26edo: Difference between revisions
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* [[List of 26et rank two temperaments by badness]] | * [[List of 26et rank two temperaments by badness]] | ||
* [[List of edo-distinct 26et rank two temperaments]] | * [[List of edo-distinct 26et rank two temperaments]] | ||
* | Important mos scales include (in addition to ones found in [[13edo]]): | ||
* | * [[Flattone]][7] (diatonic) 4443443 (15\26, 1\1) | ||
* | * [[Flattone]][12] (chromatic) 313131331313 (15\26, 1\1) | ||
* [[ | * [[Flattone]][19] (enharmonic) 2112112112121121121 (15\26, 1\1) | ||
* [[ | * [[Orgone]][7] 5525252 (7\26, 1\1) | ||
* [[ | * [[Orgone]][11] 32322322322 (7\26, 1\1) | ||
* [[ | * [[Orgone]][15] 212212221222122 (7\26, 1\1) | ||
* [[ | * [[Lemba]][6] 553553 (5\26, 1\2) | ||
* [[ | * [[Lemba]][10] 3232332323 (5\26, 1\2) | ||
* [[Lemba]][16] 2122122121221221 (5\26, 1\2) | |||
{| class="wikitable center-all left-3" | {| class="wikitable center-all left-3" | ||
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=== Hendec in 26et === | === Hendec in 26et === | ||
[[Hendec]], the 13-limit 26& | [[Hendec]], the 13-limit {{nowrap|26 & 46}} temperament with generator ~10/9, concentrates the intervals of greatest accuracy in 26et into the lower ranges of complexity. It has a period of half an octave, with 13/12 reachable by four generators, 8/7 by two, 14/11 by one, 10/9 by one, and 11/8 by three. All of these are tuned to within 2.5 cents of accuracy. | ||
=== Commas === | === Commas === | ||
26et [[tempers out]] the following [[commas]]. | 26et [[tempering out|tempers out]] the following [[commas]]. This assumes the [[val]] {{val| 26 41 60 73 90 96 }}. | ||
{| class="commatable wikitable center-all left-3 right-4 left-6" | {| class="commatable wikitable center-all left-3 right-4 left-6" | ||
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| 34.98 | | 34.98 | ||
| Biruyo | | Biruyo | ||
| | | Jubilisma, tritonic diesis | ||
|- | |- | ||
| 7 | | 7 | ||