247edo: Difference between revisions
Created page with "The '''247 equal divisions of the octave''' ('''247EDO'''), or the '''247(-tone) equal temperament''' ('''247TET''', '''247ET''') when viewed from a regular temperament pe..." |
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== Theory == | == Theory == | ||
247EDO is the largest number EDO that interval representing 3/2 is flatter than that of [[12EDO]] (700¢) | In 247EDO, 144 degree represents [[3/2]] (2.36¢ flat), 80 degree represents [[5/4]] (2.35¢ sharp), 199 degree represents [[7/4]] (2.02¢ flat), and 113 degree represents [[11/8]] (2.33¢ flat). 247EDO lacks consistency to the 5 and higher odd-limit. It is the largest number EDO that interval representing 3/2 is flatter than that of [[12EDO]] (700¢, [[Compton family|compton]] fifth). It tempers out [[126/125]], [[243/242]] and [[1029/1024]] in the 11-limit patent mapping, so it supports the ''hemivalentino'' temperament (31&61e). | ||
{{Odd harmonics in edo|edo=247|prec=2}} | {{Odd harmonics in edo|edo=247|prec=2}} | ||
[[Category:Equal divisions of the octave]] | [[Category:Equal divisions of the octave]] | ||