10:12:15: Difference between revisions
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{{Infobox Chord|ColorName=gu or g}} | {{Infobox Chord|ColorName=gu or g}} | ||
'''10:12:15''' is a utonal [[minor triad]], known as the '''just minor triad''', '''classical minor triad''', or '''Ptolemaic minor triad'''. It is a common chord that appears as a counterpart to the widespread otonal major triad of [[4:5:6]], with the major third replaced by a minor third. | '''10:12:15''' is a utonal [[minor triad]], known as the '''just minor triad''', '''classical minor triad''', or '''Ptolemaic minor triad'''. It is a common chord that appears as a counterpart to the widespread otonal major triad of [[4:5:6]], with the major third replaced by a minor third. It occurs as a minor triad in the [[5L 2s|diatonic]] scale of [[meantone]] temperament, as the minor third formed from stacking three [[4/3|perfect fourths]] octave reduced, [[32/27]], is equated with [[6/5]] due to vanishing of [[81/80]]. | ||
It is not the only minor triad in [[just intonation]]; other minor triads include [[54:64:81]] (Pythagorean minor triad), [[6:7:9]] (septimal minor triad), and [[16:19:24]]. | |||
== Audio of close voicings == | == Audio of close voicings == | ||
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* [[10:12:15:18]] adds [[9/5]] | * [[10:12:15:18]] adds [[9/5]] | ||
* [[30:36:45:50]] adds [[5/3]] | * [[30:36:45:50]] adds [[5/3]] | ||
* [[70:84:105:120]] (12:10:8:7) – adds 12/7 (7-limit) | * [[70:84:105:120]] (1/(12:10:8:7)) – adds 12/7 (7-limit) | ||
* [[60:70:84:105]] (7:6:5:4) – a homonym of the previous chord | * [[60:70:84:105]] (1/(7:6:5:4)) – a homonym of the previous chord | ||
[[Category:Minor triads|#@]] <!-- 2-digit first number --> | [[Category:Minor triads|#@]] <!-- 2-digit first number --> | ||