24edo/Interval names and harmonies: Difference between revisions

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=== Fifths ===
=== Fifths ===
24edo contains five distinct sizes of fifths: the diminished fifth (600{{c}}), paraminor fifth (650{{c}}), [[3/2|perfect fifth]] (700{{c}}), paramajor fifth (750{{c}}), and augmented fifth 800¢. The sound of the paraminor and paramajor fifths are often considerd to be very cool and extremely different from 12et sounds. The paraminor fifth, which is considered to be the most dissonant interval in 24et next to the ultramajor seventh, is a fantastic representation of the 11th [[subharmonic]] ([[16/11]]). The paraminor fifth, sometimes mistakenly called a "[[Wolf interval|wolf fifth]]", can be used to create dynamic texture and voice leading but has a rough character that can be challenging to incorporate into the music well, though of course there is the option using it as the fifth of a lowered triad. The paramajor fifth is a good representation of [[17/11]] and is easily used as the fifth of a raised triad.
24edo contains five distinct sizes of fifths: the diminished fifth (600{{c}}), paraminor fifth (650{{c}}), [[3/2|perfect fifth]] (700{{c}}), paramajor fifth (750{{c}}), and augmented fifth 800¢. The sound of the paraminor and paramajor fifths are often considered to be very cool and extremely different from 12et sounds. The paraminor fifth, which is considered to be the most dissonant interval in 24et next to the ultramajor seventh, is a fantastic representation of the 11th [[subharmonic]] ([[16/11]]). The paraminor fifth, sometimes mistakenly called a "[[Wolf interval|wolf fifth]]", can be used to create dynamic texture and voice leading but has a rough character that can be challenging to incorporate into the music well, though of course there is the option using it as the fifth of a dusthumic triad. The paramajor fifth is a good representation of [[17/11]] and is easily used as the fifth of a cocytic triad.


=== Sixths ===
=== Sixths ===