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This scale, a Long Common Practice minor mode, occurs in [[12edo]]; where it is the equal division of the minor ninth. It has the Grandfather 5L 3s MOS with a 2:1 ratio of large against small.
This scale, a Long Common Practice minor mode, occurs in [[12edo]]; where it is the equal division of the minor ninth. It has the Grandfather 5L 3s MOS with a 2:1 ratio of large against small. It also gives the wide values for the period of the Greater [[Orwellismic temperaments #Triskaidekic|Triskaidekic]], [[Octagar temperaments #Tridecatonic|tridecatonic]], [[Ragismic microtemperaments #Trideci|trideci]] and [[aluminium]] temperaments.
==Intervals==
==Intervals==
{| class="wikitable"
{| class="wikitable"
|+
!Nonet
!Period
!Notes
|-
|-
! rowspan="2" |Degrees
|1/1
! rowspan="2" |Octatonic
|''92.308''
! colspan="5" |Soft Phrygian  
|Soft Phrygian mode begins
! colspan="7" |Phrygian
|-
|-
!Minimum
|25\24
!Min-Med±13¢
|''96.154''
!Median
|
!Min-Max/Med-Max±13¢
|-
!Maximum
|24\23
!Minimum
|96.321
!Min-Med±13¢
|
!Min-Max±13¢
|-
!Median
|23\22
!Med-Max±13¢
|96.503
!15/7±13¢
|
!Maximum
|-
|22\21
|96.703
|Soft Phrygian mode ends, Thirdtone Phrygian mode begins
|-
|21\20
|96.923
|
|-
|20\19
|97.166
|
|-
|19\18
|97.436
|
|-
|37\35
|97.582
|
|-
|18\17
|97.738
|
|-
|17\16
|98.077
|
|-
|16\15
|98.462
|Thirdtone Phrygian mode ends
|-
|15\14
|98.901
|Semitone Phrygian mode begins
|-
|14\13
|99.408
|
|-
|27\25
|99.692
|
|-
|13\12
|''100.000''
|
|-
|12\11
|100.699
|
|-
|11\10
|101.538
|Semitone Phrygian mode ends, Intense Phrygian mode begins
|-
|21\19
|102.024
|
|-
|10\9
|102.564
|Intense Phrygian mode ends, Intense Phrygian-Soft Aeolian mode begins
|-
|19\17
|103.167
|
|-
|9\8
|''103.846''
|Intense Phrygian-Soft Aeolian mode ends, Soft Aeolian mode begins
|-
|17\15
|104.615
|
|-
|8\7
|105.495
|Soft Aeolian mode ends, Flattone Aeolian mode begins
|-
|15\13
|106.509
|
|-
|22\19
|106.883
|Flattone Aeolian mode ends, Meantone Aeolian mode begins
|-
|29\25
|107.077
|
|-
|7\6
|''107.692''
|Meantone Aeolian mode ends, Superpyth Intense Aeolian mode begins
|-
|20\17
|108.597
|
|-
|13\11
|109.091
|Superpyth Intense Aeolian mode ends, Ultrapyth Intense Aeolian mode begins
|-
|19\16
|109.615
|
|-
|6\5
|110.769
|Ultrapyth Intense Aeolian mode ends
|}Golden/Pyrite Tunings±13¢
{| class="wikitable"
|-
! rowspan="4" |Degrees
! colspan="2" rowspan="3" |Octatonic
! colspan="2" |Soft Phrygian
! colspan="4" |Phrygian
|-
! rowspan="3" |Min-Med
! rowspan="3" |Min-Max/Med-Max
! colspan="2" |Thirdtone
! colspan="2" |Semitone
|-
! rowspan="2" |Min-Med/Min-Max
! rowspan="2" |Med-Max
! rowspan="2" |Min-Med/Min-Max
! rowspan="2" |Med-Max
|-
!Natural
!Subset of 26edn
|-
|-
| |1
| |1
| |G#/Ab
| |G#/Ab
|92.308
|G#v/Ab^
|95.389-97.389
|95.389-97.389
|96.5035
|95.578-97.578
|95.578-97.578
| colspan="2" |96.703
|95.957-98.345
|96.7665-98.7665
|96.785-98.844
|97.176-99.176
|98.359-100.709
|98.263
|99.058-101.523
|98.359-100.359
|100.496-102.496
|101.5385
|-
|-
| |2
| |2
| |A
| colspan="2" |A
|184.615
|190.778-194.778
|190.778-194.778
|193.007
|191.155-195.155
|191.155-195.155
| colspan="2" |193.407
|191.914-196.689
|193.533-197.533
|193.569-197.688
|194.352-198.352
|196.719-201.417
|196.526
|198.1165-203.046
|196.719-200.719
|200.991-204.912
|203.077
|-
|-
| |3
| |3
| |A#/Bb
| |A#/Bb
|276.923
|A#v/Bb^
|286.1665-292.1665
|286.1665-292.1665
|289.5105
|286.733-292.733
|286.733-292.733
| colspan="2" |290.11
|287.871-295.034
|290.2995-296.2995
|290.354-296.531
|291.528-297.528
|295.078-302.126
|294.789
|297.175-304.569
|295.078-301.078
|301.487-307.487
|304.615
|-
|-
| |4
| |4
| |B
| colspan="2" |B
|369.231
|381.555-389.555
|381.555-389.555
|386.014
|382.3105-390.3105
|382.3105-390.3105
| colspan="2" |386.813
|383.828-393.378
|387.063-395.063
|387.138-395.375
|388.705-396.705
|393.4375-402.835
|393.052
|396.233-406.092
|393.4375-401.4375
|401.982-409.982
|406.154
|-
|-
| |5
| |5
| |C
| |C
|461.5385
|B#v/Cb^
|476.944-486.944
|476.944-486.944
|482.5175
|477.888-487.888
|477.888-487.888
| colspan="2" |483.5165
|479.785-491.723
|483.833-493.833
|483.923-494.219
|485.881-495.881
|491.797-503.544
|491.315
|495.291-507.615
|491.797-501.797
|502.478-512.478
|507.692
|-
|-
| |6
| |6
| |C#/Qb
| |C#/Qb
|553.846
|C
|572.333-584.333
|572.333-584.333
|579.021
|573.466-585.466
|573.466-585.466
| colspan="2" |580.22
|575.742-590.068
|580.299-592.299
|580.707-593.063
|583.057-595.057
|590.156-604.253
|589.578
|594.349-609.138
|590.156-602.156
|602.974-614.974
|609.231
|-
|-
| |7
| |7
| |Q
| |Q
|646.154
|Db
|667.722-681.722
|667.722-681.722
|675.5245
|669.043-683.043
|669.043-683.043
| colspan="2" |676.923
|671.699-688.412
|677.366-691.366
|677.492-691.907
|680.233-694.233
|688.516-704.962
|687.841
|693.408-710.661
|688.516-702.516
|703.469-717.469
|710.769
|-
|-
| |8
| |8
| |D
| |D
|738.4615
|Q#
|763.111-781.111
|763.111-781.111
|772.0228
|764.621-780.621
|764.621-780.621
| colspan="2" |773.626
|767.656-786.757
|774.132-790.132
|774.2765-790.75
|777.409-793.409
|786.875-805.67
|786.104
|792.466-812.184
|786.875-802.875
|803.965-819.965
|812.308
|-
|-
| |9
| |9
| |D#/Eb
| |D#/Eb
|830.769
|Eb
|858.5-876.5
|858.5-876.5
|868.5315
|860.199-878.199
|860.199-878.199
| colspan="2" |870.33
|863.613-885.1015
|870.899-888.899
|871.061-889.594
|874.585-892.585
|885.234-906.379
|884.367
|891.524-913.707
|885.234-903.234
|904.46-922.46
|913.846
|-
|-
| |10
| |10
| |E
| |E
|923.077
|D#
|953.8885-973.8885
|953.8885-973.8885
|965.035
|955.776-975.776
|955.776-975.776
| colspan="2" |967.033
|959.57-983.446
|967.665-987.665
|967.846-988.438
|971.761-991.761
|983.594-1007.088
|982.63
|990.582-1015.23
|983.594-1003.594
|1004.956-1024.956
|1015.385
|-
|-
| |11
| |11
| |E#/Fb
| |E#/Fb
|1015.385
|Fb
|1049.277-1071.277
|1049.277-1071.277
|1061.5385
|1051.354-1073.354
|1051.354-1073.354
| colspan="2" |1063.736
|1055.527-1081.791
|1064.432-1086.432
|1064.63-1087.282
|1068.9375-1090.9375
|1081.953-1107.797
|1080.893
|1089.641-1116.75
|1081.953-1103.953
|1105.452-1127.452
|1116.923
|-
|-
| |12
| |12
| |F
| |F
|1107.692
|E#
|1144.666-1168.666
|1144.666-1168.666
|1158.042
|1146.932-1170.932
|1146.932-1170.932
| colspan="2" |1160.4395
|1151.484-1180.135
|1161.198-1185.198
|1161.415-1186.126
|1166.114-1190.114
|1180.312-1208.506
|1179.156
|1188.699-1218.276
|1180.312-1204.312
|1205.947-1299.947
|1218.4615
|-
|-
| |13
| |13
| |G
| colspan="2" |G
|1200
|1240.055-1266.055
|1240.055-1266.055
|1254.5455
|1242.506-1268.509
|1242.506-1268.509
| colspan="2" |1257.143
|1247.441-1278.48
|1257.965-1283.965
|1258.199-1284.969
|1263.29-1289.29
|1278.672-1309.2145
|1277.419
|1287.757-1319.799
|1278.672-1304.672
|1306.443-1332.443
|1320
|}
|}


{| class="wikitable"
{| class="wikitable"
|-
|-
! rowspan="2" |Degrees
! rowspan="3" |Degrees
! colspan="2" rowspan="2" |Octatonic
! colspan="4" rowspan="2" |Octatonic
! colspan="5" |Intense Phrygian
! colspan="2" |Intense Phrygian
! colspan="5" |Intense Phrygian-Soft Aeolian
! colspan="2" |Intense Phrygian-Soft Aeolian
! colspan="6" |Soft Aeolian
! colspan="2" |Soft Aeolian
|-
! rowspan="2" |Min-Med/Min-Max
! rowspan="2" |Med-Max
! rowspan="2" |Min-Med/Min-Max
! rowspan="2" |Med-Max
! rowspan="2" |Min-Med/Min-Max
! rowspan="2" |Med-Max
|-
|-
!Minimum
! colspan="2" |Natural
!Min-Med/Min-Max±13¢
! colspan="2" |Subset of 26edn
!Median
!Med-Max±13¢
!Maximum
!Minimum
!Min-Med/Min-Max±13¢
!Median
!Med-Max±13¢
!Maximum
!Minimum
!Min-Med/Min-Max±13¢
!Median
!Med-Max±13¢
!11/5±13¢
!Maximum
|-
|-
| |1
| |1
| |F#/Gb
| |F#/Gb
|G#/Ab
|G#/Ab
|101.5385
|F#v/Gb^
|G#v/Ab^
|100.905-102.905
|100.905-102.905
|102.024
|101.1465-103.1465
|101.1465-103.1465
| colspan="2" |102.564
|102.019-104.019
|102.019-104.019
|103.167
|102.32-104.32
|102.32-104.32
| colspan="2" |103.846
|103.425-105.425
|103.425-105.425
|104.615
|103.812-105.812
|103.812-105.812
|104-106
|105.4945
|-
|-
| |2
| |2
| |G
| |G
|A
|A
|203.077
|G
|A
|201.81-205.81
|201.81-205.81
|204.0485
|202.293-206.293
|202.293-206.293
| colspan="2" |205.128
|204.037-208.037
|204.037-208.037
|206.335
|204.641-208.641
|204.641-208.641
| colspan="2" |207.692
|206.849-210.849
|206.849-210.849
|209.231
|207.624-211.624
|207.624-211.624
|208.001-212.001
|210.989
|-
|-
| |3
| |3
| |G#/Ab
| |G#/Ab
|A#/Bb
|A#/Bb
|304.615
|G#v/Ab^
|A#v/Bb^
|302.715-308.715
|302.715-308.715
|306.073
|303.44-309.44
|303.44-309.44
| colspan="2" |307.692
|306.056-312.056
|306.056-312.056
|309.502
|306.961-312.961
|306.961-312.961
| colspan="2" |311.5385
|310.274-316.274
|310.274-316.274
|313.846
|311.4365-317.4365
|311.4365-317.4365
|312.001-318.001
|316.4835
|-
|-
| |4
| |4
| |A
| |A
|B
|B
|406.154
|A
|B
|403.62-411.62
|403.62-411.62
|408.097
|404.586-412.586
|404.586-412.586
| colspan="2" |410.256
|408.075-416.075
|408.075-416.075
|412.67
|409.281-417.281
|409.281-417.281
| colspan="2" |415.385
|413.699-421.699
|413.699-421.699
|418.4615
|415.249-423.249
|415.249-423.249
|416.001-424.001
|421.978
|-
|-
| |5
| |5
| |B
| |B
|C
|C
|507.692
|A#v/Bb^
|B#v/Cb^
|504.525-514.525
|504.525-514.525
|510.1215
|505.733-515.733
|505.733-515.733
| colspan="2" |512.8205
|510.093-520.093
|510.093-520.093
|515.837
|511.602-521.602
|511.602-521.602
| colspan="2" |519.231
|517.123-527.123
|517.123-527.123
|523.077
|519.061-529.061
|519.061-529.061
|520.002-530.002
|527.4725
|-
|-
| |6
| |6
| |B#/Hb
| |B#/Hb
|C#/Qb
|C#/Qb
|609.231
|B
|C
|605.43-617.43
|605.43-617.43
|612.146
|606.879-618.879
|606.879-618.879
| colspan="2" |615.384
|612.112-624.112
|612.112-624.112
|619.0045
|613.922-625.922
|613.922-625.922
| colspan="2" |623.077
|620.548-632.548
|620.548-632.548
|627.692
|622.873-634.873
|622.873-634.873
|624.002-636.002
|632.967
|-
|-
| |7
| |7
| |H
| |H
|Q
|Q
|710.769
|Cb
|Db
|706.335-720.335
|706.335-720.335
|714.17
|708.026-722.026
|708.026-722.026
| colspan="2" |717.945
|714.131-728.131
|714.131-728.131
|722.172
|716.242-730.242
|716.242-730.242
| colspan="2" |736.923
|723.973-737.973
|723.973-737.973
|732.308
|726.685-740.685
|726.685-740.685
|728.002-742.0022
|738.4615
|-
|-
| |8
| |8
| |C
| |C
|D
|D
|812.308
|H#
|Q#
|807.24-823.24
|807.24-823.24
|816.194
|809.172-825.172
|809.172-825.172
| colspan="2" |820.513
|816.1495-832.1495
|816.1495-832.1495
|825.339
|818.563-834.563
|818.563-834.563
| colspan="2" |830.769
|827.3975-843.3975
|827.3975-843.3975
|836.923
|830.497-846.497
|830.497-846.497
|832.003-848.002
|843.856
|-
|-
| |9
| |9
| |C#/Db
| |C#/Db
|D#/Eb
|D#/Eb
|913.846
|Db
|Eb
|908.145-926.145
|908.145-926.145
|918.219
|910.319-928.319
|910.319-928.319
| colspan="2" |923.077
|918.168-936.168
|918.168-936.168
|929.507
|920.883-938.883
|920.883-938.883
| colspan="2" |934.615
|930.822-948.822
|930.822-948.822
|941.5385
|934.309-952.309
|934.309-952.309
|936.003-924.003
|949.4505
|-
|-
| |10
| |10
| |D
| |D
|E
|E
|1015.385
|C#
|D#
|1009.0505-1029.0505
|1009.0505-1029.0505
|1020.243
|1011.465-1031.465
|1011.465-1031.465
| colspan="2" |1025.641
|1020.186-1040.186
|1020.186-1040.186
|1031.674
|1023.2035-1043.2035
|1023.2035-1043.2035
| colspan="2" |1038.4165
|1034.247-1054.2547
|1034.247-1054.2547
|1046.154
|1038.122-1058.122
|1038.122-1058.122
|1040.003-1060.003
|1054.945
|-
|-
| |11
| |11
| |D#/Eb
| |D#/Eb
|E#/Fb
|E#/Fb
|1116.923
|Eb
|Fb
|1109.9555-1131.9555
|1109.9555-1131.9555
|1123.267
|1112.61-1134.612
|1112.61-1134.612
| colspan="2" |1128.205
|1122.2055-1143.2055
|1122.2055-1143.2055
|1134.842
|1125.524-1147.524
|1125.524-1147.524
| colspan="2" |1142.308
|1137.672-1159.672
|1137.672-1159.672
|1150.769
|1141.934-1163.934
|1141.934-1163.934
|1144.004-1166.004
|1160.44
|-
|-
| |12
| |12
| |E
| |E
|F
|F
|1218.4615
|D#
|E#
|1210.861-1234.861
|1210.861-1234.861
|1224.291
|1213.758-1227.758
|1213.758-1227.758
| colspan="2" |1230.769
|1224.224-1248.224
|1224.224-1248.224
|1238.009
|1225.844-1249.884
|1225.844-1249.884
| colspan="2" |1246.154
|1241.096-1265.096
|1241.096-1265.096
|1255.385
|1245.746-1269.746
|1245.746-1269.746
|1248.004-1272.004
|1265.935
|-
|-
| |13
| |13
| |F
| |F
|G
|G
|1320
|F
|G
|1311.767-1337.767
|1311.767-1337.767
|1326.316
|1314.905-1340.905
|1314.905-1340.905
| colspan="2" |1333.333
|1326.243-1352.243
|1326.243-1352.243
|1341.1765
|1343.1645-1396.1645
|1343.1645-1396.1645
| colspan="2" |1350
|1344.521-1370.521
|1344.521-1370.521
|1360
|1349.558-1375.558
|1349.558-1375.558
|1352.004-1378.004
|1371.429
|}
|}


{| class="wikitable"
{| class="wikitable"
! rowspan="2" |Degrees
! rowspan="4" |Degrees
! rowspan="2" |Octatonic
! colspan="2" rowspan="3" |Octatonic
! colspan="5" |Aeolian  
! colspan="4" |Aeolian
! colspan="6" |Intense Aeolian  
! colspan="4" |Intense Aeolian
|-
|-
!Minimum
! colspan="2" |Flattone
!Min-Med/Min-Max±13¢
! colspan="2" |Meantone
!Median
! colspan="2" |Superpyth
!Med-Max±13¢
! colspan="2" |Ultrapyth
!Maximum
|-
!Minimum
! rowspan="2" |Min-Med
!9/4±13¢
! rowspan="2" |Med-Max~Min-Max
!Min-Med/Min-Max±13¢
! rowspan="2" |Min-Med/Min-Max
!Median
! rowspan="2" |Med-Max
!Med-Max±13¢
! rowspan="2" |Min-Med
!Maximum
! rowspan="2" |Min-Max/Med-Max
! rowspan="2" |Min-Med/Min-Max
! rowspan="2" |Med-Max
|-
!Natural
!Subset of 26edn
|-
|-
| |1
| |1
| |F#/Gb
| |F#/Gb
|105.4945
|F#v/Gb^
|105.256-107.256
|105.256-107.256
|106.509
| colspan="2" |105.625-108.015
|105.7715-107.7715
|106.156-108.156
| colspan="2" |107.692
|107.435-109.435
|106.993-108.993
|107.738-109.738
|107.738-109.738
|109.091
|108.459-110.459
|108.459-110.459
|110.769
|108.802-110.802
|-
|-
| |2
| |2
| |G
| colspan="2" |G
|210.989
|210.511-214.511
|210.511-214.511
|213.018
| colspan="2" |211.25-216.03
|211.543-215.543
|212.313-216.313
| colspan="2" |215.385
|214.8705-218.8705
|213.986-217.986
|215.4765-219.4765
|215.477-219.477
|218.182
|216.918-220.918
|216.918-220.918
|221.5385
|217.604-221.604
|-
|-
| |3
| |3
| |G#/Ab
| |G#/Ab
|316.4835
|G#v/Ab^
|315.767-321.767
|315.767-321.767
|319.527
| colspan="2" |316.875-324.044
|317.315-323.315
|318.469-324.469
| colspan="2" |323.077
|321.306-329.306
|320.979-326.979
|322.215-330.215
|323.215-329.215
|327.273
|325.377-331.377
|325.377-331.377
|332.308
|326.4065-332.4065
|-
|-
| |4
| |4
| |A
| colspan="2" |A
|421.978
|421.022-429.022
|421.022-429.022
|426.036
| colspan="2" |422.501-432.059
|423.086-431.086
|424.626-432.626
| colspan="2" |430.769
|429.741-437.741
|427.972-435.972
|430.953-438.953
|430.953-438.953
|436.364
|433.836-437.836
|433.836-437.836
|443.076
|435.209-443.209
|-
|-
| |5
| |5
| |B
| |B
|527.4725
|A#v/Bb^
|526.278-536.278
|526.278-536.278
|532.544
| colspan="2" |528.126-540.074
|528.858-538.858
|530.782-540.782
| colspan="2" |538.4615
|547.176-547.176
|534.965-544.965
|538.6915-548.6915
|538.6915-548.6915
|545.4545
|542.295-552.295
|542.295-552.295
|553.846
|544.011-554.011
|-
|-
| |6
| |6
| |B#/Hb
| |B#/Hb
|632.967
|B
|631.534-643.534
|631.534-643.534
|639.053
| colspan="2" |633.751-648.089
|634.629-646.629
|636.9385-648.9385
| colspan="2" |646.154
|644.611-656.611
|641.9585-653.9585
|646.43-658.43
|646.43-658.43
|654.5455
|650.754-666.754
|650.754-666.754
|664.615
|652.813-664.813
|-
|-
| |7
| |7
| |H
| |H
|738.4615
|Cb
|736.789-750.789
|736.789-750.789
|745.562
| colspan="2" |739.376-756.104
|740.401-754.401
|743.095-757.095
| colspan="2" |754.846
|752.047-766.047
|748.9515-762.9515
|754.168-768.168
|754.168-768.168
|763.636
|759.213-773.213
|759.213-773.213
|775.385
|761.615-775.615
|-
|-
| |8
| |8
| |C
| |C
|843.856
|H#
|842.045-858.045
|842.045-858.045
|853.071
| colspan="2" |845.001-864.1185
|846.172-862.172
|849.251-865.521
| colspan="2" |861.5385
|859.482-875.482
|855.945-871.945
|861.906-877.906
|861.906-877.906
|872.727
|867.672-883.672
|867.672-883.672
|886.154
|870.417-886.417
|-
|-
| |9
| |9
| |C#/Db
| |C#/Db
|949.4505
|Db
|947.3-965.3
|947.3-965.3
|958.58
| colspan="2" |950.626-972.133
|951.944-969.944
|958.408-976.408
| colspan="2" |969.231
|966.917-984.917
|962.938-980.938
|969.645-986.645
|969.645-986.645
|981.818
|976.131-994.131
|976.131-994.131
|996.923
|979.219-997.219
|-
|-
| |10
| |10
| |D
| |D
|1054.945
|C#
|1052.556-1072.556
|1052.556-1072.556
|1065.089
| colspan="2" |1056.2515-1080.148
|1057.715-1077.715
|1061.564-1081.564
| colspan="2" |1076.923
|1074.352-1094.352
|1069.931-1089.931
|1077.383-1077.383
|1077.383-1077.383
|1090.909
|1084.59-1104.59
|1084.59-1104.59
|1107.692
|1088.022-1108.022
|-
|-
| |11
| |11
| |D#/Eb
| |D#/Eb
|1160.44
|Eb
|1157.8115-1179.8115
|1157.8115-1179.8115
|1171.598
| colspan="2" |1161.877-1188.163
|1163.487-1187.487
|1167.7205-1189.7205
| colspan="2" |1184.615
|1181.7875-1203.7875
|1177-924-1199.924
|1185.121-1207.121
|1185.121-1207.121
|1200
|1193.049-1215.049
|1193.049-1215.049
|1218.4615
|1196.824-1218.824
|-
|-
| |12
| |12
| |E
| |E
|1265.9344
|D#
|1264.067-1287.067
|1264.067-1287.067
|1278.1065
| colspan="2" |1267.502-1296.178
|1269.258-1293.258
|1273.877-1298.877
| colspan="2" |1292.308
|1288.223-1312.223
|1283.917-1307.917
|1292.86-1316.86
|1292.86-1316.86
|1309.094
|1301.508-1325.508
|1301.508-1325.508
|1329.231
|1304.626-1328-626
|-
|-
| |13
| |13
| |F
| colspan="2" |F
|1371.429
|1368.323-1394.323
|1368.322-1394.322
| colspan="2" |1373.127-1404.193
|1384.615
|1380.033-1406.033
|1375.03-1401.03
|1396.658-1422.658
| colspan="2" |1400
|1390.91-1416.91
|1400.598-1426.598
|1400.598-1426.598
|1418.182
|1409.967-1435.967
|1409.967-1435.967
|1440
|1414.428-1440.428
|}
|}
[[Category:13-tone]]
 
[[Category:ed9/4]]
== See also ==
[[Category:edIX]]
[[13ed33/16]] - equal division of the harmonic subminor ninth
[[Category:todo:add_definition]]
 
[[Category:todo:unify_precision]]
[[13ed44/21]] - equal division of the Neogothic minor ninth
 
[[13ed21/10]] - equal division of the septimal chromatic minor ninth
 
[[13ed15/7]] - equal division of the septimal diatonic minor ninth
 
[[13ed11/5]] - equal division of the undecimal neutral ninth
 
[[13ed9/4]] - equal division of the classic major ninth
Retrieved from "https://en.xen.wiki/w/User:Moremajorthanmajor/13edIX"