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[[Category:Edo]]
[[Category:Edo]]
[[Category:Theory]]
[[Category:Theory]]
{| class="wikitable center-all"
|-
| rowspan="2" | Step #
| style="text-align:center;" | ET
| colspan="2" | Just
| Difference <br> (ET minus Just)
| colspan="3" | [[Ups and Downs Notation]]
|-
| Cents
| Interval
| Cents
|
|
|
|
|-
| 0
| 0¢
|
|
|
| unison
| 1
| D
|-
| 1
| 26.666
|
|
|
|
|
|
|-
| 2
| 53.333
| 21:20
| 84.47
| 1.24
| double-up 1sn, double-down 2nd
| ^^1, vv2
| ^^D, vvE
|-
| 3
|
| 14:13
| 128.3
| 0.27
| down 2nd
| v2
| vE
|-
| 4
|
| 11:10
| 165
| 6.43
| 2nd
| 2
| E
|-
| 5
|
| 17:15
| 216.69
| -2.40
| up 2nd
| ^2
| ^E
|-
| 6
|
| 7:6
| 266.87
| -9.73
| double-up 2nd, double-down 3rd
| ^^2, vv3
| ^^E, vvF
|-
| 7
|
| 6:5
| 315.64
| -15.64
| down 3rd
| v3
| vF
|-
| 8
|
| 11:9
| 347.41
| -4.55
| 3rd
| 3
| F
|-
| 9
|
| 5:4
| 386.31
| -0.60
| up 3rd
| ^3
| ^F
|-
| 10
|
| 9:7
| 435.08
| -6.51
| double-up 3rd, double-down 4th
| ^^3, vv4
| ^^F, vvG
|-
| 11
|
| 21:16
| 470.78
| 0.65
| down 4th
| v4
| vG
|-
| 12
|
| 4:3
| 498.045
| 16.245
| 4th
| 4
| G
|-
| 13
|
| 11:8
| 551.32
| 5.82
| up 4th
| ^4
| ^G
|-
| 14
|
| 7:5
| 582.51
| 17.49
| double-up 4th, double-down 5th
| ^^4, vv5
| ^^G, vvA
|-
| 15
|
| 16:11
| 648.68
| -5.82
| down 5th
| v5
| vA
|-
| 16
|
| 3:2
| 701.955
| -16.245
| 5th
| 5
| A
|-
| 17
|
| 32:21
| 729.22
| -0.65
| up 5th
| ^5
| ^A
|-
| 18
|
| 14:9
| 764.92
| 6.51
| double-up 5th, double-down 6th
| ^^5, vv6
| ^^A, vvB
|-
| 19
|
| 8:5
| 813.68
| 0.61
| down 6th
| v6
| vB
|-
| 20
|
| 18:11
| 852.59
| 4.55
| 6th
| 6
| B
|-
| 21
|
| 5:3
| 884.36
| 15.64
| up 6th
| ^6
| ^B
|-
| 22
|
| 12:7
| 933.13
| 9.73
| double-up 6th, double-down 7th
| ^^6, vv7
| ^^B, vvC
|-
| 23
|
| 30:17
| 983.31
| 2.40
| down 7th
| v7
| vC
|-
| 24
|
| 20:11
| 1035
| -6.43
| 7th
| 7
| C
|-
| 25
|
| 13:7
| 1071.70
| -0.27
| up 7th
| ^7
| ^C
|-
| 26
|
| 40:21
| 1115.53
| -1.24
| double-up 7th, double-down 8ve
| ^^7, vv8
| ^^C, vvD
|-
| 27
|
| style="text-align:center;" |80:41
| 1157.26
| -0.12
| down 8ve
| v8
| vD
|-
| 28
|
|
|
|
|
|
|
|-
| 29
| 1157.14
| style="text-align:center;" |80:41
| 1157.26
| -0.12
| down 8ve
| v8
| vD
|-
| 30
|
| style="text-align:center;" |80:41
| 1157.26
| -0.12
| down 8ve
| v8
| vD
|-
| 31
|
| style="text-align:center;" |80:41
| 1157.26
| -0.12
| down 8ve
| v8
| vD
|-
| 32
|
| style="text-align:center;" |80:41
| 1157.26
| -0.12
| down 8ve
| v8
| vD
|-
| 33
|
| style="text-align:center;" |80:41
| 1157.26
| -0.12
| down 8ve
| v8
| vD
|-
| 34
|
| style="text-align:center;" |80:41
| 1157.26
| -0.12
| down 8ve
| v8
| vD
|-
| 35
|
| style="text-align:center;" |80:41
| 1157.26
| -0.12
| down 8ve
| v8
| vD
|-
| 36
|
| style="text-align:center;" |80:41
|
| -0.12
| down 8ve
| v8
| vD
|-
| 37
|
| style="text-align:center;" |80:41
|
| -0.12
| down 8ve
| v8
| vD
|-
| 38
|
| style="text-align:center;" |80:41
|
| -0.12
| down 8ve
| v8
| vD
|-
| 39
|
| style="text-align:center;" |80:41
|
| -0.12
| down 8ve
| v8
| vD
|-
| 40
|
| style="text-align:center;" |80:41
|
| -0.12
| down 8ve
| v8
| vD
|-
| 41
|
| style="text-align:center;" |80:41
| 1157.26
| -0.12
| down 8ve
| v8
| vD
|-
| 42
|
| style="text-align:center;" |80:41
| 1157.26
| -0.12
| down 8ve
| v8
| vD
|-
| 43
|
| style="text-align:center;" |80:41
| 1157.26
| -0.12
| down 8ve
| v8
| vD
|-
| 44
|
| style="text-align:center;" |80:41
| 1157.26
| -0.12
| down 8ve
| v8
| vD
|-
| 45
|
| style="text-align:center;" |80:41
| 1157.26
| -0.12
| down 8ve
| v8
| vD
|}
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