186zpi: Difference between revisions
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As a non-octave, non-tritave scale, [[186zpi]] features a well-balanced [[harmonic series segment]] from 5 to 9, and performs exceptionally well across all [[prime harmonics]] from 5 to 23, with the exception of 19.{{Harmonics in cet|29.0248832971658|columns=15|title=Approximation of harmonics in 186zpi}} | As a non-octave, non-tritave scale, [[186zpi]] features a well-balanced [[harmonic series segment]] from 5 to 9, and performs exceptionally well across all [[prime harmonics]] from 5 to 23, with the exception of 19.{{Harmonics in cet|29.0248832971658|columns=15|title=Approximation of harmonics in 186zpi}} | ||
{{Harmonics in cet|29.0248832971658|columns=16|start=16|title=Approximation of harmonics in 186zpi}} | {{Harmonics in cet|29.0248832971658|columns=16|start=16|title=Approximation of harmonics in 186zpi}} | ||
=== Approximation of [[Edonoi|EDONOIs]] === | |||
Based on harmonics with less than 1 cent of error, [[186zpi]] can be approximated by [[96ed5]], [[124ed8]] (or every 3 steps of [[124edo]]), [[143ed11]], [[153ed13]], [[169ed17]], [[187ed23]], and [[192ed25]]. | |||