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User:Moremajorthanmajor/2L 1s (perfect fourth-equivalent): Difference between revisions

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{| class="wikitable"
{| class="wikitable"
|+Cents
|+Cents
! colspan="3" |Notation
!Notation
!Supersoft
!Supersoft
!Soft
!Soft
Line 20: Line 20:
|-
|-
!Fourth
!Fourth
! colspan="2" |Seventh
!~11ed4/3
!~11ed4/3
!~8ed4/3
!~8ed4/3
Line 29: Line 28:
!~9ed4/3
!~9ed4/3
|-
|-
!
|F/C/G ut#
!Mixolydian
Do#, Sol#
!Dorian
 
!
!
!
!
!
!
!
|-
|Do#, Sol#
د#,
د#,


ص#
ص#
|Sol#
ص#
|Re#
ر#
|1\11, 46.154
|1\11, 46.154
|1\8, 63.158
|1\8, 63.158
Line 56: Line 42:
|3\9, 163.636
|3\9, 163.636
|-
|-
| Reb, Lab
| G/D/A reb
Reb, Lab
 
رb, لb
رb, لb
|Lab
لb
|Mib
م
|3\11, 138.462
|3\11, 138.462
|2\8, 126.316
|2\8, 126.316
Line 69: Line 53:
|1\9, 54.545
|1\9, 54.545
|-
|-
|'''Re, La'''
|'''G/D/A re'''
'''Re, La'''
 
'''ر, ل'''
'''ر, ل'''
|'''La'''
ل
|'''Mi'''
م
|'''4\11,''' '''184.615'''
|'''4\11,''' '''184.615'''
|'''3\8,''' '''189.474'''
|'''3\8,''' '''189.474'''
Line 83: Line 65:
|'''4\9,''' '''218.182'''
|'''4\9,''' '''218.182'''
|-
|-
|Re#, La#
|G/D/A re#
Re#, La#
 
ر,# ل#
ر,# ل#
|La#
ل#
|Mi#
م#
|5\11, 230.769
|5\11, 230.769
|4\8, 252.632
| rowspan="2" |4\8, 252.632
|7\13, 270.967
|7\13, 270.967
| rowspan="2" |'''3\5,''' '''300'''
|3\5, 300
| 8\12, 331.034
| 8\12, 331.034
|5\7, 352.941
|5\7, 352.941
|7\9, 381.818
|7\9, 381.818
|-
|-
|'''Mib, Sib'''
|A/E/B mibb
'''مb,تb'''
Mibb, Sibb
|'''Sib'''
 
تb
مbb,تbb
|'''F'''
|6\11, 276.923
'''ف'''
|6\13, 232.258
|2\5, 200
|4\12, 165.517
|2\7, 141.176
|2\9, 109.091
|-
|'''A/E/B mib'''  
'''Mib, Sib'''
 
'''مb,تb'''
|'''7\11,''' '''323.077'''
|'''7\11,''' '''323.077'''
|'''5\8,''' '''315.789'''
|'''5\8,''' '''315.789'''
|'''8\13,''' '''309.677'''
|'''8\13,''' '''309.677'''
|'''3\5,''' '''300'''
|'''7\12,''' '''289.655'''
|'''7\12,''' '''289.655'''
|'''4\7,''' '''282.353'''
|'''4\7,''' '''282.353'''
|'''5\9,''' '''272.727'''
|'''5\9,''' '''272.727'''
|-
|-
|Mi, Si
|A/E/B mi
Mi, Si
 
م, ت
م, ت
| Si
ت
|Fa#
ف#
|8\11, 369.231
|8\11, 369.231
|6\8, 378.947
|6\8, 378.947
Line 124: Line 112:
|8\9, 436.364
|8\9, 436.364
|-
|-
|Mi#, Si#
|A/E/B mi#
Mi#, Si#
 
م,#ت#
م,#ت#
|Si#
ت#
|Fax
فx
|9\11, 415.385
|9\11, 415.385
| rowspan="2" |7\8, 442.105
| rowspan="2" |7\8, 442.105
Line 138: Line 124:
|11\9, 600
|11\9, 600
|-
|-
|Dob, Solb
|F/C/G utb
Dob, Solb
 
دb,
دb,


صb
| Dob
دb
|Solb
صb
صb
|10\11, 461.538
|10\11, 461.538
Line 153: Line 137:
|6\9, 327.273
|6\9, 327.273
|-
|-
!Do, Sol
!F/C/G ut
Do, Sol
 
د, ص
د, ص
!Do
د
!Sol
ص
!'''11\11,''' '''507.692'''
!'''11\11,''' '''507.692'''
!'''8\8,''' '''505.263'''
!'''8\8,''' '''505.263'''
Line 166: Line 148:
!'''7\7,''' '''494.118'''
!'''7\7,''' '''494.118'''
!'''9\9,''' '''490.909'''
!'''9\9,''' '''490.909'''
|-
|}
|Do#, Sol#
د#,


ص#
{| class="wikitable"
|Do#
|+Cents
د#
! colspan="2" |Notation
|Sol#
!Supersoft
ص#
!Soft
|12\11, 553.846
!Semisoft
|9\8, 568.421
!Basic
|15\13, 580.645
!Semihard
| rowspan="2" |6\5, 600
!Hard
|15\12, 620.690
!Superhard
|9\7, 635.294
|12\9, 654.545
|-
|-
|Reb, Lab
! colspan="2" |Seventh
رb, لb
!~11ed4/3
|Reb
!~8ed4/3
رb
!~13ed4/3
|Lab
!~5ed4/3
لb
!~12ed4/3
|14\11, 646.154
!~7ed4\3
|10\8, 631.579
!~9ed4/3
|16\13, 619.355
|14\12, 579.310
|8\7, 564.706
|10\9, 545.455
|-
|-
|'''Re, La'''
!Mixolydian
'''ر, ل'''
!Dorian
|'''Re'''
!
ر
!
|'''La'''
!
ل
!
|'''15\11,''' '''692.308'''
!
|'''11\8'''  '''694.737'''
!
|'''18\13,''' '''696.774'''
!
|'''7\5,''' '''700'''
|'''17\12,''' '''703.448'''
|'''10\7,''' '''705.882'''
|'''13\9,''' '''709.091'''
|-
|-
|Re#, La#
| F/C/G ut#
ر,# ل#
Sol#
|Re#
 
د#
ص#
|La#
|G/D/A re#
ل#
Re#
|16\11, 738.462
 
|12\8, 757.895
ر#
|20\13, 774.294
|1\11, 46.154
| rowspan="2" |'''8\5,''' '''800'''
|1\8, 63.158
|20\12, 827.586
|2\13, 77.419
|12\7, 847.059
| rowspan="2" |1\5, 100
|16\9, 872.727
| 3\12, 124.138
|2\7, 141.176
|3\9, 163.636
|-
|-
|'''Mib, Sib'''
|G/D/A reb
'''مb,تb'''
Lab
|'''Mib'''
 
لb
|A/E/B mib
Mib
 
مb
مb
|'''Sib'''
|3\11, 138.462
تb
|2\8, 126.316
|'''18\11,''' '''830.769'''
|3\13, 116.129
|'''13\8,''' '''821.053'''
|2\12, 82.759
|'''21\13,''' '''812.903'''
|1\7, 70.588
|'''19\12,''' '''786.207'''
|1\9, 54.545
|'''11\7,''' '''776.471'''
|'''14\9,''' '''763.636'''
|-
|-
|Mi, Si
|'''G/D/A re'''
م, ت
'''La'''
|Mi
 
ل
|'''A/E/B mi'''
'''Mi'''
 
م
م
|Si
|'''4\11,''' '''184.615'''
ت
|'''3\8,''' '''189.474'''
|19\11, 876.923
|'''5\13,''' '''193.548'''
|14\8, 884.211
|'''2\5,''' '''200'''
|23\13, 890.323
|'''5\12,''' '''206.897'''
|9\5, 900
|'''3\7,''' '''211.765'''
|22\12, 910.345
|'''4\9,''' '''218.182'''
|13\7, 917.647
|17\9, 927.727
|-
|-
|Mi#, Si#
|G/D/A re#
م,#ت#
La#
| Mi#
 
ل#
| A/E/B mi#
Mi#
 
م#
م#
|Si#
|5\11, 230.769
ت#
| rowspan="2" |4\8, 252.632
|20\11, 923.077
| 7\13, 270.967
| rowspan="2" |15\8, 947.378
|3\5, 300
|25\13, 967.742
|8\12, 331.034
|10\5, 1000
|5\7, 352.941
|25\12, 1034.483
|7\9, 381.818
|15\7, 1058.824
|20\9, 1090.909
|-
|-
|Dob, Solb
|A/E/B mibb
دb,
Sibb
 
تbb
|B/F/C fab
Fab


صb
فb
|Solb
|6\11, 276.923
صb
|6\13, 232.258
|Reb
|2\5, 200
رb
|4\12, 165.517
|21\11, 969.231
|2\7, 141.176
|24\13, 929.033
|2\9, 109.091
|9\5, 900
|21\12, 868.966
|11\7, 776.471
|15\9, 818.182
|-
|-
!Do, Sol
|'''A/E/B mib'''
د, ص
'''Sib'''
!Sol
 
ص
تb
!Re
|'''B/F/C fa'''
ر
'''Fa'''
!22\11, 1015.385
 
!16\8, 1010.526
'''ف'''
!26\13, 1006.452
|'''7\11,''' '''323.077'''
!10\5, 1000
|'''5\8,''' '''315.789'''
!24\12, 993.103
|'''8\13,''' '''309.677'''
!14\7, 988.235
|'''3\5,''' '''300'''
!18\9, 981.818
|'''7\12,''' '''289.655'''
|}
|'''4\7,''' '''282.353'''
{| class="wikitable"
|'''5\9,''' '''272.727'''
! colspan="2" |Notation
!Supersoft
!Soft
!Semisoft
!Basic
!Semihard
!Hard
!Superhard
|-
|-
!Mahur
|A/E/B mi
!Bijou
Si
!~11ed4/3
 
! ~8ed4/3
ت
!~13ed4/3
|B/F/C fa#
!~5ed4/3
Fa#
!~12ed4/3
 
!~7ed4\3
ف#
!~9ed4/3
| 8\11, 369.231
|6\8, 378.947
|10\13, 387.097
|4\5, 400
|10\12, 413.793
|6\7, 423.529
|8\9, 436.364
|-
|-
|G#
|A/E/B mi#
|0#, E#
Si#
|1\11, 46.154
 
|1\8, 63.158
ت#
|2\13, 77.419
|B/F/C fax
| rowspan="2" |1\5, 100
Fax
|3\12, 124.138
 
|2\7, 141.176
فx
|3\9, 163.636
|9\11, 415.385
| rowspan="2" |7\8, 442.105
|12\13, 464.516
|5\5, 500
|13\12, 537.069
|8\7, 564.705
|11\9, 600
|-
|-
|Jf, Af
| B/F/C fab
|1b, 1d
Dob
|3\11, 138.462
 
|2\8, 126.316
دb
| 3\13, 116.129
|C/G/D solb
|2\12, 82.759
Solb
|1\7, 70.588
 
|1\9, 54.545
صb
|-
|10\11, 461.538
|'''J, A'''
|11\13, 425.806
|'''1'''
|4\5, 400
|'''4\11,''' '''184.615'''
|9\12, 372.414
|'''3\8,''' '''189.474'''
|'''5\13,''' '''193.548'''
|'''2\5,''' '''200'''
|'''5\12,''' '''206.897'''
|'''3\7,''' '''211.765'''
|'''4\9,''' '''218.182'''
|-
|J#, A#
|1#
|5\11, 230.769
|4\8, 252.632
|7\13, 270.968
| rowspan="2" |'''3\5,''' '''300'''
|8\12, 331.034
|5\7, 352.941
|5\7, 352.941
|7\9, 381.818
|6\9, 327.273
|-
|-
|'''Af, Bf'''
!B/F/C fa
|'''2b, 2d'''
Do
|'''7\11,''' '''323.077'''
 
|'''5\8,''' '''315.789'''
د
|'''8\13,''' '''309.677'''
!C/G/D sol
|'''7\12,''' '''289.655'''
Sol
|'''4\7,''' '''282.353'''
 
|'''5\9,''' '''272.727'''
ص
!'''11\11,''' '''507.692'''
!'''8\8,''' '''505.263'''
!'''13\13,''' '''503.226'''
!5\5, 500
!'''12\12,''' '''496.552'''
!'''7\7,''' '''494.118'''
!'''9\9,''' '''490.909'''
|-
|-
|A, B
|B/F/C fa#
|2
Do#
|8\11, 369.231
 
|6\8, 378.947
د#
|10\13, 387.097
| C/G/D sol#
|4\5, 400
Sol#
|10\12, 413.793
 
|6\7, 423.529
ص#
|8\9, 436.364
|12\11, 553.846
|9\8, 568.421
|15\13, 580.645
| rowspan="2" |6\5, 600
|15\12, 620.690
|9\7, 635.294
|12\9, 654.545
|-
|-
|A#, B#
|C/G/D solb
|2#
Reb
|9\11, 415.385
 
| rowspan="2" |7\8, 442.105
رb
|12\13, 464.516
|D/A/E lab
|5\5, 500
Lab
|13\12, 537.069
 
|8\7, 564.705
لb
|11\9, 600
|14\11, 646.154
|10\8, 631.579
|16\13, 619.355
|14\12, 579.310
|8\7, 564.706
|10\9, 545.455
|-
|-
|Bb, Cf
|'''C/G/D sol'''
|3b, 3d
'''Re'''
|10\11, 461.538
 
|11\13, 425.806
ر
| 4\5, 400
|'''D/A/E la'''
|9\12, 372.414
'''La'''
|5\7, 352.941
 
|6\9, 327.273
ل
|'''15\11,''' '''692.308'''
|'''11\8'''  '''694.737'''
|'''18\13,''' '''696.774'''
|'''7\5,''' '''700'''
|'''17\12,''' '''703.448'''
|'''10\7,''' '''705.882'''
|'''13\9,''' '''709.091'''
|-
|-
!B, C
|C/G/D sol#
!3
Re#
!'''11\11,''' '''507.692'''
 
!'''8\8,''' '''505.263'''
د#
!'''13\13,''' '''503.226'''
|D/A/E la#
!5\5, 500
La#
!'''12\12,''' '''496.552'''
 
!'''7\7,''' '''494.118'''
ل#
!'''9\9,''' '''490.909'''
|16\11, 738.462
|12\8, 757.895
|20\13, 774.294
| rowspan="2" |'''8\5,''' '''800'''
|20\12, 827.586
|12\7, 847.059
|16\9, 872.727
|-
|-
|B#, C#
|'''D/A/E lab'''
|3#
'''Mib'''
|12\11, 553.846
 
|9\8, 568.421
مb
|15\13, 580.645
|'''E/B/F síb'''
| rowspan="2" |6\5, 600
'''Sib'''
|15\12, 620.690
 
|9\7, 635.294
تb
|12\9, 654.545
|'''18\11,''' '''830.769'''
|'''13\8,''' '''821.053'''
|'''21\13,''' '''812.903'''
|'''19\12,''' '''786.207'''
|'''11\7,''' '''776.471'''
|'''14\9,''' '''763.636'''
|-
|-
|Cf, Qf
|D/A/E la
|4b, 4d
Mi
|14\11, 646.154
 
|10\8, 631.579
م
|16\13, 619.355
|E/B/F sí
|14\12, 579.310
Si
|8\7, 564.706
 
|10\9, 545.455
ت
|19\11, 876.923
|14\8, 884.211
|23\13, 890.323
|9\5, 900
|22\12, 910.345
|13\7, 917.647
|17\9, 927.727
|-
|-
|'''C, Q'''
|D/A/E la#
|'''4'''
Mi#
|'''15\11,''' '''692.308'''
 
|'''11\8'''  '''694.737'''
م#
|'''18\13,''' '''696.774'''
|E/B/F sí#
|'''7\5,''' '''700'''
Si#
|'''17\12,''' '''703.448'''
 
|'''10\7,''' '''705.882'''
ت#
|'''13\9,''' '''709.091'''
|20\11, 923.077
| rowspan="2" |15\8, 947.378
|25\13, 967.742
|10\5, 1000
|25\12, 1034.483
|15\7, 1058.824
|20\9, 1090.909
|-
|-
|C#, Q#
|F/C/G utb
|4#
Solb
|16\11, 738.462
 
|12\8, 757.895
صb
| 20\13, 774.194
|G/D/A reb
| rowspan="2" |'''8\5,''' '''800'''
Reb
|20\12, 827.586
 
|12\7, 847.059
رb
|16\9, 872.727
|21\11, 969.231
|24\13, 929.033
|9\5, 900
|21\12, 868.966
|11\7, 776.471
|15\9, 818.182
|-
|-
|'''Qf, Df'''
!F/C/G ut
|'''5b, 5d'''
Sol
|'''18\11,''' '''830.769'''
 
|'''13\8,''' '''821.053'''
ص
|'''21\13,''' '''812.903'''
!G/D/A re
|'''19\12,''' '''786.207'''
Re
|'''11\7,''' '''776.471'''
 
|'''14\9,''' '''763.636'''
ر
!22\11, 1015.385
! 16\8, 1010.526
! 26\13, 1006.452
!10\5, 1000
!24\12, 993.103
!14\7, 988.235
!18\9, 981.818
|}
{| class="wikitable"
!Notation
!Supersoft
!Soft
!Semisoft
!Basic
!Semihard
!Hard
!Superhard
|-
|-
|Q, D
!Mahur
|5
!~11ed4/3
|19\11, 876.923
!~8ed4/3
|14\8, 884.211
!~13ed4/3
|23\13, 890.323
!~5ed4/3
|9\5, 900
!~12ed4/3
|22\12, 910.345
!~7ed4\3
|13\7, 917.647
! ~9ed4/3
|17\9, 927.727
|-
|-
|Q#, D#
|G#
|5#
|1\11, 46.154
|20\11, 923.077
|1\8, 63.158
| rowspan="2" |15\8, 947.368
|2\13, 77.419
|25\13, 967.742
| rowspan="2" |1\5, 100
|10\5, 1000
|3\12, 124.138
|25\12, 1034.483
|2\7, 141.176
|15\7, 1058.824
|3\9, 163.636
|20\9, 1090.909
|-
|-
|Df, Sf
|Jf, Af
|6b, 6d
|3\11, 138.462
|21\11, 969.231
|2\8, 126.316
|24\13, 929.033
|3\13, 116.129
|9\5, 900
|2\12, 82.759
|21\12, 868.966
|1\7, 70.588
|11\7, 776.471
|1\9, 54.545
|15\9, 818.182
|-
|-
!D, S
|'''J, A'''
!6
|'''4\11,''' '''184.615'''
!22\11, 1015.385
|'''3\8,''' '''189.474'''
!16\8, 1010.526
|'''5\13,''' '''193.548'''
!26\13, 1006.452
|'''2\5,''' '''200'''
!10\5, 1000
|'''5\12,''' '''206.897'''
!24\12, 993.103
|'''3\7,''' '''211.765'''
! 14\7, 988.235
|'''4\9,''' '''218.182'''
!18\9, 981.818
|-
|-
|D#, S#
| J#, A#
|6#
|5\11, 230.769
|23\11, 1061.538
|4\8, 252.632
|17\8, 1073.684
|7\13, 270.968
|28\13, 1083.871
| rowspan="2" |'''3\5,''' '''300'''
| rowspan="2" |11\5, 1100
|8\12, 331.034
|27\12, 1117.241
|5\7, 352.941
|16\7, 1129.412
|7\9, 381.818
|21\9, 1145.455
|-
|-
|Ef
|'''Af, Bf'''
|7b, 7d
|'''7\11,''' '''323.077'''
| 25\11, 1153.846
|'''5\8,''' '''315.789'''
| 18\8, 1136.842
|'''8\13,''' '''309.677'''
|29\13, 1122.581
|'''7\12,''' '''289.655'''
|26\12, 1075.862
|'''4\7,''' '''282.353'''
|15\7, 1058.824
|'''5\9,''' '''272.727'''
|19\9, 1036.364
|-
|-
|'''E'''
|A, B
|'''7'''
|8\11, 369.231
|'''26\11,''' '''1200'''
|6\8, 378.947
|'''19\8,''' '''1200'''
|10\13, 387.097
|'''31\13,''' '''1200'''
|4\5, 400
|'''12\5,''' '''1200'''
|10\12, 413.793
|'''29\12,''' '''1200'''
|6\7, 423.529
|'''17\7,''' '''1200'''
|8\9, 436.364
|'''22\9,''' '''1200'''
|-
|-
|E#
|A#, B#
|7#
|9\11, 415.385
|27\11, 1246.154
| rowspan="2" |7\8, 442.105
|20\8, 1263.158
|12\13, 464.516
|33\13, 1277.419
|5\5, 500
| rowspan="2" |'''13\5,''' '''1300'''
|13\12, 537.069
|32\12, 1324.138
|8\7, 564.705
|19\7, 1341.176
|11\9, 600
|25\9, 1363.636
|-
|-
|'''Ff'''
|Bb, Cf
|'''8b, Gd'''
|10\11, 461.538
|'''29\11,''' '''1338.462'''
|11\13, 425.806
|'''21\8,''' '''1326.316'''
|4\5, 400
|'''34\13,''' '''1316.129'''
|9\12, 372.414
|'''31\12,''' '''1282.759'''
|5\7, 352.941
|'''18\7,''' '''1270.588'''
|6\9, 327.273
|'''23\9,''' '''1254.545'''
|-
|-
|F
!B, C
|8, G
!'''11\11,''' '''507.692'''
|30\11, 1384.615
!'''8\8,''' '''505.263'''
|22\8, 1389.474
!'''13\13,''' '''503.226'''
|36\13, 1393.548
!5\5, 500
|14\5, 1400
!'''12\12,''' '''496.552'''
|34\12, 1406.897
!'''7\7,''' '''494.118'''
|20\7, 1411.765
!'''9\9,''' '''490.909'''
|26\9, 1418.182
|-
|-
|F#
|B#, C#
|8#, G#
|12\11, 553.846
|31\11, 1430.769
|9\8, 568.421
| rowspan="2" |23\8, 1452.632
|15\13, 580.645
|38\13, 1470.968
| rowspan="2" |6\5, 600
|15\5, 1500
|15\12, 620.690
|37\12, 1531.034
| 9\7, 635.294
|22\7, 1552.941
| 12\9, 654.545
|29\9, 1581.818
|-
|-
|Gf
|Cf, Qf
|9b, Ad
|14\11, 646.154
|32\11, 1476.923
|10\8, 631.579
|37\13, 1432.258
|16\13, 619.355
|14\5, 1400
|14\12, 579.310
|33\12, 1365.517
|8\7, 564.706
|19\7, 1341.176
| 10\9, 545.455
|24\9, 1309.091
|-
|-
!G
|'''C, Q'''
!'''9, A'''
|'''15\11,''' '''692.308'''
!33\11, 1523.077
|'''11\8'''  '''694.737'''
!24\8, 1515.789
|'''18\13,''' '''696.774'''
!39\13, 1509.677
|'''7\5,''' '''700'''
!15\5, 1500
|'''17\12,''' '''703.448'''
!36\12, 1489.655
|'''10\7,''' '''705.882'''
!21\7, 1482.353
|'''13\9,''' '''709.091'''
!27\9, 1472.727
|-
|-
|G#
|C#, Q#
|9#, A#
|16\11, 738.462
|34\11, 1569.231
|12\8, 757.895
| 25\8, 1578.947
|20\13, 774.194
|41\13, 1587.097
| rowspan="2" |'''8\5,''' '''800'''
| rowspan="2" |16\5, 1600
|20\12, 827.586
|39\12, 1613.793
|12\7, 847.059
|23\7, 1623.529
|16\9, 872.727
|30\9, 1636.364
|-
|-
|Jf, Af
|'''Qf, Df'''
|Xb, Bd
|'''18\11,''' '''830.769'''
|36\11, 1661.538
|'''13\8,''' '''821.053'''
|26\8, 1642.105
|'''21\13,''' '''812.903'''
|42\13, 1625.806
|'''19\12,''' '''786.207'''
|38\12, 1572.034
|'''11\7,''' '''776.471'''
|22\7, 1552.941
|'''14\9,''' '''763.636'''
|28\9, 1527.{{Overline|27}}
|-
|-
|'''J, A'''
|Q, D
|'''X, B'''
|19\11, 876.923
|'''37\11,''' '''1707.692'''
|14\8, 884.211
|'''27\8,''' '''1705.263'''
|23\13, 890.323
|'''44\13,''' '''1703.226'''
|9\5, 900
|'''17\5,''' '''1700'''
|22\12, 910.345
|'''41\12,''' '''1696.552'''
|13\7, 917.647
|'''24\7,''' '''1694.118'''
| 17\9, 927.727
|'''31\9,''' '''1690.909'''
|-
|-
|J#, A#
|Q#, D#
|X#, B#
|20\11, 923.077
|38\11, 1753.846
| rowspan="2" |15\8, 947.368
|28\8, 1768.421
|25\13, 967.742
|46\13, 1780.645
| 10\5, 1000
| rowspan="2" |'''18\5,''' '''1800'''
|25\12, 1034.483
|44\12, 1820.690
| 15\7, 1058.824
|26\7, 1835.294
| 20\9, 1090.909
|34\9, 1854.545
|-
|-
|'''Af, Bf'''
|Df, Sf
|'''Eb, Dd'''
| 21\11, 969.231
|'''40\11,''' '''1846.154'''
|24\13, 929.033
|'''29\8,''' '''1831.579'''
|9\5, 900
|'''47\13,''' '''1819.355'''
|21\12, 868.966
|'''43\12,''' '''1779.310'''
|11\7, 776.471
|'''25\7,''' '''1764.706'''
|15\9, 818.182
|'''32\9,''' '''1745.455'''
|-
|-
|A, B
!D, S
|E, D
!22\11, 1015.385
|41\11, 1892.308
!16\8, 1010.526
|30\8, 1894.737
!26\13, 1006.452
|49\13, 1896.774
!10\5, 1000
|19\5, 1900
!24\12, 993.103
|46\12, 1903.448
!14\7, 988.235
|27\7, 1905.882
!18\9, 981.818
|35\9, 1909.090
|-
|-
|A#, B#
|D#, S#
|E#, D#
|23\11, 1061.538
|42\11, 1938.462
|17\8, 1073.684
| rowspan="2" |31\8, 1957.895
|28\13, 1083.871
|51\13, 1974.194
| rowspan="2" |11\5, 1100
|20\5, 2000
|27\12, 1117.241
|49\12, 2027.586
|16\7, 1129.412
|29\7, 2047.059
|21\9, 1145.455
|38\9, 2072.727
|-
|-
|Bb, Cf
|Ef
|0b, Ed
|25\11, 1153.846
| 43\11, 1984.615
|18\8, 1136.842
|50\13, 1935.484
|29\13, 1122.581
|19\5, 1900
|26\12, 1075.862
|45\12, 1862.069
|15\7, 1058.824
|26\7, 1835.294
|19\9, 1036.364
|33\9, 1800
|-
|-
!B, C
|'''E'''
! 0, E
|'''26\11,''' '''1200'''
!44\11, 2030.769
|'''19\8,''' '''1200'''
!32\8, 2021.053
|'''31\13,''' '''1200'''
!52\13, 2012.903
|'''12\5,''' '''1200'''
!20\5, 2000
|'''29\12,''' '''1200'''
!48\12, 1986.207
|'''17\7,''' '''1200'''
!28\7, 1976.471
|'''22\9,''' '''1200'''
!36\9, 1963.636
|}
{| class="wikitable"
! colspan="2" |Notation
!Supersoft
!Soft
!Semisoft
! Basic
!Semihard
!Hard
!Superhard
|-
|-
!Hyperionic
|E#
!Subsextal
|27\11, 1246.154
!~11ed4/3
|20\8, 1263.158
!~8ed4/3
|33\13, 1277.419
!~13ed4/3
| rowspan="2" |'''13\5,''' '''1300'''
!~5ed4/3
|32\12, 1324.138
!~12ed4/3
|19\7, 1341.176
! ~7ed4\3
|25\9, 1363.636
!~9ed4/3
|-
|'''Ff'''
|'''29\11,''' '''1338.462'''
|'''21\8,''' '''1326.316'''
|'''34\13,''' '''1316.129'''
|'''31\12,''' '''1282.759'''
|'''18\7,''' '''1270.588'''
|'''23\9,''' '''1254.545'''
|-
|-
|1#
|F
|0#
|30\11, 1384.615
|1\11, 46.154
|22\8, 1389.474
|1\8, 63.158
|36\13, 1393.548
|2\13, 77.419
|14\5, 1400
| rowspan="2" |1\5, 100
|34\12, 1406.897
|3\12, 124.138
|20\7, 1411.765
|2\7, 141.176
| 26\9, 1418.182
|3\9, 163.636
|-
|-
|2f
|F#
|1f
|31\11, 1430.769
| 3\11, 138.462
| rowspan="2" |23\8, 1452.632
|2\8, 126.316
|38\13, 1470.968
|3\13, 116.129
|15\5, 1500
|2\12, 82.759
|37\12, 1531.034
|1\7, 70.588
|22\7, 1552.941
|1\9, 54.545
| 29\9, 1581.818
|-
|-
|'''2'''
|Gf
|'''1'''
|32\11, 1476.923
|'''4\11,''' '''184.615'''
|37\13, 1432.258
|'''3\8,''' '''189.474'''
|14\5, 1400
|'''5\13,''' '''193.548'''
|33\12, 1365.517
|'''2\5,''' '''200'''
|19\7, 1341.176
|'''5\12,''' '''206.897'''
|24\9, 1309.091
|'''3\7,''' '''211.765'''
|'''4\9,''' '''218.182'''
|-
|-
|2#
!G
|1#
!33\11, 1523.077
| 5\11, 230.769
!24\8, 1515.789
| 4\8, 252.632
!39\13, 1509.677
|7\13, 270.967
!15\5, 1500
| rowspan="2" |'''3\5,''' '''300'''
!36\12, 1489.655
|8\12, 331.034
!21\7, 1482.353
|5\7, 352.941
!27\9, 1472.727
| 7\9, 381.818
|}
|-
 
|'''3f'''
{| class="wikitable"
|2f
!Notation
|'''7\11,''' '''323.077'''
! Supersoft
|'''5\8,''' '''315.789'''
!Soft
|'''8\13,''' '''309.677'''
!Semisoft
|'''7\12,''' '''289.655'''
!Basic
|'''4\7,''' '''282.353'''
!Semihard
|'''5\9,''' '''272.727'''
!Hard
!Superhard
|-
|-
|3
!Bijou
|'''2'''
!~11ed4/3
| 8\11, 369.231
! ~8ed4/3
|6\8, 378.947
!~13ed4/3
|10\13, 387.098
!~5ed4/3
|4\5, 400
!~12ed4/3
|10\12, 413.793
!~7ed4\3
|6\7, 423.529
!~9ed4/3
|8\9, 436.364
|-
|-
|3#
|0#, E#
| 2#
|1\11, 46.154
| 9\11, 415.385
|1\8, 63.158
| rowspan="2" | 7\8, 442.105
|2\13, 77.419
| 12\13, 464.516
| rowspan="2" |1\5, 100
|5\5, 500
|3\12, 124.138
|13\12, 537.069
|2\7, 141.176
|8\7, 564.705
| 3\9, 163.636
|11\9, 600
|-
|-
|4f
|1b, 1d
|'''3f'''
|3\11, 138.462
|10\11, 461.538
|2\8, 126.316
|11\13, 425.806
|3\13, 116.129
|4\5, 400
| 2\12, 82.759
|9\12, 372.414
|1\7, 70.588
| 5\7, 352.941
|1\9, 54.545
|6\9, 327.273
|-
|-
!4
|'''1'''
!3
|'''4\11,''' '''184.615'''
!'''11\11,''' '''507.692'''
|'''3\8,''' '''189.474'''
!'''8\8,''' '''505.263'''
|'''5\13,''' '''193.548'''
!'''13\13,''' '''503.226'''
|'''2\5,''' '''200'''
! 5\5, 500
|'''5\12,''' '''206.897'''
!'''12\12,''' '''496.552'''
|'''3\7,''' '''211.765'''
!'''7\7,''' '''494.118'''
|'''4\9,''' '''218.182'''
!'''9\9,''' '''490.909'''
|-
|-
|4#
|1#
| 3#
|5\11, 230.769
|12\11, 553.846
|4\8, 252.632
| 9\8, 568.421
|7\13, 270.968
|15\13, 580.645
| rowspan="2" |'''3\5,''' '''300'''
| rowspan="2" | 6\5, 600
|8\12, 331.034
| 15\12, 620.690
|5\7, 352.941
|9\7, 635.294
|7\9, 381.818
|12\9, 654.545
|-
|-
|5f
|'''2b, 2d'''
|4f
|'''7\11,''' '''323.077'''
|14\11, 646.154
|'''5\8,''' '''315.789'''
|10\8, 631.579
|'''8\13,''' '''309.677'''
|16\13, 619.355
|'''7\12,''' '''289.655'''
|14\12, 579.310
|'''4\7,''' '''282.353'''
|8\7, 564.706
|'''5\9,''' '''272.727'''
|10\9, 545.455
|-
|-
|'''5'''
|2
|'''4'''
|8\11, 369.231
|'''15\11,''' '''692.308'''
|6\8, 378.947
|'''11\8'''  '''694.737'''
|10\13, 387.097
|'''18\13,''' '''696.774'''
|4\5, 400
|'''7\5,''' '''700'''
|10\12, 413.793
|'''17\12,''' '''703.448'''
|6\7, 423.529
|'''10\7,''' '''705.882'''
|8\9, 436.364
|'''13\9,''' '''709.091'''
|-
|-
|5#
|2#
|4#
|9\11, 415.385
|16\11, 738.462
| rowspan="2" |7\8, 442.105
|12\8, 757.895
|12\13, 464.516
|20\13, 774.194
|5\5, 500
| rowspan="2" |'''8\5,''' '''800'''
|13\12, 537.069
|20\12, 827.586
|8\7, 564.705
| 12\7, 847.059
|11\9, 600
|16\9, 872.727
|-
|-
|'''6f'''
|3b, 3d
|5f
|10\11, 461.538
|'''18\11,''' '''830.769'''
|11\13, 425.806
|'''13\8,''' '''821.053'''
|4\5, 400
|'''21\13,''' '''812.903'''
|9\12, 372.414
|'''19\12,''' '''786.207'''
|5\7, 352.941
|'''11\7,''' '''776.471'''
|6\9, 327.273
|'''14\9,''' '''763.636'''
|-
|-
|6
!3
|'''5'''
!'''11\11,''' '''507.692'''
|19\11, 876.923
!'''8\8,''' '''505.263'''
|14\8, 884.211
!'''13\13,''' '''503.226'''
|23\13, 890.323
!5\5, 500
|9\5, 900
!'''12\12,''' '''496.552'''
|22\12, 910.345
!'''7\7,''' '''494.118'''
|13\7, 917.647
!'''9\9,''' '''490.909'''
|17\9, 927.727
|-
|-
|6#
|3#
|5#
|12\11, 553.846
|20\11, 923.077
|9\8, 568.421
| rowspan="2" | 15\8, 947.368
|15\13, 580.645
|25\13, 967.742
| rowspan="2" |6\5, 600
|10\5, 1000
|15\12, 620.690
|25\12, 1034.483
|9\7, 635.294
|15\7, 1058.824
|12\9, 654.545
|20\9, 1090.909
|-
|-
|7f
|4b, 4d
|'''6f'''
|14\11, 646.154
|21\11, 969.231
|10\8, 631.579
|24\13, 929.032
|16\13, 619.355
|9\5, 900
|14\12, 579.310
|21\12, 868.966
|8\7, 564.706
|11\7, 776.471
|10\9, 545.455
|15\9, 818.182
|-
|-
!7
|'''4'''
!6
|'''15\11,''' '''692.308'''
!22\11, 1015.385
|'''11\8'''  '''694.737'''
!16\8, 1010.526
|'''18\13,''' '''696.774'''
!26\13, 1006.452
|'''7\5,''' '''700'''
!10\5, 1000
|'''17\12,''' '''703.448'''
!24\12, 993.103
|'''10\7,''' '''705.882'''
!14\7, 988.235
|'''13\9,''' '''709.091'''
!18\9, 981.818
|-
|-
|7#
|4#
|6#
|16\11, 738.462
|23\11, 1061.538
|12\8, 757.895
|17\8, 1073.684
|20\13, 774.194
|28\13, 1083.871
| rowspan="2" |'''8\5,''' '''800'''
| rowspan="2" |11\5, 1100
|20\12, 827.586
|27\12, 1117.241
|12\7, 847.059
|16\7, 1129.412
|16\9, 872.727
|21\9, 1145.455
|-
|-
|8f
|'''5b, 5d'''
| 7f
|'''18\11,''' '''830.769'''
|25\11, 1153.846
|'''13\8,''' '''821.053'''
|18\8, 1136.842
|'''21\13,''' '''812.903'''
|29\13, 1122.581
|'''19\12,''' '''786.207'''
| 26\12, 1075.862
|'''11\7,''' '''776.471'''
|15\7, 1058.824
|'''14\9,''' '''763.636'''
|19\9, 1036.364
|-
|-
|'''8'''
|5
|7
|19\11, 876.923
|'''26\11,''' '''1200'''
|14\8, 884.211
|'''19\8,''' '''1200'''
|23\13, 890.323
|'''31\13,''' '''1200'''
|9\5, 900
|'''12\5,''' '''1200'''
|22\12, 910.345
|'''29\12,''' '''1200'''
|13\7, 917.647
|'''17\7,''' '''1200'''
|17\9, 927.727
|'''22\9,''' '''1200'''
|-
|-
|8#
|5#
|7#
|20\11, 923.077
|27\11, 1246.154
| rowspan="2" |15\8, 947.368
|20\8, 1263.158
|25\13, 967.742
|33\13, 1277.419
|10\5, 1000
| rowspan="2" |'''13\5,''' '''1300'''
|25\12, 1034.483
|32\12, 1324.138
|15\7, 1058.824
|19\7, 1341.176
|20\9, 1090.909
|25\9, 1363.636
|-
|-
|'''9f'''
|6b, 6d
|8f
|21\11, 969.231
|'''29\11,''' '''1338.462'''
|24\13, 929.033
|'''21\8,''' '''1326.316'''
| 9\5, 900
|'''34\13,''' '''1316.129'''
|21\12, 868.966
|'''31\12,''' '''1282.759'''
|11\7, 776.471
|'''18\7,''' '''1270.588'''
|15\9, 818.182
|'''23\9,''' '''1254.545'''
|-
|-
|9
!6
|'''8'''
!22\11, 1015.385
|30\11, 1384.615
!16\8, 1010.526
|22\8, 1389.474
!26\13, 1006.452
|36\13, 1393.548
!10\5, 1000
|14\5, 1400
!24\12, 993.103
|34\12, 1406.897
!14\7, 988.235
|20\7, 1411.765
!18\9, 981.818
|26\9, 1418.182
|-
|-
|9#
|6#
|8#
|23\11, 1061.538
| 31\11, 1430.769
|17\8, 1073.684
| rowspan="2" | 23\8, 1452.632
|28\13, 1083.871
|38\13, 1470.968
| rowspan="2" |11\5, 1100
|15\5, 1500
|27\12, 1117.241
|37\12, 1531.034
|16\7, 1129.412
|22\7, 1552.941
|21\9, 1145.455
|29\9, 1581.818
|-
|-
|Af
|7b, 7d
|9f
| 25\11, 1153.846
|32\11, 1476.923
|18\8, 1136.842
| 37\13, 1432.258
|29\13, 1122.581
|14\5, 1400
|26\12, 1075.862
|33\12, 1365.517
|15\7, 1058.824
|19\7, 1341.176
|19\9, 1036.364
|24\9, 1309.091
|-
|-
!A
|'''7'''
!9
|'''26\11,''' '''1200'''
!33\11, 1523.077
|'''19\8,''' '''1200'''
!24\8, 1515.789
|'''31\13,''' '''1200'''
!39\13, 1509.677
|'''12\5,''' '''1200'''
!15\5, 1500
|'''29\12,''' '''1200'''
!36\12, 1489.655
|'''17\7,''' '''1200'''
!21\7, 1482.353
|'''22\9,''' '''1200'''
!27\9, 1472.727
|-
|-
|A#
|7#
|9#
|27\11, 1246.154
|34\11, 1569.231
|20\8, 1263.158
|25\8, 1578.947
|33\13, 1277.419
|41\13, 1587.097
| rowspan="2" |'''13\5,''' '''1300'''
| rowspan="2" |16\5, 1600
|32\12, 1324.138
|39\12, 1613.793
|19\7, 1341.176
|23\7, 1623.529
|25\9, 1363.636
|30\9, 1636.364
|-
|-
|Bf
|'''8b, Gd'''
|Xb
|'''29\11,''' '''1338.462'''
|36\11, 1661.538
|'''21\8,''' '''1326.316'''
|26\8, 1642.105
|'''34\13,''' '''1316.129'''
|42\13, 1625.806
|'''31\12,''' '''1282.759'''
|38\12, 1572.034
|'''18\7,''' '''1270.588'''
|'''23\9,''' '''1254.545'''
|-
|8, G
|30\11, 1384.615
|22\8, 1389.474
|36\13, 1393.548
|14\5, 1400
|34\12, 1406.897
|20\7, 1411.765
|26\9, 1418.182
|-
|8#, G#
|31\11, 1430.769
| rowspan="2" |23\8, 1452.632
|38\13, 1470.968
|15\5, 1500
|37\12, 1531.034
|22\7, 1552.941
|22\7, 1552.941
|28\9, 1527.{{Overline|27}}
| 29\9, 1581.818
|-
|-
|'''B'''
|9b, Ad
|'''X'''
|32\11, 1476.923
|'''37\11,''' '''1707.692'''
|37\13, 1432.258
|'''27\8,''' '''1705.263'''
|14\5, 1400
|'''44\13,''' '''1703.226'''
|33\12, 1365.517
|'''17\5,''' '''1700'''
|19\7, 1341.176
|'''41\12,''' '''1696.552'''
|24\9, 1309.091
|'''24\7,''' '''1694.118'''
|'''31\9,''' '''1690.909'''
|-
|-
|B#
!'''9, A'''
|X#
!33\11, 1523.077
|38\11, 1753.846
!24\8, 1515.789
|28\8, 1768.421
!39\13, 1509.677
|46\13, 1780.645
!15\5, 1500
| rowspan="2" |'''18\5,''' '''1800'''
!36\12, 1489.655
|44\12, 1820.690
!21\7, 1482.353
|26\7, 1835.294
!27\9, 1472.727
|34\9, 1854.545
|-
|-
|'''Cf'''
|9#, A#
|'''ɛf'''
|34\11, 1569.231
|'''40\11,''' '''1846.154'''
| 25\8, 1578.947
|'''29\8,''' '''1831.579'''
|41\13, 1587.097
|'''47\13,''' '''1819.355'''
| rowspan="2" |16\5, 1600
|'''43\12,''' '''1779.310'''
|39\12, 1613.793
|'''25\7,''' '''1764.706'''
|23\7, 1623.529
|'''32\9,''' '''1745.455'''
|30\9, 1636.364
|-
|-
|C
|Xb, Bd
|ɛ
|36\11, 1661.538
|41\11, 1892.308
|26\8, 1642.105
|30\8, 1894.737
|42\13, 1625.806
|49\13, 1896.774
|38\12, 1572.034
|19\5, 1900
| 22\7, 1552.941
|46\12, 1903.448
|28\9, 1527.{{Overline|27}}
|27\7, 1905.882
|35\9, 1909.090
|-
|-
|C#
|'''X, B'''
|ɛ#
|'''37\11,''' '''1707.692'''
|42\11, 1938.462
|'''27\8,''' '''1705.263'''
| rowspan="2" |31\8, 1957.895
|'''44\13,''' '''1703.226'''
|51\13, 1974.194
|'''17\5,''' '''1700'''
|20\5, 2000
|'''41\12,''' '''1696.552'''
|49\12, 2027.586
|'''24\7,''' '''1694.118'''
|29\7, 2047.059
|'''31\9,''' '''1690.909'''
|38\9, 2072.727
|-
|-
|Df
|X#, B#
|Af
|38\11, 1753.846
|43\11, 1984.615
|28\8, 1768.421
|50\13, 1935.484
|46\13, 1780.645
|19\5, 1900
| rowspan="2" |'''18\5,''' '''1800'''
|45\12, 1862.069
|44\12, 1820.690
|26\7, 1835.294
|26\7, 1835.294
|33\9, 1800
|34\9, 1854.545
|-
|-
!D
|'''Eb, Dd'''
!A
|'''40\11,''' '''1846.154'''
!44\11, 2030.769
|'''29\8,''' '''1831.579'''
!32\8, 2021.053
|'''47\13,''' '''1819.355'''
!52\13, 2012.903
|'''43\12,''' '''1779.310'''
!20\5, 2000
|'''25\7,''' '''1764.706'''
!48\12, 1986.207
|'''32\9,''' '''1745.455'''
!28\7, 1976.471
!36\9, 1963.636
|-
|-
|D#
|E, D
|A#
|41\11, 1892.308
|45\11, 2076.923
|30\8, 1894.737
|33\8, 2084.211
|49\13, 1896.774
| 54\13, 2090.323
|19\5, 1900
| rowspan="2" |21\5, 2100
|46\12, 1903.448
|51\12, 2110.345
|27\7, 1905.882
|30\7, 2117.647
|35\9, 1909.090
|39\9, 2127.273
|-
|-
|Ef
|E#, D#
|Bf
|42\11, 1938.462
|47\11, 2169.231
| rowspan="2" |31\8, 1957.895
|34\8, 2147.368
|51\13, 1974.194
|55\13, 2129.032
|20\5, 2000
|50\12, 2068.966
|49\12, 2027.586
|29\7, 2047.059
|29\7, 2047.059
|37\9, 2018.182
|38\9, 2072.727
|-
|-
|'''E'''
|0b, Ed
|'''B'''
|43\11, 1984.615
|'''48\11,''' '''2215.385'''
|50\13, 1935.484
|'''35\8,''' '''2210.526'''
|19\5, 1900
|'''57\13,''' '''2206.452'''
|45\12, 1862.069
|'''22\5,''' '''2200'''
|26\7, 1835.294
|'''53\12,''' '''2193.103'''
|33\9, 1800
|'''31\7,''' '''2188.235'''
|'''40\9,''' '''2181.818'''
|-
|-
|E#
!0, E
|B#
!44\11, 2030.769
|49\11, 2261.538
!32\8, 2021.053
|36\8, 2273.684
!52\13, 2012.903
|59\13, 2283.871
!20\5, 2000
| rowspan="2" |'''23\5,''' '''2300'''
!48\12, 1986.207
|56\12, 2317.241
!28\7, 1976.471
|33\7, 2329.412
!36\9, 1963.636
|43\9, 2345.455
|}
{| class="wikitable"
! Notation
!Supersoft
! Soft
!Semisoft
!Basic
!Semihard
!Hard
!Superhard
|-
|-
|'''Ff'''
!Hyperionic
|'''Cf'''
!~11ed4/3
|'''51\11,''' '''2353.846'''
!~8ed4/3
|'''37\8,''' '''2336.842'''
!~13ed4/3
|'''61\13,''' '''2322.581'''
!~5ed4/3
|'''55\12,''' '''2275.864'''
!~12ed4/3
|'''32\7,''' '''2258.824'''
!~7ed4\3
|'''41\9,''' '''2236.364'''
!~9ed4/3
|-
|-
|F
|1#
|C
|1\11, 46.154
| 52\11, 2400
|1\8, 63.158
|38\8, 2400
|2\13, 77.419
|62\13, 2400
| rowspan="2" |1\5, 100
|24\5, 2400
|3\12, 124.138
| 58\12, 2400
|2\7, 141.176
|34\7, 2400
|3\9, 163.636
| 44\9, 2400
|-
|-
|F#
|2f
|C#
|3\11, 138.462
|53\11, 2446.154
|2\8, 126.316
| rowspan="2" |39\8, 2463.158
|3\13, 116.129
|64\13, 2477.419
|2\12, 82.759
|25\5, 2500
| 1\7, 70.588
|61\12, 2524.138
|1\9, 54.545
|36\7, 2541.176
|47/9, 2563.636
|-
|-
|1f
|'''2'''
|Df
|'''4\11,''' '''184.615'''
|54\11, 2492.308
|'''3\8,''' '''189.474'''
|63\13, 2438.710
|'''5\13,''' '''193.548'''
|24\5, 2400
|'''2\5,''' '''200'''
|57\12, 2358.621
|'''5\12,''' '''206.897'''
|33\7, 2329.412
|'''3\7,''' '''211.765'''
|42\9, 2390.909
|'''4\9,''' '''218.182'''
|-
|-
! 1
|2#
!D
| 5\11, 230.769
!55\11, 2538.462
|4\8, 252.632
!40\8, 2526.316
|7\13, 270.967
! 65\13, 2516.129
| rowspan="2" |'''3\5,''' '''300'''
!25\5, 2500
| 8\12, 331.034
!60\12, 2482.759
|5\7, 352.941
!35\7, 2470.588
|7\9, 381.818
!45\9, 2454.545
|-
|-
|1#
|'''3f'''
|D#
|'''7\11,''' '''323.077'''
|56\11, 2584.615
|'''5\8,''' '''315.789'''
|41\8, 2589.474
|'''8\13,''' '''309.677'''
|67\13, 2593.548
|'''7\12,''' '''289.655'''
| rowspan="2" |26\5, 2600
|'''4\7,''' '''282.353'''
|63\12, 2606.897
|'''5\9,''' '''272.727'''
|37\7, 2611.765
|48\9, 2618.182
|-
|-
|2f
|3
|Ef
|8\11, 369.231
|58\11, 2676.923
|6\8, 378.947
| 42\8, 2652.632
|10\13, 387.098
|69\13, 2670.968
|4\5, 400
|62\12, 2565.517
|10\12, 413.793
|36\7, 2541.176
|6\7, 423.529
|46\9, 2509.091
|8\9, 436.364
|-
|-
|'''2'''
|3#
|'''E'''
|9\11, 415.385
|'''59\11,''' '''2723.077'''
| rowspan="2" |7\8, 442.105
|'''43\8,''' '''2715.789'''
|12\13, 464.516
|'''70\13,''' '''2709.677'''
|5\5, 500
|'''27\5,''' '''2700'''
|13\12, 537.069
|'''65\12,''' '''2689.655'''
|8\7, 564.705
|'''38\7,''' '''2682.353'''
|11\9, 600
|'''49\9,''' '''2672.727'''
|-
|-
|4f
|2#
|10\11, 461.538
|E#
|11\13, 425.806
|60\11, 2769.231
|4\5, 400
|44\8, 2778.947
|9\12, 372.414
|72\13, 2787.097
|5\7, 352.941
| rowspan="2" |'''28\5,''' '''2800'''
|6\9, 327.273
|68\12, 2813.793
|-
!4
!'''11\11,''' '''507.692'''
!'''8\8,''' '''505.263'''
!'''13\13,''' '''503.226'''
!5\5, 500
!'''12\12,''' '''496.552'''
!'''7\7,''' '''494.118'''
!'''9\9,''' '''490.909'''
|-
|4#
|12\11, 553.846
|9\8, 568.421
|15\13, 580.645
| rowspan="2" |6\5, 600
|15\12, 620.690
|9\7, 635.294
|12\9, 654.545
|-
|5f
|14\11, 646.154
|10\8, 631.579
|16\13, 619.355
|14\12, 579.310
|8\7, 564.706
|10\9, 545.455
|-
|'''5'''
|'''15\11,''' '''692.308'''
|'''11\8'''  '''694.737'''
|'''18\13,''' '''696.774'''
|'''7\5,''' '''700'''
|'''17\12,''' '''703.448'''
|'''10\7,''' '''705.882'''
|'''13\9,''' '''709.091'''
|-
|5#
|16\11, 738.462
|12\8, 757.895
|20\13, 774.194
| rowspan="2" |'''8\5,''' '''800'''
|20\12, 827.586
|12\7, 847.059
|16\9, 872.727
|-
|'''6f'''
|'''18\11,''' '''830.769'''
|'''13\8,''' '''821.053'''
|'''21\13,''' '''812.903'''
|'''19\12,''' '''786.207'''
|'''11\7,''' '''776.471'''
|'''14\9,''' '''763.636'''
|-
|6
|19\11, 876.923
|14\8, 884.211
|23\13, 890.323
|9\5, 900
|22\12, 910.345
|13\7, 917.647
|17\9, 927.727
|-
|6#
|20\11, 923.077
| rowspan="2" |15\8, 947.368
|25\13, 967.742
|10\5, 1000
| 25\12, 1034.483
|15\7, 1058.824
|20\9, 1090.909
|-
|7f
|21\11, 969.231
|24\13, 929.032
|9\5, 900
|21\12, 868.966
| 11\7, 776.471
|15\9, 818.182
|-
!7
!22\11, 1015.385
!16\8, 1010.526
!26\13, 1006.452
!10\5, 1000
!24\12, 993.103
!14\7, 988.235
! 18\9, 981.818
|-
| 7#
|23\11, 1061.538
|17\8, 1073.684
|28\13, 1083.871
| rowspan="2" |11\5, 1100
|27\12, 1117.241
|16\7, 1129.412
|21\9, 1145.455
|-
|8f
|25\11, 1153.846
|18\8, 1136.842
|29\13, 1122.581
|26\12, 1075.862
|15\7, 1058.824
|19\9, 1036.364
|-
|'''8'''
|'''26\11,''' '''1200'''
|'''19\8,''' '''1200'''
|'''31\13,''' '''1200'''
|'''12\5,''' '''1200'''
|'''29\12,''' '''1200'''
|'''17\7,''' '''1200'''
|'''22\9,''' '''1200'''
|-
|8#
|27\11, 1246.154
|20\8, 1263.158
|33\13, 1277.419
| rowspan="2" |'''13\5,''' '''1300'''
|32\12, 1324.138
|19\7, 1341.176
|25\9, 1363.636
|-
|'''9f'''
|'''29\11,''' '''1338.462'''
|'''21\8,''' '''1326.316'''
|'''34\13,''' '''1316.129'''
|'''31\12,''' '''1282.759'''
|'''18\7,''' '''1270.588'''
|'''23\9,''' '''1254.545'''
|-
|9
|30\11, 1384.615
|22\8, 1389.474
| 36\13, 1393.548
|14\5, 1400
|34\12, 1406.897
|20\7, 1411.765
|26\9, 1418.182
|-
|9#
|31\11, 1430.769
| rowspan="2" |23\8, 1452.632
|38\13, 1470.968
|15\5, 1500
|37\12, 1531.034
|22\7, 1552.941
| 29\9, 1581.818
|-
|Af
|32\11, 1476.923
|37\13, 1432.258
|14\5, 1400
|33\12, 1365.517
|19\7, 1341.176
|24\9, 1309.091
|-
!A
!33\11, 1523.077
!24\8, 1515.789
!39\13, 1509.677
!15\5, 1500
!36\12, 1489.655
!21\7, 1482.353
!27\9, 1472.727
|-
|A#
|34\11, 1569.231
|25\8, 1578.947
|41\13, 1587.097
| rowspan="2" |16\5, 1600
|39\12, 1613.793
|23\7, 1623.529
|30\9, 1636.364
|-
|Bf
|36\11, 1661.538
|26\8, 1642.105
|42\13, 1625.806
|38\12, 1572.034
|22\7, 1552.941
|28\9, 1527.{{Overline|27}}
|-
|'''B'''
|'''37\11,''' '''1707.692'''
|'''27\8,''' '''1705.263'''
|'''44\13,''' '''1703.226'''
|'''17\5,''' '''1700'''
|'''41\12,''' '''1696.552'''
|'''24\7,''' '''1694.118'''
|'''31\9,''' '''1690.909'''
|-
|B#
| 38\11, 1753.846
|28\8, 1768.421
|46\13, 1780.645
| rowspan="2" |'''18\5,''' '''1800'''
|44\12, 1820.690
|26\7, 1835.294
| 34\9, 1854.545
|-
|'''Cf'''
|'''40\11,''' '''1846.154'''
|'''29\8,''' '''1831.579'''
|'''47\13,''' '''1819.355'''
|'''43\12,''' '''1779.310'''
|'''25\7,''' '''1764.706'''
|'''32\9,''' '''1745.455'''
|-
|C
| 41\11, 1892.308
|30\8, 1894.737
|49\13, 1896.774
|19\5, 1900
|46\12, 1903.448
|27\7, 1905.882
|35\9, 1909.090
|-
|C#
|42\11, 1938.462
| rowspan="2" |31\8, 1957.895
|51\13, 1974.194
|20\5, 2000
|49\12, 2027.586
|29\7, 2047.059
| 38\9, 2072.727
|-
|Df
|43\11, 1984.615
|50\13, 1935.484
|19\5, 1900
|45\12, 1862.069
|26\7, 1835.294
|33\9, 1800
|-
!D
!44\11, 2030.769
!32\8, 2021.053
! 52\13, 2012.903
!20\5, 2000
!48\12, 1986.207
!28\7, 1976.471
!36\9, 1963.636
|-
| D#
|45\11, 2076.923
|33\8, 2084.211
|54\13, 2090.323
| rowspan="2" |21\5, 2100
|51\12, 2110.345
|30\7, 2117.647
|39\9, 2127.273
|-
|Ef
|47\11, 2169.231
|34\8, 2147.368
|55\13, 2129.032
|50\12, 2068.966
|29\7, 2047.059
|37\9, 2018.182
|-
|'''E'''
|'''48\11,''' '''2215.385'''
|'''35\8,''' '''2210.526'''
|'''57\13,''' '''2206.452'''
|'''22\5,''' '''2200'''
|'''53\12,''' '''2193.103'''
|'''31\7,''' '''2188.235'''
|'''40\9,''' '''2181.818'''
|-
|E#
|49\11, 2261.538
|36\8, 2273.684
|59\13, 2283.871
| rowspan="2" |'''23\5,''' '''2300'''
|56\12, 2317.241
|33\7, 2329.412
|43\9, 2345.455
|-
|'''Ff'''
|'''51\11,''' '''2353.846'''
|'''37\8,''' '''2336.842'''
|'''61\13,''' '''2322.581'''
|'''55\12,''' '''2275.864'''
|'''32\7,''' '''2258.824'''
|'''41\9,''' '''2236.364'''
|-
|F
|52\11, 2400
|38\8, 2400
|62\13, 2400
|24\5, 2400
|58\12, 2400
|34\7, 2400
|44\9, 2400
|-
|F#
|53\11, 2446.154
| rowspan="2" |39\8, 2463.158
|64\13, 2477.419
|25\5, 2500
|61\12, 2524.138
|36\7, 2541.176
|47/9, 2563.636
|-
|1f
|54\11, 2492.308
|63\13, 2438.710
|24\5, 2400
|57\12, 2358.621
|33\7, 2329.412
|42\9, 2390.909
|-
!1
!55\11, 2538.462
!40\8, 2526.316
!65\13, 2516.129
!25\5, 2500
!60\12, 2482.759
!35\7, 2470.588
!45\9, 2454.545
|}
{| class="wikitable"
!Notation
!Supersoft
!Soft
!Semisoft
!Basic
!Semihard
!Hard
!Superhard
|-
!Subsextal
!~11ed4/3
!~8ed4/3
!~13ed4/3
!~5ed4/3
!~12ed4/3
!~7ed4\3
!~9ed4/3
|-
|0#
|1\11, 46.154
|1\8, 63.158
|2\13, 77.419
| rowspan="2" |1\5, 100
|3\12, 124.138
|2\7, 141.176
|3\9, 163.636
|-
|1f
|3\11, 138.462
|2\8, 126.316
|3\13, 116.129
|2\12, 82.759
|1\7, 70.588
|1\9, 54.545
|-
|'''1'''
|'''4\11,''' '''184.615'''
|'''3\8,''' '''189.474'''
|'''5\13,''' '''193.548'''
|'''2\5,''' '''200'''
|'''5\12,''' '''206.897'''
|'''3\7,''' '''211.765'''
|'''4\9,''' '''218.182'''
|-
|1#
|5\11, 230.769
|4\8, 252.632
|7\13, 270.967
| rowspan="2" |'''3\5,''' '''300'''
|8\12, 331.034
|5\7, 352.941
|7\9, 381.818
|-
|2f
|'''7\11,''' '''323.077'''
|'''5\8,''' '''315.789'''
|'''8\13,''' '''309.677'''
|'''7\12,''' '''289.655'''
|'''4\7,''' '''282.353'''
|'''5\9,''' '''272.727'''
|-
|'''2'''
|8\11, 369.231
|6\8, 378.947
|10\13, 387.098
|4\5, 400
|10\12, 413.793
|6\7, 423.529
|8\9, 436.364
|-
|2#
|9\11, 415.385
| rowspan="2" |7\8, 442.105
|12\13, 464.516
|5\5, 500
|13\12, 537.069
|8\7, 564.705
|11\9, 600
|-
|'''3f'''
|10\11, 461.538
|11\13, 425.806
|4\5, 400
|9\12, 372.414
|5\7, 352.941
|6\9, 327.273
|-
!3
!'''11\11,''' '''507.692'''
!'''8\8,''' '''505.263'''
!'''13\13,''' '''503.226'''
!5\5, 500
!'''12\12,''' '''496.552'''
!'''7\7,''' '''494.118'''
!'''9\9,''' '''490.909'''
|-
|3#
|12\11, 553.846
|9\8, 568.421
|15\13, 580.645
| rowspan="2" |6\5, 600
|15\12, 620.690
|9\7, 635.294
|12\9, 654.545
|-
|4f
|14\11, 646.154
|10\8, 631.579
|16\13, 619.355
|14\12, 579.310
|8\7, 564.706
|10\9, 545.455
|-
|'''4'''
|'''15\11,''' '''692.308'''
|'''11\8'''  '''694.737'''
|'''18\13,''' '''696.774'''
|'''7\5,''' '''700'''
|'''17\12,''' '''703.448'''
|'''10\7,''' '''705.882'''
|'''13\9,''' '''709.091'''
|-
|4#
|16\11, 738.462
|12\8, 757.895
|20\13, 774.194
| rowspan="2" |'''8\5,''' '''800'''
|20\12, 827.586
|12\7, 847.059
|16\9, 872.727
|-
|5f
|'''18\11,''' '''830.769'''
|'''13\8,''' '''821.053'''
|'''21\13,''' '''812.903'''
|'''19\12,''' '''786.207'''
|'''11\7,''' '''776.471'''
|'''14\9,''' '''763.636'''
|-
|'''5'''
|19\11, 876.923
|14\8, 884.211
|23\13, 890.323
|9\5, 900
|22\12, 910.345
|13\7, 917.647
|17\9, 927.727
|-
|5#
|20\11, 923.077
| rowspan="2" |15\8, 947.368
|25\13, 967.742
|10\5, 1000
|25\12, 1034.483
|15\7, 1058.824
|20\9, 1090.909
|-
|'''6f'''
|21\11, 969.231
|24\13, 929.032
|9\5, 900
|21\12, 868.966
|11\7, 776.471
|15\9, 818.182
|-
!6
!22\11, 1015.385
!16\8, 1010.526
!26\13, 1006.452
!10\5, 1000
!24\12, 993.103
!14\7, 988.235
!18\9, 981.818
|-
|6#
|23\11, 1061.538
|17\8, 1073.684
|28\13, 1083.871
| rowspan="2" |11\5, 1100
|27\12, 1117.241
|16\7, 1129.412
|21\9, 1145.455
|-
|7f
|25\11, 1153.846
|18\8, 1136.842
|29\13, 1122.581
|26\12, 1075.862
|15\7, 1058.824
|19\9, 1036.364
|-
|7
|'''26\11,''' '''1200'''
|'''19\8,''' '''1200'''
|'''31\13,''' '''1200'''
|'''12\5,''' '''1200'''
|'''29\12,''' '''1200'''
|'''17\7,''' '''1200'''
|'''22\9,''' '''1200'''
|-
|7#
|27\11, 1246.154
|20\8, 1263.158
|33\13, 1277.419
| rowspan="2" |'''13\5,''' '''1300'''
|32\12, 1324.138
|19\7, 1341.176
|25\9, 1363.636
|-
|8f
|'''29\11,''' '''1338.462'''
|'''21\8,''' '''1326.316'''
|'''34\13,''' '''1316.129'''
|'''31\12,''' '''1282.759'''
|'''18\7,''' '''1270.588'''
|'''23\9,''' '''1254.545'''
|-
|'''8'''
|30\11, 1384.615
|22\8, 1389.474
|36\13, 1393.548
|14\5, 1400
|34\12, 1406.897
|20\7, 1411.765
|26\9, 1418.182
|-
|8#
|31\11, 1430.769
| rowspan="2" |23\8, 1452.632
|38\13, 1470.968
|15\5, 1500
|37\12, 1531.034
|22\7, 1552.941
|29\9, 1581.818
|-
|9f
|32\11, 1476.923
|37\13, 1432.258
|14\5, 1400
|33\12, 1365.517
|19\7, 1341.176
|24\9, 1309.091
|-
!9
!33\11, 1523.077
!24\8, 1515.789
!39\13, 1509.677
!15\5, 1500
!36\12, 1489.655
!21\7, 1482.353
!27\9, 1472.727
|-
|9#
|34\11, 1569.231
|25\8, 1578.947
|41\13, 1587.097
| rowspan="2" |16\5, 1600
|39\12, 1613.793
|23\7, 1623.529
|30\9, 1636.364
|-
|Xb
|36\11, 1661.538
|26\8, 1642.105
|42\13, 1625.806
|38\12, 1572.034
|22\7, 1552.941
|28\9, 1527.{{Overline|27}}
|-
|'''X'''
|'''37\11,''' '''1707.692'''
|'''27\8,''' '''1705.263'''
|'''44\13,''' '''1703.226'''
|'''17\5,''' '''1700'''
|'''41\12,''' '''1696.552'''
|'''24\7,''' '''1694.118'''
|'''31\9,''' '''1690.909'''
|-
|X#
|38\11, 1753.846
|28\8, 1768.421
|46\13, 1780.645
| rowspan="2" |'''18\5,''' '''1800'''
|44\12, 1820.690
|26\7, 1835.294
|34\9, 1854.545
|-
|'''ɛf'''
|'''40\11,''' '''1846.154'''
|'''29\8,''' '''1831.579'''
|'''47\13,''' '''1819.355'''
|'''43\12,''' '''1779.310'''
|'''25\7,''' '''1764.706'''
|'''32\9,''' '''1745.455'''
|-
|ɛ
|41\11, 1892.308
|30\8, 1894.737
|49\13, 1896.774
|19\5, 1900
|46\12, 1903.448
|27\7, 1905.882
|35\9, 1909.090
|-
|ɛ#
|42\11, 1938.462
| rowspan="2" |31\8, 1957.895
|51\13, 1974.194
|20\5, 2000
|49\12, 2027.586
|29\7, 2047.059
|38\9, 2072.727
|-
|Af
|43\11, 1984.615
|50\13, 1935.484
|19\5, 1900
|45\12, 1862.069
|26\7, 1835.294
|33\9, 1800
|-
!A
!44\11, 2030.769
!32\8, 2021.053
!52\13, 2012.903
!20\5, 2000
!48\12, 1986.207
!28\7, 1976.471
!36\9, 1963.636
|-
|A#
|45\11, 2076.923
|33\8, 2084.211
|54\13, 2090.323
| rowspan="2" |21\5, 2100
|51\12, 2110.345
|30\7, 2117.647
|39\9, 2127.273
|-
|Bf
|47\11, 2169.231
|34\8, 2147.368
|55\13, 2129.032
|50\12, 2068.966
|29\7, 2047.059
|37\9, 2018.182
|-
|'''B'''
|'''48\11,''' '''2215.385'''
|'''35\8,''' '''2210.526'''
|'''57\13,''' '''2206.452'''
|'''22\5,''' '''2200'''
|'''53\12,''' '''2193.103'''
|'''31\7,''' '''2188.235'''
|'''40\9,''' '''2181.818'''
|-
|B#
|49\11, 2261.538
|36\8, 2273.684
|59\13, 2283.871
| rowspan="2" |'''23\5,''' '''2300'''
|56\12, 2317.241
|33\7, 2329.412
|43\9, 2345.455
|-
|'''Cf'''
|'''51\11,''' '''2353.846'''
|'''37\8,''' '''2336.842'''
|'''61\13,''' '''2322.581'''
|'''55\12,''' '''2275.864'''
|'''32\7,''' '''2258.824'''
|'''41\9,''' '''2236.364'''
|-
|C
|52\11, 2400
|38\8, 2400
|62\13, 2400
|24\5, 2400
|58\12, 2400
|34\7, 2400
|44\9, 2400
|-
|C#
|53\11, 2446.154
| rowspan="2" |39\8, 2463.158
|64\13, 2477.419
|25\5, 2500
|61\12, 2524.138
|36\7, 2541.176
|47/9, 2563.636
|-
|Df
|54\11, 2492.308
|63\13, 2438.710
|24\5, 2400
|57\12, 2358.621
|33\7, 2329.412
|42\9, 2390.909
|-
!D
!55\11, 2538.462
!40\8, 2526.316
!65\13, 2516.129
!25\5, 2500
!60\12, 2482.759
!35\7, 2470.588
!45\9, 2454.545
|-
|D#
|56\11, 2584.615
|41\8, 2589.474
|67\13, 2593.548
| rowspan="2" |26\5, 2600
|63\12, 2606.897
|37\7, 2611.765
|48\9, 2618.182
|-
|Ef
|58\11, 2676.923
|42\8, 2652.632
|69\13, 2670.968
|62\12, 2565.517
|36\7, 2541.176
|46\9, 2509.091
|-
|'''E'''
|'''59\11,''' '''2723.077'''
|'''43\8,''' '''2715.789'''
|'''70\13,''' '''2709.677'''
|'''27\5,''' '''2700'''
|'''65\12,''' '''2689.655'''
|'''38\7,''' '''2682.353'''
|'''49\9,''' '''2672.727'''
|-
|E#
|60\11, 2769.231
|44\8, 2778.947
|72\13, 2787.097
| rowspan="2" |'''28\5,''' '''2800'''
|68\12, 2813.793
|40\7, 2823.529
|52\9, 2836.364
|-
|'''Ff'''
|'''62\11,''' '''2861.538'''
|'''45\8,''' '''2842.105'''
|'''73\13,''' '''2825.806'''
|'''67\12,''' '''2772.034'''
|'''39\7,''' '''2752.941'''
|'''50\9,''' '''2727.273'''
|-
|F
|63\11, 2907.692
|46\8, 2905.263
|75\13, 2903.226
|29\5, 2900
|70\12, 2896.552
|41\7, 2894.118
|53\9, 2890.909
|-
|F#
|64\11, 2953.846
| rowspan="2" |47\8, 2968.421
|77\13, 2980.645
|30\5, 3000
|73\12, 3020.690
|43\7, 3035.294
|55\9, 3000
|-
|0f
|65\11, 3000
|76\13, 2941.935
|29\5, 2900
|69\29, 2855.172
|40\7, 2823.529
|40\7, 2823.529
|52\9, 2836.364
|52\9, 2836.364
|-
|-
|'''3f'''
!0
|'''Ff'''
!66\11, 3046.154
|'''62\11,''' '''2861.538'''
!48\8, 30'''31.579'''
|'''45\8,''' '''2842.105'''
!78\13, 30'''19.355'''
|'''73\13,''' '''2825.806'''
!30\5, 3000
|'''67\12,''' '''2772.034'''
|'''39\7,''' '''2752.941'''
|'''50\9,''' '''2727.273'''
|-
| 3
|F
|63\11, 2907.692
|46\8, 2905.263
|75\13, 2903.226
|29\5, 2900
|70\12, 2896.552
|41\7, 2894.118
|53\9, 2890.909
|-
|3#
|F#
|64\11, 2953.846
| rowspan="2" |47\8, 2968.421
|77\13, 2980.645
|30\5, 3000
|73\12, 3020.690
|43\7, 3035.294
|55\9, 3000
|-
|4f
|0f
|65\11, 3000
|76\13, 2941.935
|29\5, 2900
|69\29, 2855.172
|40\7, 2823.529
|52\9, 2836.364
|-
!4
!0
!66\11, 3046.154
!48\8, 30'''31.579'''
!78\13, 30'''19.355'''
!30\5, 3000
!72\12, 29'''79.310'''
!72\12, 29'''79.310'''
!42\7, 2964.706
!42\7, 2964.706
!54\9, 2945.455
!54\9, 2945.455
|}
|}
==Intervals==
==Intervals==
{| class="wikitable"
{| class="wikitable"
Line 1,216: Line 1,973:
|-
|-
|0
|0
|Do, Sol
|F/C/G ut
Do, Sol
 
د, ص
د, ص
|perfect unison
|perfect unison
|0
|0
|Do, Sol
|F/C/G ut
Do, Sol
 
د, ص
د, ص
|perfect fourth
|perfect fourth
|-
|-
| 1
|1
|Mib, Sib
|A/E/B mib
Mib, Sib
 
صb, مb
صb, مb
|diminished third
|diminished third
| -1
| -1
|Re, La
|G/D/A re
Re, La
 
ر, ل
ر, ل
|perfect second
|perfect second
|-
|-
|2
|2
|Reb, Lab
|G/D/A reb
Reb, Lab
 
رb, لb
رb, لb
|diminished second
|diminished second
| -2
| -2
|Mi, Si
|A/E/B mi
Mi, Si
 
ص, م
ص, م
|perfect third
|perfect third
Line 1,245: Line 2,014:
|-
|-
|3
|3
|Do, Sol
|F/C/G utb
Dob, Solb
 
دb, صb
دb, صb
| diminished fourth
|diminished fourth
| -3
| -3
|Do#, Sol#
|F/C/G ut#
Do#, Sol#
 
د, #ص#
د, #ص#
|augmented unison (chroma)
|augmented unison (chroma)
|-
|-
|4
|4
|Mibb, Sibb
|A/E/B mibb
Mibb, Sibb
 
مbb, صbb
مbb, صbb
|doubly diminished third
|doubly diminished third
| -4
| -4
|Re#, La#
|G/D/A re#
Re#, La#
 
ر ,# ل#
ر ,# ل#
|augmented second
|augmented second
Line 1,265: Line 2,042:
The generator chain for this scale is as follows:
The generator chain for this scale is as follows:
{| class="wikitable"
{| class="wikitable"
|A/E/B mibb
|F/C/G utb
|G/D/A reb
|A/E/B mib
|F/C/G ut
|G/D/A re
|A/E/B mi
|F/C/G ut#
|G/D/A re#
|A/E/B mi#
|-
|Mibb
|Mibb
Sibb
Sibb
Line 1,329: Line 2,117:
!pattern
!pattern
!notation
!notation
! 2nd
!2nd
!3rd
!3rd
|-
|-
Line 1,361: Line 2,149:
[[Mapping]]: [{{val|1 0 1}}, {{val|0 2 1}}]
[[Mapping]]: [{{val|1 0 1}}, {{val|0 2 1}}]


[[Optimal ET sequence]]: ~([[5ed4/3]], [[8ed4/3]], [[13ed4/3]])
[[Optimal ET sequence]]: [[15ed12/5]], [[24ed12/5]], [[39ed12/5]] ≈ [[5ed4/3]], [[8ed4/3]], [[13ed4/3]]
==='''Mahuric-Superpyth'''===
==='''Mahuric-Superpyth'''===
[[Subgroup]]: 4/3.9/7.3/2
[[Subgroup]]: 4/3.9/7.3/2
Line 1,371: Line 2,159:
[[Mapping]]: [{{val|1 0 1}}, {{val|0 2 1}}]
[[Mapping]]: [{{val|1 0 1}}, {{val|0 2 1}}]


[[Optimal ET sequence]]: ~([[5ed4/3]], [[7ed4/3]], [[9ed4/3]], [[11ed4/3]])
[[Optimal ET sequence]]: [[15ed7/3]], [[21ed7/3]], [[27ed7/3]], [[33ed7/3]] ≈ [[5ed4/3]], [[7ed4/3]], [[9ed4/3]], [[11ed4/3]]
====Scale tree ====
====Scale tree====
The spectrum looks like this:
The spectrum looks like this:
{| class="wikitable"
{| class="wikitable"
Line 1,385: Line 2,173:
|1\3
|1\3
|171.429
|171.429
| 1
|1
|1
|1
|1.000
|1.000
Line 1,428: Line 2,216:
|185.915
|185.915
|11
|11
| 8
|8
|1.375
|1.375
|
|
|-
|-
|7\19
|7\19
| 186.667
|186.667
|7
|7
|5
|5
| 1.400
|1.400
|
|
|-
|-
Line 1,462: Line 2,250:
|3\8
|3\8
|189.474
|189.474
| 3
|3
|2
|2
|1.500
|1.500
| Mahuric-Meantone starts here
|Mahuric-Meantone starts here
|-
|-
|14\37
|14\37
|190.909
|190.909
| 14
|14
|9
|9
|1.556
|1.556
Line 1,477: Line 2,265:
|191.304
|191.304
|11
|11
| 7
|7
|1.571
|1.571
|
|
Line 1,489: Line 2,277:
|-
|-
|5\13
|5\13
| 193.548
|193.548
|5
|5
|3
|3
Line 1,518: Line 2,306:
|11\28
|11\28
|197.015
|197.015
| 11
|11
|6
|6
|1.833
|1.833
Line 1,532: Line 2,320:
|15\38
|15\38
|197.802
|197.802
| 15
|15
|8
|8
|1.875
|1.875
Line 1,594: Line 2,382:
|-
|-
|33\83
|33\83
| 198.995
|198.995
|33
|33
|17
|17
Line 1,601: Line 2,389:
|-
|-
|35\88
|35\88
| 199.052
|199.052
|35
|35
|18
|18
Line 1,658: Line 2,446:
|12\29
|12\29
|205.714
|205.714
| 12
|12
|5
|5
|2.400
|2.400
Line 1,721: Line 2,509:
|19\44
|19\44
|213.084
|213.084
| 19
|19
|6
|6
|3.167
|3.167
Line 1,831: Line 2,619:
|
|
|-
|-
| 1\2
|1\2
|240.000
|240.000
|1
|1
Line 1,866: Line 2,654:
[[10L 5s (88/21-equivalent)]] - Hyperionic Neogothic temperament
[[10L 5s (88/21-equivalent)]] - Hyperionic Neogothic temperament


[[10L 5s (32/15-equivalent)]] - Hyperionic Meantone temperament
[[10L 5s (64/15-equivalent)]] - Hyperionic Meantone temperament


[[10L 5s (30/7-equivalent)]] - Hyperionic septimal Meantone temperament
[[10L 5s (30/7-equivalent)]] - Hyperionic septimal Meantone temperament
Retrieved from "https://en.xen.wiki/w/User:Moremajorthanmajor/2L_1s_(perfect_fourth-equivalent)"