159edo/Interval names and harmonies: Difference between revisions
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Forgot something concerning the Paramajor Fourth |
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::* It has the potential to move back down to a Serviant harmony through a Parachromatic quatertone-type motion | ::* It has the potential to move back down to a Serviant harmony through a Parachromatic quatertone-type motion | ||
::* It has the potential to move up towards an Interregnant harmony through a Paradiatonic semitone-type motion, with this move granting additional follow-up options | ::* It has the potential to move up towards an Interregnant harmony through a Paradiatonic semitone-type motion, with this move granting additional follow-up options | ||
* Is reachable through stacking eight of this system's approximation of the Septendecimal Whole Tone and octave-reducing. | * Is reachable through stacking eight of this system's approximation of the Septendecimal Whole Tone and octave-reducing | ||
* Is the closest approximation of 13edo's Major Fourth 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 24edo's own Paramajor Fourth found in this system, and thus... | * Is the closest approximation of 24edo's own Paramajor Fourth found 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 | :* Follows similar interval arithmetic logic in relation to Pythagorean intervals, albeit with caveats, since the rastma is not tempered out | ||