ⟨0 360 -2789]
POTE Generator: 1.9499c ~ 32805/32768
7-limit
Subgroup: 2.3.5.7
Comma list: [179, 34, -87, -11⟩, [-442, 271, 9, -3⟩
Mapping: ⟨1 1 7 -36], ⟨0 360 -2789 23883]
POTE Generator: 1.9499c ~ 32805/32768