Miracle/Chords: Difference between revisions
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<span style="line-height: 1.5;">This ordering does create results that may seem surprising: For example, chord #21, 1/1-6/5-8/5, is the first inversion of 1/1-5/4-3/2; in this list, 1/1-5/4-3/2 is the second inversion of chord #21. Unlike in traditional music theory, there is nothing canonical about these orderings and inversions.</span> | <span style="line-height: 1.5;">This ordering does create results that may seem surprising: For example, chord #21, 1/1-6/5-8/5, is the first inversion of 1/1-5/4-3/2; in this list, 1/1-5/4-3/2 is the second inversion of chord #21. Unlike in traditional music theory, there is nothing canonical about these orderings and inversions.</span> | ||
All three inversions for all 63 chords are notated in this [ | All three inversions for all 63 chords are notated in this [[media:41-EDO-Miracle-scale-and-triads.pdf PDF]] and can be heard using a [[media:41_EDO_Miracle_-_scale_and_triads_-_piano.mp3 piano]], a [[media:41_EDO_Miracle_-_scale_and_triads_-_steel_gtr.mp3 steel-stringed guitar]], a [[media:41_EDO_Miracle_-_scale_and_triads_-_nylon_guitar.mp3 nylon-stringed guitar]], and a [[media:41_EDO_Miracle_-_scale_and_triads_-_strings.mp3 | string ensemble]]. (All linked files are in MP3 format. They were created in [http://www.mus2.com.tr/en/ Mus2] using 41 EDO sagittal notation, exported to tuned MIDI, and rendered with Timidity++ using soundfonts.) Finally, here is a [[media:41_EDO_Miracle_-_scale_and_triads.mid tuned MIDI file]]. The sequence is: chord as outlined in the list below, first inversion, second inversion, quarter-note rest. | ||
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