8404edo: Difference between revisions
Created page with "{{Infobox ET}} {{ED intro}} 8404edo is consistent to the 13-odd-limit, but both harmonics 5 and 13 are about halfway between its steps. It is mos..." |
Just reference 16808edo |
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8404edo is [[consistent]] to the [[13-odd-limit]], but both [[harmonic]]s [[5/1|5]] and [[13/1|13]] are about halfway between its steps. It is most interesting as every other step of the monstrous [[16808edo]], with the same extraordinary accuracy in the 2.3.25.7.11.17.23.31 subgroup. | 8404edo is [[consistent]] to the [[13-odd-limit]], but both [[harmonic]]s [[5/1|5]] and [[13/1|13]] are about halfway between its steps. It is most interesting as every other step of the monstrous [[16808edo]], with the same extraordinary accuracy in the 2.3.25.7.11.17.23.31 subgroup. | ||
Like 16808edo, its [[3/2|perfect fifth]] comes from [[2101edo]]. | |||
=== Prime harmonics === | === Prime harmonics === | ||