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Intervals: format table
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== Intervals ==
== Intervals ==


{| class="wikitable" style="text-align: right"
{| class="wikitable right-all center-6"
! rowspan="2" | Steps !! colspan="2" | [[Cent]]  
! rowspan="2" | Steps  
! colspan="2" |Hekt
! colspan="2" | [[Cent]]  
! rowspan="2" |Sigma Scale
! colspan="2" | [[Hekt]]
! rowspan="2" | Sigma <br> scale
|-
|-
!27edt
! 27edt || [[17edo]]
![[17edo]]
! 27edt || [[17edo]]
!27edt
![[17edo]]
|-
|-
| 1 || 70.443 || 70.588
| 1
|48.148
| 70.443 || 70.588
|48.248
| 48.148 || 48.248
|Db
| Db
|-
|-
| 2 || 140.886 || 141.1765
| 2
|96.296
| 140.886 || 141.176
|96.495
| 96.296 |96.495
|C#
| C#
|-
|-
| 3 || 211.328 || 211.765
| 3
|144.444
| 211.328 || 211.765
|144.743
| 144.444 || 144.743
|D
| D
|-
|-
| 4 || 281.771 || 282.353
| 4
|192.593
| 281.771 || 282.353
|192.99
| 192.593 || 192.99
|Eb
| Eb
|-
|-
| 5 || 352.214 || 352.941
| 5
|240.741
| 352.214 || 352.941
|241.238
| 240.741 || 241.238
|D#
| D#
|-
|-
| 6 || 422.657 || 423.529
| 6
|288.889
| 422.657 || 423.529
|289.485
| 288.889 || 289.485
|E
| E
|-
|-
| 7 || 493.099 || 494.118
| 7
|337.037
| 493.099 || 494.118
|337.733
| 337.037 || 337.733
|Fb
| Fb
|-
|-
| 8 || 563.542 || 564.706
| 8
|385.185
| 563.542 || 564.706
|385.981
| 385.185 || 385.981
|E#
| E#
|-
|-
| 9 || 633.985 || 635.294
| 9
|433.333
| 633.985 || 635.294
|434.228
| 433.333 || 434.228
|F
| F
|-
|-
| 10 || 704.428 || 705.882
| 10
|481.4815
| 704.428 || 705.882
|482.476
| 481.4815 || 482.476
|G
| G
|-
|-
| 11 || 774.871 || 776.471
| 11
|529.63
| 774.871 || 776.471
|530.723
| 529.63 || 530.723
|Hb
| Hb
|-
|-
| 12 || 845.313 || 847.059
| 12
|577.778
| 845.313 || 847.059
|578.971
| 577.778 || 578.971
|G#
| G#
|-
|-
| 13 || 915.756 || 917.647
| 13
|625.926
| 915.756 || 917.647
|627.218
| 625.926 || 627.218
|H
| H
|-
|-
| 14 || 986.199 || 988.235
| 14
|674.074
| 986.199 || 988.235
|675.466
| 674.074 || 675.466
|Jb
| Jb
|-
|-
| 15 || 1056.642 || 1058.8235
| 15
|722.222
| 1056.642 || 1058.824
|723.7135
| 722.222 |723.7135
|H#
| H#
|-
|-
| 16 || 1127.084 || 1129.412
| 16
|770.37
| 1127.084 || 1129.412
|771.961
| 770.37 || 771.961
|J
| J
|-
|-
| 17 || 1197.527 || 1200
| 17
|818.5185
| 1197.527 || 1200.000
|820.209
| 818.5185 |820.209
|Kb
| Kb
|-
|-
| 18 || 1267.97 || 1270.588
| 18
|866.667
| 1267.97 || 1270.588
|868.456
| 866.667 |868.456
|J#
| J#
|-
|-
| 19 || 1338.413 || 1341.1765
| 19
|914.815
| 1338.413 || 1341.1765
|916.704
| 914.815 |916.704
|K
| K
|-
|-
| 20 || 1408.856 || 1411.765
| 20
|962.963
| 1408.856 || 1411.765
|964.951
| 962.963 |964.951
|L
| L
|-
|-
| 21 || 1479.298 || 1482.353
| 21
|1011.111
| 1479.298 || 1482.353
|1013.199
| 1011.111 || 1013.199
|Ab
| Ab
|-
|-
| 22 || 1549.741 || 1552.941
| 22
|1059.259
| 1549.741 || 1552.941
|1061.4465
| 1059.259 || 1061.4465
|L#
| L#
|-
|-
| 23 || 1620.184 || 1623.529
| 23
|1107.407
| 1620.184 || 1623.529
|1109.694
| 1107.407 || 1109.694
|A
| A
|-
|-
| 24 || 1690.627 || 1694.118
| 24
|1155.556
| 1690.627 || 1694.118
|1157.941
| 1155.556 || 1157.941
|Bb
| Bb
|-
|-
| 25 || 1761.069 || 1764.706
| 25
|1203.704
| 1761.069 || 1764.706
|1206.189
| 1203.704 || 1206.189
|A#
| A#
|-
|-
| 26 || 1831.512 || 1835.294
| 26
|1251.852
| 1831.512 || 1835.294
|1254.437
| 1251.852 || 1254.437
|B
| B
|-
|-
| 27 || 1901.955 || 1905.882
| 27
|1300
| 1901.955 || 1905.882
|1302.684
| 1300.000 || 1302.684
|C
| C
|}
|}


[[Category:Edt]]
[[Category:Edt]]
[[Category:Nonoctave]]
[[Category:Nonoctave]]
{{Todo|unify precision}}