27208edt: Difference between revisions
Created page with "'''27208edt''' is a tuning system which divides the '''tritave''', 3/1, into 27208 equal parts of approximately 0.0699¢ each. 27208edt provides an '''extremely good..." |
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'''27208edt''' is a tuning system which divides the '''tritave''', [[3/1]], into 27208 equal parts of approximately 0.0699[[¢]] each. | '''27208edt''' is a tuning system which divides the '''tritave''', [[3/1]], into 27208 equal parts of approximately 0.0699[[¢]] each. | ||
27208edt provides an '''extremely good approximation''' to the [[No-twos subgroup temperaments|no-twos]] [[7-limit]], with the 5th harmonic | 27208edt provides an '''extremely good approximation''' to the [[No-twos subgroup temperaments|no-twos]] [[7-limit]], with the 5th harmonic tuned 0.045% sharp (approximately 1/2231 of a step), and the 7th harmonic tuned 0.0073% sharp (approximately 1/13733 of a step). | ||
Despite the very good tuning of prime harmonics 3, 5 and 7, 27208edt misses the ditave, [[2/1]], by approximately a third of a step, making it incomparable with its related [[edo]]s, [[17166edo]] and [[17167edo]]. | Despite the very good tuning of prime harmonics 3, 5 and 7, 27208edt misses the ditave, [[2/1]], by approximately a third of a step, making it incomparable with its related [[edo]]s, [[17166edo]] and [[17167edo]]. | ||