159edo/Interval names and harmonies: Difference between revisions
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* Is one half of this system's approximation of the Neo-Gothic Minor Third | * Is one half of this system's approximation of the Neo-Gothic Minor Third | ||
* Is one third of this system's approximation of the Classic Diminished Fourth | * Is one third of this system's approximation of the Classic Diminished Fourth | ||
* Is the closest approximation of [[17edo]]'s Neutral 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 | |||
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| Tendoneutral Second, Greater Super-Augmented Prime | | Tendoneutral Second, Greater Super-Augmented Prime | ||
| Ed>, Dt#>↓ | | Ed>, Dt#>↓ | ||
| | | This interval... | ||
* Approximates the [[12/11|Alpharabian Tendoneutral Second]], which is the traditional, [[low-complexity JI|low complexity]] Undecimal Neutral Second, and as such... | |||
:* It serves as the larger and more consonant of two Neutral Seconds in Western-Classical-based Paradiatonic functional harmony, and thus... | |||
::* It can be thought of as something along the lines of a "narrow whole tone" in voice-leading | |||
::* Can occur as the distance between two notes in a single chord in Western-Classical-based polypedal harmony, though since it is an ambisonance, it's prone to decomposition | |||
::* 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 fifth of this system's approximation of the Just Paramajor Fifth | |||
* Is the closest approximation of 24edo's own Neutral Second in this system, and thus... | |||
:* Follows similar interval arithmetic logic in relation to Pythagorean intervals, albeit with caveats, since the rastma is not tempered out | |||
:* Can be used in melodic and harmonic gestures reminiscent of those found in that system, since such moves on their own don't work the exact same way in this system | |||
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