User:Moremajorthanmajor/16edX: Difference between revisions

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Line 28: Line 28:
|G#/Jb
|G#/Jb
|''G#/Ab''
|''G#/Ab''
|88.125-90
|87.5-90
|91.071
|91.071
| colspan="2" |89.792-93.542
| colspan="2" |89.167-94.167
|92.308
|92.308
| colspan="2" |91.875-95.625
| colspan="2" |91.25-96.25
|95
|95
| colspan="2" |93.5795-97.3295
| colspan="2" |92.9545-97.9545
|95.833
|95.833
|96.429-98.304
|96.429-98.929
|-
|-
|2
|2
Line 42: Line 42:
|J
|J
|''A''
|''A''
|176.25-180
|175-180
|182.143
|182.143
| colspan="2" |179.583-187.083
| colspan="2" |178.333-188.333
|184.615
|184.615
| colspan="2" |183.75-191.25
| colspan="2" |182.5-192.5
|190
|190
| colspan="2" |187.159-194.659
| colspan="2" |185.909-195.909
|191.667
|191.667
|192.857-196.607
|192.857-197.857
|-
|-
|3
|3
Line 56: Line 56:
|J#/Ab
|J#/Ab
|''A#/Bb''
|''A#/Bb''
|264.375-270
|262.5-270
|273.214
|273.214
| colspan="2" |269.375-280.625
| colspan="2" |267.5-282.5
|276.923
|276.923
| colspan="2" |275.625-286.875
| colspan="2" |273.75-288.75
|285
|285
| colspan="2" |280.739-291.989
| colspan="2" |278.864-293.864
|287.5
|287.5
|289.286-294.911
|289.286-296.786
|-
|-
|4
|4
Line 70: Line 70:
|J
|J
|''B''
|''B''
|352.5-360
|350-360
|364.286
|364.286
| colspan="2" |358.167-373.167
| colspan="2" |356.667-376.667
|369.231
|369.231
| colspan="2" |367.5-382.5
| colspan="2" |365-385
|380
|380
| colspan="2" |374.318-389.318
| colspan="2" |371.818-391.818
|383.333
|383.333
|385.714-393.214
|385.714-395.714
|-
|-
|5
|5
Line 84: Line 84:
|J#/Ab
|J#/Ab
|B#/Cb
|B#/Cb
|440.625-450
|437.5-450
|455.357
|455.357
| colspan="2" |448.958-467.708
| colspan="2" |445.833-470.833
|461.5385
|461.5385
| colspan="2" |459.375-476.125
| colspan="2" |456.25-481.25
|475
|475
| colspan="2" |467.898-486.648
| colspan="2" |464.773-489.773
|479.167
|479.167
|482.143-491.518
|482.143-494.643
|-
|-
|6
|6
Line 98: Line 98:
|A
|A
|''C''
|''C''
|528.75-540
|525-540
|546-429
|546-429
| colspan="2" |538.75-561.25
| colspan="2" |535-565
|553.846
|553.846
| colspan="2" |551.25-573.75
| colspan="2" |547.5-577.5
|570
|570
| colspan="2" |561.477-583.977
| colspan="2" |557.727-587.727
|575
|575
|578.571-589.821
|578.571-593.571
|-
|-
|7
|7
Line 112: Line 112:
|A#/Bb
|A#/Bb
|''C#/Qb''
|''C#/Qb''
|616.875-630
|612.5-630
|637.5
|637.5
| colspan="2" |628.542-654.792
| colspan="2" |624.167-659.167
|646.154
|646.154
| colspan="2" |643.125-669.375
| colspan="2" |638.75-673.75
|665
|665
| colspan="2" |655.057-681.307
| colspan="2" |650.682-685.682
|670.833
|670.833
|675-688.125
|675-692.5
|-
|-
|8
|8
Line 126: Line 126:
|B
|B
|''Q''
|''Q''
|705-720
|700-720
|728.571
|728.571
| colspan="2" |718.333-748.333
| colspan="2" |713.333-753.333
|738.4615
|738.4615
| colspan="2" |735-765
| colspan="2" |730-770
|760
|760
| colspan="2" |748.636-778.636
| colspan="2" |743.636-783.636
|766.667
|766.667
|771.429-786.429
|771.429-791.429
|-
|-
|9
|9
Line 140: Line 140:
|C
|C
|''D''
|''D''
|793.125-810
|787.5-810
|819.642
|819.642
| colspan="2" |808.125-841.875
| colspan="2" |802.5-847.5
|830.769
|830.769
| colspan="2" |826.875-860.625
| colspan="2" |821.25-856.25
|855
|855
| colspan="2" |842.216-875.966
| colspan="2" |836.591-875.591
|862.5
|862.5
|867.857-884.732
|867.857-890.357
|-
|-
|10
|10
Line 154: Line 154:
|C#/Db
|C#/Db
|D#/Sb
|D#/Sb
|881.25-900
|875-900
|910.714
|910.714
| colspan="2" |897.917-935.417
| colspan="2" |891.667-941.667
|923.071
|923.071
| colspan="2" |918.75-956.25
| colspan="2" |912.5-962.5
|950
|950
| colspan="2" |935.7975-973.2975
| colspan="2" |929.5455-979.5455
|958.333
|958.333
|964.286-983.036
|964.286-989.286
|-
|-
|11
|11
Line 168: Line 168:
|D
|D
|''S''
|''S''
|969.375-990
|962.5-990
|1001.786
|1001.786
| colspan="2" |987.708-1028.958
| colspan="2" |980.833-1035.833
|1015.385
|1015.385
| colspan="2" |1010.625-1051.875
| colspan="2" |1003.75-1058.75
|1045
|1045
| colspan="2" |1029.375-1070.605
| colspan="2" |1022.5-1077.5
|1054.167
|1054.167
|1060.714-1081.239
|1060.714-1088.214
|-
|-
|12
|12
Line 182: Line 182:
|D#/Eb
|D#/Eb
|''S#/Eb''
|''S#/Eb''
|1057.5-1080
|1050-1080
|1092.857
|1092.857
| colspan="2" |1077.5-1122.5
| colspan="2" |1070-1130
|1107.692
|1107.692
| colspan="2" |1102.5-1147.5
| colspan="2" |1095-1155
|1140
|1140
| colspan="2" |1122.9545-1167.9545
| colspan="2" |1115.4545-1175.4545
|1150
|1150
|1157.143-1179.643
|1157.143-1187.143
|-
|-
|13
|13
|8
|8
| colspan="2" |E
| colspan="2" |E
|1145.625-1170
|1137.5-1170
|1183.929
|1183.929
| colspan="2" |1167.292-1216.042
| colspan="2" |1159.167-1224.167
|1200
|1200
| colspan="2" |1194.375-1241.125
| colspan="2" |1186.25-1251.25
|1235
|1235
| colspan="2" |1216.534-1265.284
| colspan="2" |1208.409-1273.409
|1245.833
|1245.833
|1253.571-1277.946
|1253.571-1286.071
|-
|-
|14
|14
|8#/9b
|8#/9b
| colspan="2" |E#/Fb
| colspan="2" |E#/Fb
|1233.75-1260
|1225-1260
|1275
|1275
| colspan="2" |1257.083-1309.583
| colspan="2" |1248.333-1318.333
|1292.308
|1292.308
| colspan="2" |1286.25-1338.75
| colspan="2" |1277.5-1347.5
|1330
|1330
| colspan="2" |1310.114-1362.614
| colspan="2" |1301.364-1371.364
|1341.667
|1341.667
|1350-1376.25
|1350-1385
|-
|-
|15
|15
|9
|9
| colspan="2" |F
| colspan="2" |F
|1321.875-1350
|1312.5-1350
|1366.071
|1366.071
| colspan="2" |1346.875-1403.125
| colspan="2" |1337.5-1412.5
|1384.615
|1384.615
| colspan="2" |1378.125-1434.375
| colspan="2" |1368.75-1443.75
|1425
|1425
| colspan="2" |1403.693-1459.943
| colspan="2" |1394.318-1469.318
|1437.5
|1437.5
|1446.429-1474.554
|1446.429-1483.929
|-
|-
|16
|16
|1
|1
| colspan="2" |G
| colspan="2" |G
|1410-1440
|1400-1440
|1457.143
|1457.143
| colspan="2" |1436.667-1496.667
| colspan="2" |1426.667-1506.667
|1476.923
|1476.923
| colspan="2" |1470-1530
| colspan="2" |1460-1540
|1520
|1520
| colspan="2" |1497.273-1557.273
| colspan="2" |1487.273-1567.273
|1533.333
|1533.333
|1542.857-1572.857
|1542.857-1582.857
|}
|}
{| class="wikitable" style="text-align: center"
{| class="wikitable" style="text-align: center"
Line 263: Line 263:
|G#/Jb
|G#/Jb
|''G#/Ab''
|''G#/Ab''
|94.554-96.429
|93.929-96.429
| colspan="2" |''96.875''
| colspan="2" |''96.875''
| colspan="2" |95.184-98.934
| colspan="2" |94.559-99.559
|97.222
|97.222
|97.5-99.375
|97.5-100
|-
|-
|2
|2
Line 274: Line 274:
|J
|J
|''A''
|''A''
|189.107-192.857
|187.857-192.857
| colspan="2" |''193.75''
| colspan="2" |''193.75''
| colspan="2" |190.368-197.868
| colspan="2" |189.118-199.118
|194.444
|194.444
|195-198.75
|195-200
|-
|-
|3
|3
Line 286: Line 286:
|J#/Ab
|J#/Ab
|''A#/Bb''
|''A#/Bb''
|283.661-289.286
|281.786-289.286
| colspan="2" |''290.625''
| colspan="2" |''290.625''
| colspan="2" |285.5515-296.8015
| colspan="2" |283.6765-298.6765
|291.667
|291.667
|292.5-298.125
|292.5-300
|-
|-
|4
|4
Line 298: Line 298:
|J
|J
|''B''
|''B''
|378.214-385.714
|375.714-385.714
| colspan="2" |''387.5''
| colspan="2" |''387.5''
| colspan="2" |380.735-395.735
| colspan="2" |378.235-398.235
|388.889
|388.889
|390-397.5
|390-400
|-
|-
|5
|5
Line 310: Line 310:
|J#/Ab
|J#/Ab
|B#/Cb
|B#/Cb
|472.767-482.143
|469.643-482.143
| colspan="2" |''484.375''
| colspan="2" |''484.375''
| colspan="2" |475.919-494.669
| colspan="2" |472.794-497.794
|486.111
|486.111
|487.5-496.875
|487.5-500
|-
|-
|6
|6
Line 322: Line 322:
|A
|A
|''C''
|''C''
|567.321-578.571
|563.571-578.571
| colspan="2" |''581.25''
| colspan="2" |''581.25''
| colspan="2" |571.103-593.603
| colspan="2" |567.353-597.353
|583.333
|583.333
|585-596.25
|585-600
|-
|-
|7
|7
Line 334: Line 334:
|A#/Bb
|A#/Bb
|''C#/Qb''
|''C#/Qb''
|661.875-675
|657.5-675
| colspan="2" |''678.125''
| colspan="2" |''678.125''
| colspan="2" |666.287-692.537
| colspan="2" |661.912-696.912
|680.556
|680.556
|682.5-695.625
|682.5-700
|-
|-
|8
|8
Line 346: Line 346:
|B
|B
|''Q''
|''Q''
|756.429-771.429
|751.429-771.429
| colspan="2" |''775''
| colspan="2" |''775''
| colspan="2" |761.471-791.471
| colspan="2" |756.471-796.471
|777.778
|777.778
|780-795
|780-800
|-
|-
|9
|9
Line 358: Line 358:
|C
|C
|''D''
|''D''
|850.982-867.857
|845.357-867.857
| colspan="2" |''871.875''
| colspan="2" |''871.875''
| colspan="2" |856.654-890.404
| colspan="2" |851.029-895.029
|875
|875
|877.5-894.375
|877.5-900
|-
|-
|10
|10
Line 370: Line 370:
|C#/Db
|C#/Db
|D#/Sb
|D#/Sb
|945.536-964.286
|939.286-964.286
| colspan="2" |''968.75''
| colspan="2" |''968.75''
| colspan="2" |951.738-989.238
| colspan="2" |945.588-995.588
|972.222
|972.222
|975-993.75
|975-1000
|-
|-
|11
|11
Line 382: Line 382:
|D
|D
|''S''
|''S''
|1040.089-1060.714
|1033.214-1060.714
| colspan="2" |''1065.625''
| colspan="2" |''1065.625''
| colspan="2" |1047.022-1088.252
| colspan="2" |1040.147-1095.147
|1069.444
|1069.444
|1072.5-1093.125
|1072.5-1100
|-
|-
|12
|12
Line 394: Line 394:
|D#/Eb
|D#/Eb
|''S#/Eb''
|''S#/Eb''
|1134.643-1157.143
|1127.143-1157.143
| colspan="2" |''1162.5''
| colspan="2" |''1162.5''
| colspan="2" |1142.203-1187.206
| colspan="2" |1134.706-1194.706
|1166.667
|1166.667
|1170-1192.5
|1170-1200
|-
|-
|13
|13
Line 405: Line 405:
|''S''
|''S''
| colspan="2" |E
| colspan="2" |E
|1229.196-1253.571
|1223.071-1253.571
| colspan="2" |''1259.375''
| colspan="2" |''1259.375''
| colspan="2" |1237.39-1286.14
| colspan="2" |1229.265-1294.265
|1263.889
|1263.889
|1267.5-1291.875
|1267.5-1300
|-
|-
|14
|14
Line 416: Line 416:
|''S#/Eb''
|''S#/Eb''
| colspan="2" |E#/Fb
| colspan="2" |E#/Fb
|1323.75-1350
|1315-1350
| colspan="2" |''1356.25''
| colspan="2" |''1356.25''
| colspan="2" |1332.5735-1385.0735
| colspan="2" |1323.8235-1393.8235
|1361.111
|1361.111
|1365-1391.25
|1365-1400
|-
|-
|15
|15
Line 426: Line 426:
| colspan="2" |E
| colspan="2" |E
| colspan="2" |F
| colspan="2" |F
|1418.304-1446.429
|1408.929-1446.429
| colspan="2" |''1453.125''
| colspan="2" |''1453.125''
| colspan="2" |1427.757-1484.007
| colspan="2" |1418.382-1493.382
|1458.333
|1458.333
|1462.5-1490.625
|1462.5-1500
|-
|-
|16
|16
Line 436: Line 436:
| colspan="2" |F
| colspan="2" |F
| colspan="2" |G
| colspan="2" |G
|1512.857-1542.857
|1502.857-1542.857
| colspan="2" |''1550''
| colspan="2" |''1550''
| colspan="2" |1522.941-1582.941
| colspan="2" |1512.941-1592.941
|1555.556
|1555.556
|1560-1590
|1560-1600
|}
|}
{| class="wikitable" style="text-align: center"
{| class="wikitable" style="text-align: center"
Line 475: Line 475:
|1#/2b
|1#/2b
| colspan="2" |F#/Gb
| colspan="2" |F#/Gb
|95.625-97.5
|95-97.5
|98.077
|98.077
| colspan="2" |96.5625-100.3125
| colspan="2" |95.9375-100.9375
|98.684
|98.684
| colspan="2" |98.125-101.875
| colspan="2" |97.5-102.5
|100.781
|100.781
| colspan="2" |98.987-102.737
| colspan="2" |98.362-103.362
|102.155
|102.155
| colspan="2" |101.573-105.323
| colspan="2" |100.948-105.948
|103.6765
|103.6765
|105-106.875
|105-107.5
|-
|-
| |2
| |2
|2
|2
| colspan="2" |G
| colspan="2" |G
|191.25-195
|190-195
|196.154
|196.154
| colspan="2" |193.125-200.625
| colspan="2" |191.875-201.875
|197.368
|197.368
| colspan="2" |196.25-203.75
| colspan="2" |195-205
|201.5625
|201.5625
| colspan="2" |197.974-205.474
| colspan="2" |196.724-206.724
|204.31
|204.31
| colspan="2" |203.147-210.647
| colspan="2" |201.897-211.897
|207.353
|207.353
|210-213.75
|210-215
|-
|-
| |3
| |3
Line 506: Line 506:
|G#/Jb
|G#/Jb
|''G#/Ab''
|''G#/Ab''
|286.875-292.5
|285-292.5
|294.231
|294.231
| colspan="2" |289.6875-300.9375
| colspan="2" |287.8125-302.8125
|296.053
|296.053
| colspan="2" |294.375-305.625
| colspan="2" |292.5-307.5
|302.344
|302.344
| colspan="2" |296.961-308.211
| colspan="2" |295.086-310.086
|306.4655
|306.4655
| colspan="2" |304.72-315.97
| colspan="2" |302.845-316.845
|311.029
|311.029
|315-320.625
|315-322.5
|-
|-
| |4
| |4
Line 522: Line 522:
|J
|J
|''A''
|''A''
|382.5-390
|380-390
|392.308
|392.308
| colspan="2" |386.25-401.25
| colspan="2" |383.75-403.75
|394.737
|394.737
| colspan="2" |392.5-407.5
| colspan="2" |390-410
|403.125
|403.125
| colspan="2" |395.948-410.948
| colspan="2" |393.448-413.448
|408.621
|408.621
| colspan="2" |406.293-421.293
| colspan="2" |403.793-423.793
|414.706
|414.706
|420-427.5
|420-430
|-
|-
| |5
| |5
Line 538: Line 538:
|J#/Ab
|J#/Ab
|''A#/Bb''
|''A#/Bb''
|478.125-487.5
|475-487.5
|490.385
|490.385
| colspan="2" |482.8125-501.5625
| colspan="2" |479.6875-504.6875
|493.421
|493.421
| colspan="2" |490.625-509.375
| colspan="2" |487.5-512.5
|503.906
|503.906
| colspan="2" |494.935-513.685
| colspan="2" |491.81-516.81
|510.776
|510.776
| colspan="2" |507.866-526.616
| colspan="2" |504.741-529.741
|518.382
|518.382
|525-534.375
|525-537.5
|-
|-
| |6
| |6
Line 554: Line 554:
|A
|A
|''B''
|''B''
|573.75-585
|570-585
|588.4615
|588.4615
| colspan="2" |579.375-601.875
| colspan="2" |575.625-605.625
|592.105
|592.105
| colspan="2" |588.75-611.25
| colspan="2" |585-615
|604.6875
|604.6875
| colspan="2" |593.922-616.422
| colspan="2" |590.172-620.172
|612.931
|612.931
| colspan="2" |609.44-631.94
| colspan="2" |605.69-635.69
|622.059
|622.059
|630-641.25
|630-645
|-
|-
| |7
| |7
Line 570: Line 570:
|B
|B
|''H''
|''H''
|669.375-682.5
|665-682.5
|686.5385
|686.5385
| colspan="2" |675.9375-702.1875
| colspan="2" |671.5625-706.5625
|690.7895
|690.7895
| colspan="2" |687.875-713.125
| colspan="2" |682.5-717.5
|705.469
|705.469
| colspan="2" |692.9095-719.1595
| colspan="2" |688.5345-723.5345
|715.086
|715.086
| colspan="2" |711.012-737.262
| colspan="2" |706.638-741.638
|725.735
|725.735
|735-748.125
|735-752.5
|-
|-
|8
|8
Line 586: Line 586:
|B#/Hb
|B#/Hb
|''H#/Cb''
|''H#/Cb''
|765-780
|760-780
|784.615
|784.615
| colspan="2" |772.5-802.5
| colspan="2" |767.5-807.5
|789.474
|789.474
| colspan="2" |785-815
| colspan="2" |780-820
|806.25
|806.25
| colspan="2" |791.897-821.897
| colspan="2" |786.897-826.897
|817.241
|817.241
| colspan="2" |812.586-842.586
| colspan="2" |807.586-847.586
|829.412
|829.412
|840-855
|840-860
|-
|-
|9
|9
Line 602: Line 602:
|H
|H
|''C''
|''C''
|860.625-877.5
|855-877.5
|882.962
|882.962
| colspan="2" |869.0625-903.8125
| colspan="2" |863.4375-908.4375
|888.158
|888.158
| colspan="2" |883.125-916.875
| colspan="2" |877.5-922.5
|907.031
|907.031
| colspan="2" |890.884-924.624
| colspan="2" |885.259-930.259
|919.397
|919.397
| colspan="2" |914.1595-947.9095
| colspan="2" |908.5345-953.5345
|933.088
|933.088
|945-961.875
|945-967.5
|-
|-
|10
|10
Line 618: Line 618:
|H#/Cb
|H#/Cb
|''C#/Db''
|''C#/Db''
|956.25-975
|950-975
|980.769
|980.769
| colspan="2" |965.625-1003.125
| colspan="2" |959.375-1009.375
|986.842
|986.842
| colspan="2" |981.25-1018.75
| colspan="2" |975-1025
|1007.8125
|1007.8125
| colspan="2" |989.871-1027.371
| colspan="2" |983.621-1033.621
|1021.552
|1021.552
| colspan="2" |1015.733-1053.233
| colspan="2" |1009.483-1059.483
|1036.765
|1036.765
|1050-1068.75
|1050-1075
|-
|-
|11
|11
Line 634: Line 634:
|C
|C
|''D''
|''D''
|1051.875-1072.5
|1045-1072.5
|1078.846
|1078.846
| colspan="2" |1062.1875-1103.4375
| colspan="2" |1055.3125-1110.3125
|1085.526
|1085.526
| colspan="2" |1079.375-1120.625
| colspan="2" |1072.5-1127.5
|1108.594
|1108.594
| colspan="2" |1088.858-1130.108
| colspan="2" |1081.983-1136.983
|1123.707
|1123.707
| colspan="2" |117.306-1158.556
| colspan="2" |1110.431-1165.431
|1140.441
|1140.441
|1155-1175.625
|1155-1182.5
|-
|-
|12
|12
Line 650: Line 650:
|C#/Db
|C#/Db
|''D#/Sb''
|''D#/Sb''
|1147.5-1170
|1140-1170
|1176.923
|1176.923
| colspan="2" |1158.75-1203.75
| colspan="2" |1151.25-1211.25
|1184.2105
|1184.2105
| colspan="2" |1177.5-1222.5
| colspan="2" |1170-1230
|1209.375
|1209.375
| colspan="2" |1187.845-1232.845
| colspan="2" |1180.345-1240.345
|1225.862
|1225.862
| colspan="2" |1218.879-1263.879
| colspan="2" |1211.379-1271.379
|1244.118
|1244.118
|1260-1282.5
|1260-1290
|-
|-
|13
|13
Line 666: Line 666:
|D
|D
|''S''
|''S''
|1243.125-1267.5
|1235-1267.5
|1275
|1275
| colspan="2" |1255.3125-1304.0625
| colspan="2" |1247.1875-1312.1875
|1282.895
|1282.895
| colspan="2" |1275.625-1324.325
| colspan="2" |1267.5-1332.5
|1310.156
|1310.156
| colspan="2" |1286.832-1335.585
| colspan="2" |1278.707-1343.707
|1328.017
|1328.017
| colspan="2" |1320.453-1369.203
| colspan="2" |1312.328-1377.328
|1347.794
|1347.794
|1365-1389.375
|1365-1397.5
|-
|-
|14
|14
Line 682: Line 682:
|D#/Eb
|D#/Eb
|''S#/Eb''
|''S#/Eb''
|1338.25-1365
|1330-1365
|1373.077
|1373.077
| colspan="2" |1351.875-1404.375
| colspan="2" |1343.125-1413.125
|1381.579
|1381.579
| colspan="2" |1373.75-1426.25
| colspan="2" |1365-1435
|1410.9375
|1410.9375
| colspan="2" |1385.819-1438.319
| colspan="2" |1377.069-1447.069
|1430.172
|1430.172
| colspan="2" |1422.026-1474.526
| colspan="2" |1413.276-1483.276
|1451.471
|1451.471
|1470-1496.25
|1470-1505
|-
|-
|15
|15
|9
|9
| colspan="2" |E
| colspan="2" |E
|1434.375-1462.5
|1425-1462.5
|1471.154
|1471.154
| colspan="2" |1448.4375-1504.6875
| colspan="2" |1439.0625-1514.0625
|1480.263
|1480.263
| colspan="2" |1471.875-1528.125
| colspan="2" |1462.5-1537.5
|1511.719
|1511.719
| colspan="2" |1484.806-1541.056
| colspan="2" |1475.431-1550.431
|1532.328
|1532.328
| colspan="2" |1523.599-1579.849
| colspan="2" |1514.224-1589.224
|1555.147
|1555.147
|1575-1603.125
|1575-1612.5
|-
|-
|16
|16
|1
|1
| colspan="2" |F
| colspan="2" |F
|1530-1560
|1520-1560
|1569.231
|1569.231
| colspan="2" |1545-1605
| colspan="2" |1535-1615
|1578.947
|1578.947
| colspan="2" |1570-1630
| colspan="2" |1560-1640
|1612.5
|1612.5
| colspan="2" |1583.793-1643.793.
| colspan="2" |1573.793-1653.793.
|1634.483
|1634.483
| colspan="2" |1625.172-1685.172
| colspan="2" |1615.172-1695.172
|1658.8235
|1658.8235
|1680-1710
|1680-1720
|}Relative cents
|}Relative cents
{| class="wikitable" style="text-align: center"
{| class="wikitable" style="text-align: center"

Revision as of 03:04, 11 June 2019

This is the scale which occurs as the dominant reformed Mixolydian mode.

Intervals

Degrees Enneatonic Intense Aeolian-Subpental Dorian Dorian
Subpental Pental Superpental
Min-comma Med Max+comma Min-comma Med Max+comma Min-comma Med Max+comma Min-comma Med Max+comma
1 1#/2b G#/Jb G#/Ab 87.5-90 91.071 89.167-94.167 92.308 91.25-96.25 95 92.9545-97.9545 95.833 96.429-98.929
2 2 J A 175-180 182.143 178.333-188.333 184.615 182.5-192.5 190 185.909-195.909 191.667 192.857-197.857
3 2#/3b J#/Ab A#/Bb 262.5-270 273.214 267.5-282.5 276.923 273.75-288.75 285 278.864-293.864 287.5 289.286-296.786
4 3 J B 350-360 364.286 356.667-376.667 369.231 365-385 380 371.818-391.818 383.333 385.714-395.714
5 3#/4b J#/Ab B#/Cb 437.5-450 455.357 445.833-470.833 461.5385 456.25-481.25 475 464.773-489.773 479.167 482.143-494.643
6 4 A C 525-540 546-429 535-565 553.846 547.5-577.5 570 557.727-587.727 575 578.571-593.571
7 5 A#/Bb C#/Qb 612.5-630 637.5 624.167-659.167 646.154 638.75-673.75 665 650.682-685.682 670.833 675-692.5
8 5#/6b B Q 700-720 728.571 713.333-753.333 738.4615 730-770 760 743.636-783.636 766.667 771.429-791.429
9 6 C D 787.5-810 819.642 802.5-847.5 830.769 821.25-856.25 855 836.591-875.591 862.5 867.857-890.357
10 6#/7b C#/Db D#/Sb 875-900 910.714 891.667-941.667 923.071 912.5-962.5 950 929.5455-979.5455 958.333 964.286-989.286
11 7 D S 962.5-990 1001.786 980.833-1035.833 1015.385 1003.75-1058.75 1045 1022.5-1077.5 1054.167 1060.714-1088.214
12 7#/8b D#/Eb S#/Eb 1050-1080 1092.857 1070-1130 1107.692 1095-1155 1140 1115.4545-1175.4545 1150 1157.143-1187.143
13 8 E 1137.5-1170 1183.929 1159.167-1224.167 1200 1186.25-1251.25 1235 1208.409-1273.409 1245.833 1253.571-1286.071
14 8#/9b E#/Fb 1225-1260 1275 1248.333-1318.333 1292.308 1277.5-1347.5 1330 1301.364-1371.364 1341.667 1350-1385
15 9 F 1312.5-1350 1366.071 1337.5-1412.5 1384.615 1368.75-1443.75 1425 1394.318-1469.318 1437.5 1446.429-1483.929
16 1 G 1400-1440 1457.143 1426.667-1506.667 1476.923 1460-1540 1520 1487.273-1567.273 1533.333 1542.857-1582.857
Degrees Enneatonic Mohajira Beatles
Min-comma r¢ Med Max+comma Min-comma Med Max+comma
1 1#/2b F#/Gb G#/Jb G#/Ab 93.929-96.429 96.875 94.559-99.559 97.222 97.5-100
2 2 G J A 187.857-192.857 193.75 189.118-199.118 194.444 195-200
3 2#/3b G#/Jb G#/Ab J#/Ab A#/Bb 281.786-289.286 290.625 283.6765-298.6765 291.667 292.5-300
4 3 J A J B 375.714-385.714 387.5 378.235-398.235 388.889 390-400
5 3#/4b J#/Ab A#/Bb J#/Ab B#/Cb 469.643-482.143 484.375 472.794-497.794 486.111 487.5-500
6 4 A B A C 563.571-578.571 581.25 567.353-597.353 583.333 585-600
7 5 B H A#/Bb C#/Qb 657.5-675 678.125 661.912-696.912 680.556 682.5-700
8 5#/6b B#/Hb H#/Cb B Q 751.429-771.429 775 756.471-796.471 777.778 780-800
9 6 H C C D 845.357-867.857 871.875 851.029-895.029 875 877.5-900
10 6#/7b H#/Cb C#/Db C#/Db D#/Sb 939.286-964.286 968.75 945.588-995.588 972.222 975-1000
11 7 C D D S 1033.214-1060.714 1065.625 1040.147-1095.147 1069.444 1072.5-1100
12 7#/8b C#/Db D#/Sb D#/Eb S#/Eb 1127.143-1157.143 1162.5 1134.706-1194.706 1166.667 1170-1200
13 8 D S E 1223.071-1253.571 1259.375 1229.265-1294.265 1263.889 1267.5-1300
14 8#/9b D#/Eb S#/Eb E#/Fb 1315-1350 1356.25 1323.8235-1393.8235 1361.111 1365-1400
15 9 E F 1408.929-1446.429 1453.125 1418.382-1493.382 1458.333 1462.5-1500
16 1 F G 1502.857-1542.857 1550 1512.941-1592.941 1555.556 1560-1600
Degrees Enneatonic Mixolydian Mixolydian-Ionian
Subpental Pental Superpental
Soft Intense
Min-comma Med Max+comma Min-comma Med Max+comma Min-comma Med Max+comma Min-comma Med Max+comma Min-comma Med Max+comma
1 1#/2b F#/Gb 95-97.5 98.077 95.9375-100.9375 98.684 97.5-102.5 100.781 98.362-103.362 102.155 100.948-105.948 103.6765 105-107.5
2 2 G 190-195 196.154 191.875-201.875 197.368 195-205 201.5625 196.724-206.724 204.31 201.897-211.897 207.353 210-215
3 2#/3b G#/Jb G#/Ab 285-292.5 294.231 287.8125-302.8125 296.053 292.5-307.5 302.344 295.086-310.086 306.4655 302.845-316.845 311.029 315-322.5
4 3 J A 380-390 392.308 383.75-403.75 394.737 390-410 403.125 393.448-413.448 408.621 403.793-423.793 414.706 420-430
5 3#/4b J#/Ab A#/Bb 475-487.5 490.385 479.6875-504.6875 493.421 487.5-512.5 503.906 491.81-516.81 510.776 504.741-529.741 518.382 525-537.5
6 4 A B 570-585 588.4615 575.625-605.625 592.105 585-615 604.6875 590.172-620.172 612.931 605.69-635.69 622.059 630-645
7 5 B H 665-682.5 686.5385 671.5625-706.5625 690.7895 682.5-717.5 705.469 688.5345-723.5345 715.086 706.638-741.638 725.735 735-752.5
8 5#/6b B#/Hb H#/Cb 760-780 784.615 767.5-807.5 789.474 780-820 806.25 786.897-826.897 817.241 807.586-847.586 829.412 840-860
9 6 H C 855-877.5 882.962 863.4375-908.4375 888.158 877.5-922.5 907.031 885.259-930.259 919.397 908.5345-953.5345 933.088 945-967.5
10 6#/7b H#/Cb C#/Db 950-975 980.769 959.375-1009.375 986.842 975-1025 1007.8125 983.621-1033.621 1021.552 1009.483-1059.483 1036.765 1050-1075
11 7 C D 1045-1072.5 1078.846 1055.3125-1110.3125 1085.526 1072.5-1127.5 1108.594 1081.983-1136.983 1123.707 1110.431-1165.431 1140.441 1155-1182.5
12 7#/8b C#/Db D#/Sb 1140-1170 1176.923 1151.25-1211.25 1184.2105 1170-1230 1209.375 1180.345-1240.345 1225.862 1211.379-1271.379 1244.118 1260-1290
13 8 D S 1235-1267.5 1275 1247.1875-1312.1875 1282.895 1267.5-1332.5 1310.156 1278.707-1343.707 1328.017 1312.328-1377.328 1347.794 1365-1397.5
14 8#/9b D#/Eb S#/Eb 1330-1365 1373.077 1343.125-1413.125 1381.579 1365-1435 1410.9375 1377.069-1447.069 1430.172 1413.276-1483.276 1451.471 1470-1505
15 9 E 1425-1462.5 1471.154 1439.0625-1514.0625 1480.263 1462.5-1537.5 1511.719 1475.431-1550.431 1532.328 1514.224-1589.224 1555.147 1575-1612.5
16 1 F 1520-1560 1569.231 1535-1615 1578.947 1560-1640 1612.5 1573.793-1653.793. 1634.483 1615.172-1695.172 1658.8235 1680-1720

Relative cents

Degrees Enneatonic Intense Aeolian-Subpental Dorian Dorian
1 1#/2b G#/Jb G#/Ab 90.625 93.75
2 2 J A 181.25 187.5
3 2#/3b J#/Ab A#/Bb 271.875 281.25
4 3 J B 362.5 375
5 3#/4b J#/Ab B#/Cb 453.125 468.75
6 4 A C 543.75 562.5
7 5 A#/Bb C#/Qb 633.375 656.25
8 5#/6b B Q 725 750
9 6 C D 815.625 843.75
10 6#/7b C#/Db D#/Sb 906.25 937.5
11 7 D S 996.875 1031.25
12 7#/8b D#/Eb S#/Eb 1087.5 1125
13 8 E 1178.125 1218.75
14 8#/9b E#/Fb 1268.75 1312.5
15 9 F 1359.375 1406.25
16 1 G 1450 1500
Degrees Enneatonic Subpental-Soft Superpental Mixolydian Intense Superpental Mixolydian ~ Mixolydian-Ionian
1 1#/2b F#/Gb 100 103.125
2 2 G 200 206.25
3 2#/3b G#/Jb G#/Ab 300 309.375
4 3 J A 400 412.5
5 3#/4b J#/Ab A#/Bb 500 515.625
6 4 A B 600 618.75
7 5 B H 700 721.875
8 5#/6b B#/Hb H#/Cb 800 825
9 6 H C 900 928.125
10 6#/7b H#/Cb C#/Db 1000 1031.25
11 7 C D 1100 1134.375
12 7#/8b C#/Db D#/Sb 1200 1237.5
13 8 D S 1300 1340.625
14 8#/9b D#/Eb S#/Eb 1400 1443.75
15 9 E 1500 1546.875
16 1 F 1600 1650

Golden/Pyrite Tunings±13¢

Degrees Enneatonic Intense Aeolian-Subpental Dorian Dorian
Subpental Pental Superpental
1 1#/2b G#/Jb G#/Ab 90.428-92.053 91.303-92.928 94.329-95.943 94.917-96.542
2 2 J A 180.856-184.106 182.606-185.856 188.2585-191.9085 189.834-193.084
3 2#/3b J#/Ab A#/Bb 271.2845-276.159 273.909-278.784 282.988-287.863 284.751-289.626
4 3 J B 361.712-368.213 365.212-371.712 377.317-383.817 379.668-386.168
5 3#/4b J#/Ab B#/Cb 452.141-460.266 456.5155-464.6405 471.646-479.771 474.585-482.71
6 4 A C 542.569-552.319 547.819-557.569 565.974-575.726 569.502-579.252
7 5 A#/Bb C#/Qb 632.997-644.372 639.122-650.497 660.305-671.68 664.419-675.794
8 5#/6b B Q 723.425-736.425 730.425-743.425 754.634-767.634 759.336-771.336
9 6 C D 813.854-828.479 821.728-836.353 848.963-863.588 854.253-868.878
10 6#/7b C#/Db D#/Sb 904.282-920.532 913.031-920.281 943.293-959.543 949.17-965.42
11 7 D S 994.71-1012.585 1004.334-1022.209 1037.622-1055.497 1044.087-1061.962
12 7#/8b D#/Eb S#/Eb 1085.138-1104.638 1095.637-1115.137 1131.951-1151.451 1139.004-1158.503
13 8 E 1175.566-1106.691 1186.94-1208.065 1226.38-1247.405 1233.921-1255.046
14 8#/9b E#/Fb 1265.9945-1288.7445 1278.2435-1300.9935 1320.61-1343.36 1328.838-1351.588
15 9 F 1356.423-1380.798 1369.547-1393.922 1414.939-1439.314 1423.755-1448.13
16 1 G 1446.851-1472.851 1460.85-1486.85 1509.268-1535.268 1518.672-1544.672
Degrees Enneatonic Mohajira Beatles
1 1#/2b F#/Gb G#/Jb G#/Ab 96.1185-97.7435 96.364-97.989
2 2 G J A 192.237-195.487 192.728-195.978
3 2#/3b G#/Jb G#/Ab J#/Ab A#/Bb 288.355-293.23 289.092-293.965
4 3 J A J B 384.474-390.974 385.456-391.956
5 3#/4b J#/Ab A#/Bb J#/Ab B#/Cb 480.592-488.717 481.82-489.945
6 4 A B A C 576.711-585.961 578.184-587.934
7 5 B H A#/Bb C#/Qb 672.829-684.454 674.548-685.923
8 5#/6b B#/Hb H#/Cb B Q 768.948-781.948 770.912-783.912
9 6 H C C D 865.066-879.691 867.276-881.901
10 6#/7b H#/Cb C#/Db C#/Db D#/Sb 961.185-977.435 963.6395-979.8895
11 7 C D D S 1057.303-1075.178 1060.0035-1077.8785
12 7#/8b C#/Db D#/Sb D#/Eb S#/Eb 1153.422-1172.921 1156.367-1175.867
13 8 D S E 1249.54-1270.665 1252.731-1273.856
14 8#/9b D#/Eb S#/Eb E#/Fb 1345.659-1368.409 1349.095-1372.345
15 9 E F 1441.777-1366.152 1445.459-1469.834
16 1 F G 1537.8955-1563.8955 1541.823-1577.823
Degrees Enneatonic Mixolydian Mixolydian-Ionian
Subpental Pental Superpental
Soft Intense
1 1#/2b F#/Gb 97.364-98.989 97.787-99.412 99.998-101.623 101.648-103.273 102.785-104.41
2 2 G 194.7275-197.9775 195.5745-198.8245 199.9955-203.2455 203.296-206.546 205.57-208.82
3 2#/3b G#/Jb G#/Ab 292.091-296.966 293.362-298.237 299.993-304.868 304.944-309.819 308.356-313.231
4 3 J A 389.455-395.955 391.149-397.649 399.991-406.491 406.592-413.092 411.141-417.641
5 3#/4b J#/Ab A#/Bb 486.819-494.944 488.936-497.061 499.989-508.114 508.24-516.365 513.926-522.051
6 4 A B 584.183-593.933 586.724-596.474 599.987-609.737 609.888-619.638 616.711-626.461
7 5 B H 681.546-692.921 684.571-695.886 699.984-711.359 711.5355-722.9105 719.496-730.871
8 5#/6b B#/Hb H#/Cb 778.91-791.91 782.298-795.298. 799.982-812.982 813.1835-826.1835 822.282-835.282
9 6 H C 876.274-890.899 880.085-894.71 899.98-914.605 914.831-929.456 925.067-939.692
10 6#/7b H#/Cb C#/Db 973.638-989.888 977.873-994.123 999.978-1016.238 1016.479-1032.729 1027.852-1044.102
11 7 C D 1071.0015-1088.8765 1075.66-1093.535 1099.975-1117.85 1118.127-1136.002 1130.637-1148.512
12 7#/8b C#/Db D#/Sb 1168.365-1187.865 1173.447-1192.947 1199.973-1219.473 1219.775-1239.275 1233.422-1252.922
13 8 D S 1265.729-1286.854 1271.234-1292.359 1299.971-1321.096 1321.423-1342.548 1336.208-1357.333
14 8#/9b D#/Eb S#/Eb 1363.093-1385.843 1369.022-1391.772 1399.968-1422.719 1423.071-1445.821 1438.993-1461.743
15 9 E 1460.457-1484.832 1455.809-1491.184 1499.9665-1524.3415 1524.719-1549.094 1541.778-1566.153
16 1 F 1557.82-1583.82 1564.596-1590.596 1599.964-1625.964 1626.366-1652.366 1644.563-1670.563

By a surprising coincidence, neutral 16edX turns out to be a false Pelogic temperament with a very pure 5:4 (mistuned by no more than 3.686 cents), and tuning 5:3 pure creates a tenth almost exactly equal to 38/29edo or almost exactly the Golden Subpental Mixolydian step or every ninth step of 110edo, and tuning 4:3 pure creates an almost exact 43/74edo fifth. Also, the Golden Soft Superpental Mixolydian step is almost exactly (25/24)^(10/7) and tuning 12:7 pure creates almost exactly the Golden Mixolydian-Ionian step.

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