29edo: Difference between revisions
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== Theory == | == Theory == | ||
29 is the lowest edo which approximates the [[3/2]] just fifth more accurately than [[12edo]]: 3/2 = 701.955… cents; 17 degrees of 29edo = 703.448… cents. Since the fifth is sharp instead of flat, 29edo is a [[Erv Wilson's Linear Notations|positive temperament]] — a [[Parapyth| | 29 is the lowest edo which approximates the [[3/2]] just fifth more accurately than [[12edo]]: 3/2 = 701.955… cents; 17 degrees of 29edo = 703.448… cents. Since the fifth is sharp instead of flat, 29edo is a [[Erv Wilson's Linear Notations|positive temperament]] — a [[Parapyth|parapythagorean]] tuning instead of a meantone system. | ||
{| class="wikitable" | {| class="wikitable" | ||
| [[File:29edoSuperpythDiatonic.mp3]] [[:File:29edoSuperpythDiatonic.mp3|[File info]]] | | [[File:29edoSuperpythDiatonic.mp3]] [[:File:29edoSuperpythDiatonic.mp3|[File info]]] | ||
| [[File:12edoDiatonic.mp3]] [[:File:12edoDiatonic.mp3|[File info]]] | | [[File:12edoDiatonic.mp3]] [[:File:12edoDiatonic.mp3|[File info]]] | ||
|- | |- | ||
| | | Parapythagorean diatonic major scale and cadence in 29edo | ||
| 12edo diatonic major scale and cadence, for comparison | | 12edo diatonic major scale and cadence, for comparison | ||
|} | |} | ||