8edt: Difference between revisions
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8edt : 4edt :: 10edo : 5edo. -redundant categories |
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{{Infobox ET}} | {{Infobox ET}} | ||
{{ | {{ED intro}} | ||
As a double of [[4edt]], it is the analog of [[10edo]] being the double of [[5edo]]. However, the full 3:5:7 triad is already present in 4edt which is unlike the situation in 10edo where 4:5:6 gains a new better approximation than the sus4 triad in [[5edo]]. More precisely, 8edt is [[enfactored]] in the 3.5.7 subgroup. | |||
As a double of [[ | |||
What it does introduce are flat [[2/1]] pseudo-octaves and sharp [[3/2]] perfect fifths, making it related to 5edo melodically. It is equivalent to 5edo with the [[3/1]] made just, by compressing the octave by 11.3 cents. | What it does introduce are flat [[2/1]] pseudo-octaves and sharp [[3/2]] perfect fifths, making it related to 5edo melodically. It is equivalent to 5edo with the [[3/1]] made just, by compressing the octave by 11.3 cents. | ||
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{{Interval table}} | {{Interval table}} | ||
[[Category: | [[Category:Macrotonal]] | ||