1440edo: Difference between revisions
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1440edo is in[[consistent]] to the [[5-odd-limit]] and does poorly with approximating lower harmonics. However, 1440edo is worth considering as a higher-limit system, where it has excellent representation of the 2.27.15.21.33.17.19.23.31 [[subgroup]]. It may also be considered as every third step of [[4320edo]] in this regard. | 1440edo is in[[consistent]] to the [[5-odd-limit]] and does poorly with approximating lower harmonics. However, 1440edo is worth considering as a higher-limit system, where it has excellent representation of the 2.27.15.21.33.17.19.23.31 [[subgroup]]. It may also be considered as every third step of [[4320edo]] in this regard. | ||