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| {{Infobox ET}}
| | #REDIRECT [[4ed4/3#11ed11/5]] |
| {{ED intro}}
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| == Intervals ==
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| {| class="wikitable mw-collapsible"
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| |+
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| !Step
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| !Interval (¢)
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| !JI approximated
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| !Simplified ratios
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| |-
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| |1
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| |124.09
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| |29/27
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| |-
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| |2
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| |248.18
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| |22/19
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| |-
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| |3
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| |372.27
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| |31/25
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| |-
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| |4
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| |496.37
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| |8/6, 29/22
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| |4/3
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| |-
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| |5
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| |620.46
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| |52/36
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| |13/9
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| |-
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| |6
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| |744.55
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| |80/52
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| |20/13
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| |-
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| |7
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| |868.46
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| |10/6, 36/22
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| |5/3, 18/11
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| |-
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| |8
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| |992.73
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| |39/22, 55/31, 64/36
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| |16/9
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| |-
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| |9
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| |1116.82
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| |19/10
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| |-
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| |10
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| |1240.91
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| |39/19
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| |-
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| |11
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| |1365.00
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| |11/5
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| |}
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| The subgroup interpretation used is 11/5.6.8.10.19.25.27.29.31.39.45.52. Other interpretations are possible. Don't forget that fractions can multiply, e.g. 10*11/5=22, 25*11/5=55.
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| == Harmonics ==
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| {{Harmonics in equal
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| | steps = 11
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| | num = 11
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| | denom = 5
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| }}
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| {{Harmonics in equal
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| | steps = 11
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| | num = 11
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| | denom = 5
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| | start = 12
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| | collapsed = 1
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| }}
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| {{stub}}
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