Temperament orphanage: Difference between revisions
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{{Technical data page}} | |||
'''Welcome to the temperament orphanage!''' | '''Welcome to the temperament orphanage!''' | ||
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== Lafa (65 & 441) == | == Lafa (65 & 441) == | ||
This temperament was named by [[Petr Pařízek]] in 2011, referring to the characteristic that stacking 12 generators makes 6/1 – "l" for 12, "f" for 6<ref>[https://yahootuninggroupsultimatebackup.github.io/tuning/topicId_101780.html Yahoo! Tuning Group | ''Suggested names for the unclasified temperaments'']</ref>. | |||
Subgroup: 2.3.5 | Subgroup: 2.3.5 | ||
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Mapping: {{mapping| 1 11 -22 | 0 -12 31 }} | Mapping: {{mapping| 1 11 -22 | 0 -12 31 }} | ||
: | : Mapping generators: ~2, ~{{monzo| 33 -13 -5 }} | ||
Optimal tuning (POTE): ~2 = 1\1, ~{{monzo| 33 -13 -5 }} = 941.4971 | Optimal tuning (POTE): ~2 = 1\1, ~{{monzo| 33 -13 -5 }} = 941.4971 | ||
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{{Optimal ET sequence|legend=1| 65, 246, 311, 376, 441, 2711, 3152, 3593, 4034, 4475, 4916, 5357 }} | {{Optimal ET sequence|legend=1| 65, 246, 311, 376, 441, 2711, 3152, 3593, 4034, 4475, 4916, 5357 }} | ||
Badness: 0. | Badness: 0.184510 | ||
== Notes == | |||
[[Category:Regular temperament theory]] | [[Category:Regular temperament theory]] | ||
[[Category: | [[Category:Temperament collections|*]] | ||
Latest revision as of 15:30, 16 April 2025
- This is a list showing technical temperament data. For an explanation of what information is shown here, you may look at the technical data guide for regular temperaments.
Welcome to the temperament orphanage!
These temperaments need to be adopted into a family.
These are some temperaments that were found floating around. It is not clear what family they belong to, so for now they are in the temperament orphanage. Should you know how to match these temperaments back up with their temperament family, feel free to remove them from the orphanage and put them on the right page. If a temperament listed does not have a name, give it a name.
Please give a short description of whatever temperament you leave here so that someone can help to match this temperament back to its rightful progenitors.
Lafa (65 & 441)
This temperament was named by Petr Pařízek in 2011, referring to the characteristic that stacking 12 generators makes 6/1 – "l" for 12, "f" for 6[1].
Subgroup: 2.3.5
Comma list: [77 -31 -12⟩
Mapping: [⟨1 11 -22], ⟨0 -12 31]]
- Mapping generators: ~2, ~[33 -13 -5⟩
Optimal tuning (POTE): ~2 = 1\1, ~[33 -13 -5⟩ = 941.4971
Optimal ET sequence: 65, 246, 311, 376, 441, 2711, 3152, 3593, 4034, 4475, 4916, 5357
Badness: 0.184510