100edo: Difference between revisions

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prime harmonics table
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Like [[6 EDO]], [[35 EDO]], [[47 EDO]] and [[88 EDO]], 100 EDO possesses two approximations of the perfect fifth (at 58\100 and 59\100 respectively), each almost exactly six cents from just. One interesting consequence of this property is that one may have a closed circle of twelve good fifths (four wide, eight narrow) that bears little resemblance to [[12 EDO]].
Like [[6 EDO]], [[35 EDO]], [[47 EDO]] and [[88 EDO]], 100 EDO possesses two approximations of the perfect fifth (at 58\100 and 59\100 respectively), each almost exactly six cents from just. One interesting consequence of this property is that one may have a closed circle of twelve good fifths (four wide, eight narrow) that bears little resemblance to [[12 EDO]].
 
{{harmonics in equal|100|start=2|intervals=prime}}
== Scales ==
== Scales ==