No-twos 31-limit: Difference between revisions
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== Purpose == | == Purpose == | ||
A purpose of no-twos 31-limit just intonation is to extend the [[ | A purpose of no-twos 31-limit just intonation is to extend the [[Bohlen–Pierce scale]] all through the [[31-limit]]. | ||
== See also == | == See also == | ||
* [[The Riemann | * [[The Riemann zeta function and tuning#Removing primes]] – No-twos Z-function | ||
* [[EDT]] – Equal division of the tritave | * [[EDT]] – Equal division of the tritave | ||
* [[User:Contribution/No-twos 31-limit]] – Includes a large table of no-twos 31-limit intervals | * [[User:Contribution/No-twos 31-limit]] – Includes a large table of no-twos 31-limit intervals | ||
| Line 11: | Line 11: | ||
[[Category:31-limit]] | [[Category:31-limit]] | ||
[[Category:Subgroup]] | [[Category:Subgroup]] | ||
[[Category: | [[Category:Bohlen–Pierce]] | ||
[[Category:Tritave]] | [[Category:Tritave]] | ||
Latest revision as of 13:18, 10 April 2025
In no-twos 31-limit just intonation, all ratios will contain neither 2 nor primes higher than 31. It is a nonoctave 31-limit system.
Purpose
A purpose of no-twos 31-limit just intonation is to extend the Bohlen–Pierce scale all through the 31-limit.
See also
- The Riemann zeta function and tuning#Removing primes – No-twos Z-function
- EDT – Equal division of the tritave
- User:Contribution/No-twos 31-limit – Includes a large table of no-twos 31-limit intervals