159edo/Interval names and harmonies: Difference between revisions
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* Approximates the [[20/17|Septendecimal Minor Third]], and thus... | * Approximates the [[20/17|Septendecimal Minor Third]], and thus... | ||
:*Is utilized in approximations of the [[17-odd-limit]] | :*Is utilized in approximations of the [[17-odd-limit]] | ||
* Is the closest approximation of 13edo's Minor Third found in this system, and thus... | |||
:* Can be used in Warped Diatonic gestures reminiscent of those found in that system, albeit with caveats, since such moves on their own don't work the exact same way in this system | |||
* Is the closest approximation of 17edo's Minor Third found in this system, and thus... | * Is the closest approximation of 17edo's Minor Third found in this system, and thus... | ||
:* Can be used in melodic and harmonic gestures reminiscent of those found in that system, albeit with caveats, since such moves on their own don't work the exact same way in this system | :* Can be used in melodic and harmonic gestures reminiscent of those found in that system, albeit with caveats, since such moves on their own don't work the exact same way in this system | ||
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:* Can occur as the distance between two notes in a single chord in Western-Classical-based polypedal harmony, though this causes dissonance, and thus requires resolution | :* Can occur as the distance between two notes in a single chord in Western-Classical-based polypedal harmony, though this causes dissonance, and thus requires resolution | ||
:* It is a staple interval of the Western-Classical based Paradiatonic scale in this system | :* It is a staple interval of the Western-Classical based Paradiatonic scale in this system | ||
:* It serves as the smaller and more consonant of two Neutral | :* It serves as the smaller and more consonant of two Neutral Thirds in Western-Classical-based Paradiatonic functional harmony, and thus... | ||
::* Has the potential to move to the Perfect Fourth through a Paradiatonic " | ::* Has the potential to move to the Perfect Fourth through a Paradiatonic "narrow whole tonw" motion | ||
::* Has the potential to move to the Lesser Subminor Third through a type of Chromatic semitone motion | ::* Has the potential to move to the Lesser Subminor Third through a type of Chromatic semitone motion | ||
* Is the closest approximation of 24edo's own Neutral Third in this system, and thus... | * Is the closest approximation of 24edo's own Neutral Third in this system, and thus... | ||
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| Ft>, Gdb>↑ | | Ft>, Gdb>↑ | ||
| This interval... | | This interval... | ||
* Approximates the [[27/22|Alpharabian Tendoneutral Third]] or 2nd Undecimal Neutral Second, and as such... | |||
:* Can occur as the distance between two notes in a single chord in Western-Classical-based polypedal harmony, though this causes dissonance, and thus requires resolution | |||
:* It serves as the larger and more dissonant of two Neutral Thirds in Western-Classical-based Paradiatonic functional harmony, and thus... | |||
::* Has the potential to move to the Pythagorean Minor Third through a Paradiatonic "wide semitone" motion | |||
::* Has the potential to move to the Lesser Subminor Second through a type of Chromatic semitone motion | |||
* Is one half of this system's approximation of the Septendecimal Fifth, which is a a possible generator for this system's Superpyth scale | |||
* Is the closest approximation of 17edo's Neutral Third found in this system, and thus... | |||
:* Is capable of being used for similar modulatory moves, albeit with caveats, albeit with caveats, since such moves on their own don't work the exact same way in this system | |||
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