Dipromethia: Difference between revisions
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Created page with "{{Infobox Interval |Monzo = -335 122 61 |Name = dipromethia, diaschismic promethia |Comma = yes |FJS name = - }} '''Dipromethia''', or '''diaschismic promethia''', is a 5-limi..." |
standardize temp names |
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|Monzo = -335 122 61 | |Monzo = -335 122 61 | ||
|Name = dipromethia, diaschismic promethia | |Name = dipromethia, diaschismic promethia | ||
|Color name = L<sup>26</sup>y<sup>61</sup>-28, thebila-siweyo negative 28th | |||
|Comma = yes | |Comma = yes | ||
|FJS name = - | |FJS name = - | ||
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'''Dipromethia''', or '''diaschismic promethia''', is a 5-limit comma that is the difference between 61 [[2048/2025]]'s and the octave. | '''Dipromethia''', or '''diaschismic promethia''', is a 5-limit comma that is the difference between 61 [[2048/2025]]'s and the octave. | ||
== Temperaments == | == Temperaments == | ||
Tempering it out results in the ''' | Tempering it out results in the '''dipromethian''' temperament, which sets 61 2048/2025s equal to the octave. Furthermore, since it is the difference between [[45/32]] and [[64/45]] tritones, tempering this comma out sets them to 30\61 and 31\61 respectively. | ||
From a regular temperament perspective, it may be more natural to use the ''' | From a regular temperament perspective, it may be more natural to use the '''promethian''' temperament, splitting the generator fifth in two and described as 183 & 2684, due to its consistency in the 17-odd-limit. | ||
[[Category:Commas with unknown etymology]] | |||
Latest revision as of 04:22, 28 March 2026
| Interval information |
diaschismic promethia
reduced harmonic
Dipromethia, or diaschismic promethia, is a 5-limit comma that is the difference between 61 2048/2025's and the octave.
Temperaments
Tempering it out results in the dipromethian temperament, which sets 61 2048/2025s equal to the octave. Furthermore, since it is the difference between 45/32 and 64/45 tritones, tempering this comma out sets them to 30\61 and 31\61 respectively.
From a regular temperament perspective, it may be more natural to use the promethian temperament, splitting the generator fifth in two and described as 183 & 2684, due to its consistency in the 17-odd-limit.