159edo/Interval names and harmonies: Difference between revisions
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* Approximates the [[45/44|Undecimal Fifth-Tone]] | * Approximates the [[45/44|Undecimal Fifth-Tone]] | ||
* Approximates a complicated [[11-limit]] paradiatonic quartertone that is the namesake of 24edo's own Inframinor Second | * Approximates a complicated [[11-limit]] paradiatonic quartertone that is the namesake of 24edo's own Inframinor Second | ||
* Is the closest approximation of the [[31edo]] Superprime found in this system | * Is the closest approximation of the [[31edo]] Superprime found in this system, and thus... | ||
:* Is capable of being used in progressions reminiscent of that system's [[SpiralProgressions|spiral progressions]] | |||
* Is a dissonance to be avoided in Western-Classical-based harmony unless... | * Is a dissonance to be avoided in Western-Classical-based harmony unless... | ||
:* Used for hidden voice-leading in the middle voices | :* Used for hidden voice-leading in the middle voices | ||
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* Approximates the [[26/25|Large Tridecimal Third-Tone]] | * Approximates the [[26/25|Large Tridecimal Third-Tone]] | ||
* Approximates the [[26/25|Large Tridecimal Third-Tone]] | * Approximates the [[26/25|Large Tridecimal Third-Tone]] | ||
* Is one third of this system's approximation of the Pythagorean Major Second | |||
* Is the closest approximation of the [[17edo]] Minor Second found in this system, and thus... | * Is the closest approximation of the [[17edo]] Minor Second found in this system, and thus... | ||
:* Is capable of being used for similar modulatory moves, albeit with caveats, since such moves on their own don't work the exact same way in this system | :* Is capable of being used for similar modulatory moves, albeit with caveats, since such moves on their own don't work the exact same way in this system | ||
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