Ploidacot/Diploid dicot: Difference between revisions
Created page with "'''Diploid dicot''' is a temperament archetype where the generator is a neutral third, two of which stack to a 3/2 perfect fifth, and the period is half a 2/1 octave, or 600 cents. In other words, this is the same as the hemipythagorean structure. The generator can also be characterized as an inframinor third or ultramajor second, two of which reach a perfect fourth. Diploid dicot temperaments usually generate the decatonic scale 4L 6s and the 14-note sca..." |
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== Temperament interpretations == | == Temperament interpretations == | ||
A diploid dicot temperament must temper out at least two commas: one to equate an interval to its octave-complement, and one to equate another interval to its fifth-complement. As a result, diploid dicot temperaments must be at least in the 7-limit or another 4-prime subgroup. As such, there are few specifically defined interpretations of diploid dicot as a temperament, and instead they may be found by combining [[Ploidacot/Dicot|dicot]] and [[Ploidacot/Diploid monocot|diploid monocot]] temperaments. | A diploid dicot temperament must temper out at least two commas: one to equate an interval to its octave-complement, and one to equate another interval to its fifth-complement. As a result, diploid dicot temperaments must be at least in the 7-limit or another 4-prime subgroup. As such, there are few specifically defined interpretations of diploid dicot as a temperament, and instead they may be found by combining [[Ploidacot/Dicot|dicot]] and [[Ploidacot/Diploid monocot|diploid monocot]] temperaments. | ||
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