1331/1323: Difference between revisions
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Created page with "{{Infobox Interval | Color name = TBD | Comma = yes }} '''1331/1323''' is an 11-limit, and 3.7.11 subgroup, comma that is the difference between a stack of two intervals o..." |
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{{Infobox Interval | {{Infobox Interval | ||
| Name = Mintaka comma | |||
| Color name = TBD | | Color name = TBD | ||
| Comma = yes | | Comma = yes | ||
}} | }} | ||
'''1331/1323''' is an [[11-limit]], and 3.7.11 subgroup, comma that is the difference between a stack of two intervals of [[11/7]] and [[27/11]]. Tempering it out in the 3.7.11 subgroup provides [[Mintaka]] temperament, which is one of the simplest temperaments in this subgroup with decent accuracy, and creates a [[5L 2s (3/1-equivalent)|5L 2s]] macrodiatonic scale generated by 11/7 against the [[3/1|tritave]]. | '''1331/1323''' is an [[11-limit]], and 3.7.11 subgroup, comma that is the difference between a stack of two intervals of [[11/7]] and [[27/11]]. Tempering it out in the 3.7.11 subgroup provides [[Mintaka]] temperament, which is one of the simplest temperaments in this subgroup with decent accuracy, and creates a [[5L 2s (3/1-equivalent)|5L 2s]] macrodiatonic scale generated by 11/7 against the [[3/1|tritave]]. | ||
Revision as of 06:33, 22 September 2024
| Interval information |
1331/1323 is an 11-limit, and 3.7.11 subgroup, comma that is the difference between a stack of two intervals of 11/7 and 27/11. Tempering it out in the 3.7.11 subgroup provides Mintaka temperament, which is one of the simplest temperaments in this subgroup with decent accuracy, and creates a 5L 2s macrodiatonic scale generated by 11/7 against the tritave.