159edo/Interval names and harmonies: Difference between revisions
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* Approximates a complex 5-limit interval formed by stacking a syntonic comma on top of a Pythagorean Major Second, and thus… | * Approximates a complex 5-limit interval formed by stacking a syntonic comma on top of a Pythagorean Major Second, and thus… | ||
:* It can be thought of as a type of second when acting in this capacity | :* It can be thought of as a type of second when acting in this capacity | ||
* Is the closest approximation of 16edo's Supermajor Second found in this system, and thus… | * Is the closest approximation of 16edo's Supermajor Second found in this system, and thus… | ||
:* Is capable of being used in certain similar melodic and harmonic gestures, albeit with caveats, since such moves on their own don't work the exact same way in this system | :* Is capable of being used in certain similar melodic and harmonic gestures, albeit with caveats, since such moves on their own don't work the exact same way in this system | ||
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* Approximates a complex 5-limit interval formed by subtracting a syntonic comma from a Pythagorean Minor Seventh, and thus… | * Approximates a complex 5-limit interval formed by subtracting a syntonic comma from a Pythagorean Minor Seventh, and thus… | ||
:* It can be thought of as a type of seventh when acting in this capacity | :* It can be thought of as a type of seventh when acting in this capacity | ||
* Is the closest approximation of 16edo's Subminor Seventh found in this system, and thus… | * Is the closest approximation of 16edo's Subminor Seventh found in this system, and thus… | ||
:* Is capable of being used in certain similar melodic and harmonic gestures, albeit with caveats, since such moves on their own don't work the exact same way in this system | :* Is capable of being used in certain similar melodic and harmonic gestures, albeit with caveats, since such moves on their own don't work the exact same way in this system |