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Generator ranges of MOS: Difference between revisions

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Line 1,606: Line 1,606:
! | <span style="background-color: #ffffff;">Midpoint</span>
! | <span style="background-color: #ffffff;">Midpoint</span>
! | Boundaries of propriety, maximum expressiveness, diatonicity
! | Boundaries of propriety, maximum expressiveness, diatonicity
! | Large step
! | Large step+Small step
! | Small step
|-
|-
| | 1L22s
| | 1L22s
Line 1,613: Line 1,612:
| | g = 45\46
| | g = 45\46
| | ''g = 23\24, 24\25, 25\26''
| | ''g = 23\24, 24\25, 25\26''
| | 22g-21
| | 22g-21+1-g = 21g-20
| | 1-g
|-
|-
| | 2L21s
| | 2L21s
Line 1,620: Line 1,618:
| | g = 45\92
| | g = 45\92
| | g = ''12\25, 13\27'', 14\29
| | g = ''12\25, 13\27'', 14\29
| | 21g-10
| | 21g-10+1-2g = 19g-9
| | 1-2g
|-
|-
| | 3L20s
| | 3L20s
Line 1,627: Line 1,624:
| | g = 91\138
| | g = 91\138
| | g = ''17\26'', 19\29, 21\32
| | g = ''17\26'', 19\29, 21\32
| | 20g-13
| | 20g-13+1-3g = 17g-12
| | 1-3g
|-
|-
| | 4L19s
| | 4L19s
Line 1,634: Line 1,630:
| | g = 137\184
| | g = 137\184
| | g = ''20\27'', 23\31, 26\35
| | g = ''20\27'', 23\31, 26\35
| | 19g-14
| | 19g-14+3-4g = 15g-11
| | 3-4g
|-
|-
| | 5L18s
| | 5L18s
Line 1,641: Line 1,636:
| | g = 91\230
| | g = 91\230
| | g = ''11\28'', 13\33, 15\38
| | g = ''11\28'', 13\33, 15\38
| | 18g-7
| | 18g-7+2-5g = 13g-5
| | 2-5g
|-
|-
| | 6L17s
| | 6L17s
Line 1,648: Line 1,642:
| | g = 229\276
| | g = 229\276
| | g = 24\29, 29\35, 34\41
| | g = 24\29, 29\35, 34\41
| | 17g-15
| | 17g-15+1-6g = 11g-14
| | 1-6g
|-
|-
| | 7L16s
| | 7L16s
Line 1,655: Line 1,648:
| | g = 183\322
| | g = 183\322
| | g = 17\30,<span style="line-height: 15.6000003814697px;"> 21\37,</span> 25\44
| | g = 17\30,<span style="line-height: 15.6000003814697px;"> 21\37,</span> 25\44
| | 16g-9
| | 16g-9+4-7g = 9g-5
| | 4-7g
|-
|-
| | 8L15s
| | 8L15s
Line 1,662: Line 1,654:
| | g = 321\368
| | g = 321\368
| | g = 27\31, 34\39, 41\47
| | g = 27\31, 34\39, 41\47
| | 15g-13
| | 15g-13+7-8g = 7g-6
| | 7-8g
|-
|-
| | 9L14s
| | 9L14s
Line 1,669: Line 1,660:
| | g = 91\414
| | g = 91\414
| | g = 7\32, 9\41, 11\50
| | g = 7\32, 9\41, 11\50
| | 14g-7
| | 14g-7+<span style="line-height: 15.6000003814697px;">2-9g = 5g-5</span>  
| | <span style="line-height: 15.6000003814697px;">11-9g</span>
|-
|-
| | 10L13s
| | 10L13s
Line 1,676: Line 1,666:
| | g = 321\460
| | g = 321\460
| | g = 23\33, 30\43, 37\53
| | g = 23\33, 30\43, 37\53
| | 13g-9
| | 13g-9+7-10g = 3g-2
| | 7-10g
|-
|-
| | 11L12s
| | 11L12s
Line 1,683: Line 1,672:
| | g = 45\506
| | g = 45\506
| | g = 3\34, 4\45, 5\56
| | g = 3\34, 4\45, 5\56
| | 12g-1
| | 12g-1+1-11g = g
| | 1-11g
|-
|-
| | 12L11s
| | 12L11s
Line 1,690: Line 1,678:
| | g = 505\552
| | g = 505\552
| | g = 32\35, 43\47, 54\59
| | g = 32\35, 43\47, 54\59
| | <span style="line-height: 15.6000003814697px;">11g-10</span>
| | <span style="line-height: 15.6000003814697px;">11g-10+11-12g = 1-g</span>
| | 11-12g
|-
|-
| | 13L10s
| | 13L10s
Line 1,697: Line 1,684:
| | g = 183\598
| | g = 183\598
| | g = 11\36, 15\49, 19\62
| | g = 11\36, 15\49, 19\62
| | 10g-3
| | 10g-3+4-13g =1-3g
| | 4-13g
|-
|-
| | 14L9s
| | 14L9s
Line 1,704: Line 1,690:
| | g = 505\644
| | g = 505\644
| | g = 29\37, 40\51, 51\65
| | g = 29\37, 40\51, 51\65
| | 9g-7
| | 9g-7+11-14g = 4-5g
| | 11-14g
|-
|-
| | 15L8s
| | 15L8s
Line 1,711: Line 1,696:
| | g = 91\690
| | g = 91\690
| | g = 5\38, 7\53, 9\68
| | g = 5\38, 7\53, 9\68
| | 8g-1
| | 8g-1+2-15g = 1-7g
| | 2-15g
|-
|-
| | 16L7s
| | 16L7s
Line 1,718: Line 1,702:
| | g = 321\736
| | g = 321\736
| | g = 17\39, 24\55, 31\71
| | g = 17\39, 24\55, 31\71
| | 7g-3
| | 7g-3+<span style="line-height: 15.6000003814697px;">7-16g = 4-9g</span>
| | <span style="line-height: 15.6000003814697px;">7-16g</span>
|-
|-
| | 17L6s
| | 17L6s
Line 1,725: Line 1,708:
| | g = 137\782
| | g = 137\782
| | g = 7\40, 10\57, 13\74
| | g = 7\40, 10\57, 13\74
| | 6g-1
| | 6g-1+3-17g = 2-11g
| | 3-17g
|-
|-
| | 18L5s
| | 18L5s
Line 1,732: Line 1,714:
| | g = 505\828
| | g = 505\828
| | g = 25\41, 36\59, 47\77
| | g = 25\41, 36\59, 47\77
| | 5g-4
| | 5g-4+11-18g = 7-13g
| | 11-18g
|-
|-
| | 19L4s
| | 19L4s
Line 1,739: Line 1,720:
| | g = 229\874
| | g = 229\874
| | g = 11\42, 16\61, 21\80
| | g = 11\42, 16\61, 21\80
| | 4g-1
| | 4g-1+5-19g = 4-15g
| | 5-19g
|-
|-
| | 20L3s
| | 20L3s
Line 1,746: Line 1,726:
| | g = 321\920
| | g = 321\920
| | g = 15\43, 22\63, 29\83
| | g = 15\43, 22\63, 29\83
| | 3g-1
| | 3g-1+13-20g = 12-17g
| | 13-20g
|-
|-
| | 21L2s
| | 21L2s
Line 1,753: Line 1,732:
| | g = 505\966
| | g = 505\966
| | g = 23\44, 34\65, 45\86
| | g = 23\44, 34\65, 45\86
| | 2g-1
| | 2g-1+11-21g = 10-19g
| | 1-21g
|-
|-
| | 22L1s
| | 22L1s
Line 1,760: Line 1,738:
| | g = 45\1012
| | g = 45\1012
| | g = 2\45, 3\67, 4\89
| | g = 2\45, 3\67, 4\89
| | g
| | g+1-22g = 1-221
| | 1-22g
|}
|}


Line 1,772: Line 1,749:
! | <span style="background-color: #ffffff;">Midpoint</span>
! | <span style="background-color: #ffffff;">Midpoint</span>
! | Boundaries of propriety, maximum expressiveness, diatonicity
! | Boundaries of propriety, maximum expressiveness, diatonicity
! | Large step
! | Large step+Small step
! | Small step
|-
|-
| | 1L23s
| | 1L23s
Line 1,779: Line 1,755:
| | g = 47\48
| | g = 47\48
| | ''g = 24\25, 25\26, 26\27''
| | ''g = 24\25, 25\26, 26\27''
| | 23g-22
| | 23g-22+1-g = 22g-21
| | 1-g
|-
|-
| | 2L22s
| | 2L22s
Line 1,786: Line 1,761:
| | g = 23\48
| | g = 23\48
| | g = ''12\26, 13\28'', 14\30
| | g = ''12\26, 13\28'', 14\30
| | 1/2-g
| | 11g-5+1/2-g = 10g-9/2
| | 11g-5
|-
|-
| | 3L21s
| | 3L21s
Line 1,793: Line 1,767:
| | g = 15\48
| | g = 15\48
| | g = ''8\27'', 9\30, 10\33
| | g = ''8\27'', 9\30, 10\33
| | 2/3-2g
| | 7g-2+1/3-g = 6g-5/3
| | g-1/3
|-
|-
| | 4L20s
| | 4L20s
Line 1,800: Line 1,773:
| | g = 11\48
| | g = 11\48
| | g = ''6\28'', 7\32, 8\36
| | g = ''6\28'', 7\32, 8\36
| | 5g-1
| | 5g-1+1/4-g = 4g-3/4
| | 1/4-g
|-
|-
| | 5L19s
| | 5L19s
Line 1,807: Line 1,779:
| | g = 191\240
| | g = 191\240
| | g = ''23\29'', 27\34, 31\39
| | g = ''23\29'', 27\34, 31\39
| | 19g-15
| | 19g-15+4-5g = 14g-11
| | 4-5g
|-
|-
| | 6L18s
| | 6L18s
Line 1,814: Line 1,785:
| | g = 7\48
| | g = 7\48
| | g = 4\30, 5\36, 6\42
| | g = 4\30, 5\36, 6\42
| | 3g-1\3
| | 3g-1\3+1\6-g = 2g-1\6
| | 1\6-g
|-
|-
| | 7L17s
| | 7L17s
Line 1,821: Line 1,791:
| | g = 239\336
| | g = 239\336
| | g = 22\31, 27\38, 32\45
| | g = 22\31, 27\38, 32\45
| | 5-17g
| | 17g-12+5-7g = 10g-7
| | 7g-2
|-
|-
| | 8L16s
| | 8L16s
Line 1,828: Line 1,797:
| | g = 5\48
| | g = 5\48
| | g = 3\32, 4\40, 5\48
| | g = 3\32, 4\40, 5\48
| | 2g-1\8
| | 2g-1\8+1\8-g = g
| | 1\8-g
|-
|-
| | 9L15s
| | 9L15s
Line 1,835: Line 1,803:
| | g = 31\144
| | g = 31\144
| | g = 7\33, 9\42, 11\51
| | g = 7\33, 9\42, 11\51
| | 5g-1
| | 5g-1+2\3-3g = 2g-1\3
| | 2\3-3g
|-
|-
| | 10L14s
| | 10L14s
Line 1,842: Line 1,809:
| | g = 71\240
| | g = 71\240
| | g = 10\34, 13\44, 16\54
| | g = 10\34, 13\44, 16\54
| | 7g-2
| | 7g-2+3\2-5g = 2g-1\2
| | 3\2-5g
|-
|-
| | 11L13s
| | 11L13s
Line 1,849: Line 1,815:
| | g = 287\528
| | g = 287\528
| | g = 19\35, 25\46, 31\57
| | g = 19\35, 25\46, 31\57
| | 13g-7
| | 13g-7+6-11g = 2g-1
| | 6-11g
|-
|-
| | 12L12s
| | 12L12s
Line 1,856: Line 1,821:
| | g = 3\48
| | g = 3\48
| | g = 2\36, 3\48, 4\60
| | g = 2\36, 3\48, 4\60
| | g
| | g+1\12-g = 1\12
| | 1\12-g
|-
|-
| | 13L11s
| | 13L11s
Line 1,863: Line 1,827:
| | g = 287\624
| | g = 287\624
| | g = 17\37, 23\50, 29\63
| | g = 17\37, 23\50, 29\63
| | 11g-5
| | 11g-5+6-13g = 1-2g
| | 6-13g
|-
|-
| | 14L10s
| | 14L10s
Line 1,870: Line 1,833:
| | g = 239\336
| | g = 239\336
| | g = 27\38, 37\52, 47\66
| | g = 27\38, 37\52, 47\66
| | 3\2-5g
| | 5g-7\2+5-7g = 3\2-2g
| | 7g-2
|-
|-
| | 15L9s
| | 15L9s
Line 1,877: Line 1,839:
| | g = 31\240
| | g = 31\240
| | g = 5\39, 7\54, 9\69
| | g = 5\39, 7\54, 9\69
| | 3g-1\3
| | 3g-1\3+2\3-5g = 1\3-2g
| | 2\3-5g
|-
|-
| | 16L8s
| | 16L8s
Line 1,884: Line 1,845:
| | g = 5\96
| | g = 5\96
| | g = 2\40, 3\56, 4\72
| | g = 2\40, 3\56, 4\72
| | g
| | g+1\8-2g = 1\8-g
| | 1\8-2g
|-
|-
| | 17L7s
| | 17L7s
Line 1,891: Line 1,851:
| | g = 239\816
| | g = 239\816
| | g = 12\41, 17\58, 22\75
| | g = 12\41, 17\58, 22\75
| | 4-7g
| | 7g-2+5-17g = 3-10g
| | 17g-12
|-
|-
| | 18L6s
| | 18L6s
Line 1,898: Line 1,857:
| | g = 7\144
| | g = 7\144
| | g = 2\42, 3\60, 4\78
| | g = 2\42, 3\60, 4\78
| | g
| | g+1\6-3g = 1\6-2g
| | 1\6-3g
|-
|-
| | 19L5s
| | 19L5s
Line 1,905: Line 1,863:
| | g = 191\912
| | g = 191\912
| | g = 9\43, 13\62, 17\81
| | g = 9\43, 13\62, 17\81
| | 5g-5
| | 5g-5+4-19g = 1-18g
| | 4-19g
|-
|-
| | 20L4s
| | 20L4s
Line 1,912: Line 1,869:
| | g = 11\240
| | g = 11\240
| | g = 2\44, 3\64, 4\84
| | g = 2\44, 3\64, 4\84
| | g
| | g+1\4-5g = 1\4-4g
| | 1\4-5g
|-
|-
| | 21L3s
| | 21L3s
Line 1,919: Line 1,875:
| | g = 15\336
| | g = 15\336
| | g = 2\45, 3\66, 4\87
| | g = 2\45, 3\66, 4\87
| | g
| | g+1\3-7g = 1\3-6g
| | 1\3-7g
|-
|-
| | 22L2s
| | 22L2s
Line 1,926: Line 1,881:
| | g = 23\264
| | g = 23\264
| | g = 2\46, 3\68, 4\90
| | g = 2\46, 3\68, 4\90
| | g
| | g+1\2-11g = 1\2-10g
| | 1\2-11g
|-
|-
| | 23L1s
| | 23L1s
Line 1,933: Line 1,887:
| | g = 47\1104
| | g = 47\1104
| | g = 2\47, 3\70, 4\93
| | g = 2\47, 3\70, 4\93
| | g
| | g+1-23g = 1-22g
| | 1-23g
|}
|}


Line 1,945: Line 1,898:
! | <span style="background-color: #ffffff;">Midpoint</span>
! | <span style="background-color: #ffffff;">Midpoint</span>
! | Boundaries of propriety, maximum expressiveness, diatonicity
! | Boundaries of propriety, maximum expressiveness, diatonicity
! | Large step
! | Large step+Small step
! | Small step
|-
|-
| | 1L24s
| | 1L24s
Line 1,952: Line 1,904:
| | g = 49\50
| | g = 49\50
| | ''g = 25\26, 26\27, 27\28''
| | ''g = 25\26, 26\27, 27\28''
| | 24g-23
| | 24g-23+1-g = 23g-22
| | 1-g
|-
|-
| | 2L23s
| | 2L23s
Line 1,959: Line 1,910:
| | g = 49\100
| | g = 49\100
| | ''g = 13\27, 14\29, 15\31''
| | ''g = 13\27, 14\29, 15\31''
| | 23g-11
| | 23g-11+1-2g = 21g-10
| | 1-2g
|-
|-
| | 3L22s
| | 3L22s
Line 1,966: Line 1,916:
| | g = 49\150
| | g = 49\150
| | g = ''9\28'', ''10\31'', 11\34
| | g = ''9\28'', ''10\31'', 11\34
| | 22g-7
| | 22g-7+1-3g = 19g-6
| | 1-3g
|-
|-
| | 4L21s
| | 4L21s
Line 1,973: Line 1,922:
| | g = 49\200
| | g = 49\200
| | g = ''7\29'', 8\33, 9\37
| | g = ''7\29'', 8\33, 9\37
| | 21g-5
| | 21g-5+1-4g = 17g-4
| | 1-4g
|-
|-
| | 5L20s
| | 5L20s
Line 1,980: Line 1,928:
| | g = 9\50
| | g = 9\50
| | g = ''5\30'', 6\35, 7\40
| | g = ''5\30'', 6\35, 7\40
| | 4g-3\5
| | 4g-3\5+1\5-g = 3g-2\5
| | 1\5-g
|-
|-
| | 6L19s
| | 6L19s
Line 1,987: Line 1,934:
| | g = 49\300
| | g = 49\300
| | g = ''5\31'', 6\37, 7\43
| | g = ''5\31'', 6\37, 7\43
| | 19g-3
| | 19g-3+1-6g = 13g-2
| | 1-6g
|-
|-
| | 7L18s
| | 7L18s
Line 1,994: Line 1,940:
| | g = 99\350
| | g = 99\350
| | g = 9\32, 11\39, 13\46
| | g = 9\32, 11\39, 13\46
| | 18g-5
| | 18g-5+2-7g = 11g-3
| | 2-7g
|-
|-
| | 8L17s
| | 8L17s
Line 2,001: Line 1,946:
| | g = 49\400
| | g = 49\400
| | g = 4\33, 5\41, 6\47
| | g = 4\33, 5\41, 6\47
| | <span style="line-height: 15.6000003814697px;">17g-2</span>
| | <span style="line-height: 15.6000003814697px;">17g-2+1-8g = 9g-1</span>
| | 1-8g
|-
|-
| | 9L16s
| | 9L16s
Line 2,008: Line 1,952:
| | g = 199\450
| | g = 199\450
| | g = 15\34, 19\43, 23\52
| | g = 15\34, 19\43, 23\52
| | 16g-7
| | 16g-7<span style="line-height: 15.6000003814697px;">+4-9g = 3-7g</span>
| | <span style="line-height: 15.6000003814697px;">-9g+4</span>
|-
|-
| | 10L15s
| | 10L15s
Line 2,015: Line 1,958:
| | g = 9\100
| | g = 9\100
| | g = 3\35, 4\45, 5\55
| | g = 3\35, 4\45, 5\55
| | 3g-1\5
| | 3g-1\5+1\5-2g = g
| | 1\5-2g
|-
|-
| | 11L14s
| | 11L14s
Line 2,022: Line 1,964:
| | g = 199\550
| | g = 199\550
| | g = 13\36, 17\47, 21\58
| | g = 13\36, 17\47, 21\58
| | 14g-5
| | 14g-5+4-11g = 3g-1
| | -11g+4
|-
|-
| | 12L13s
| | 12L13s
Line 2,029: Line 1,970:
| | g = 49\600
| | g = 49\600
| | g = 3\37, 4\49, 5\61
| | g = 3\37, 4\49, 5\61
| | 13g-1
| | 13g-1+1-12g = g
| | 1-12g
|-
|-
| | 13L12s
| | 13L12s
Line 2,036: Line 1,976:
| | g = 599\650
| | g = 599\650
| | g = 35\38, 47\51, 59\64
| | g = 35\38, 47\51, 59\64
| | 12g-11
| | 12g-11+12-13g = 1-g
| | 12-13g
|-
|-
| | 14L11s
| | 14L11s
Line 2,043: Line 1,982:
| | g = 449\700
| | g = 449\700
| | g = 25\39, 34\53, 43\67
| | g = 25\39, 34\53, 43\67
| | 11g-7
| | 11g-7+9-14g = 2-3g
| | -14g+9
|-
|-
| | 15L10s
| | 15L10s
Line 2,050: Line 1,988:
| | g = 19\150
| | g = 19\150
| | g = 5\40, 7\55, 9\70
| | g = 5\40, 7\55, 9\70
| | 2g-1\5
| | 2g-1\5+2\5-3g = 1\5-g
| | 2\5-3g
|-
|-
| | 16L9s
| | 16L9s
Line 2,057: Line 1,994:
| | g = 449\800
| | g = 449\800
| | g = 23\41, 32\57, 41\73
| | g = 23\41, 32\57, 41\73
| | 9g-5
| | 9g-5+9-16g = 4-7g
| | 9-16g
|-
|-
| | 17L8s
| | 17L8s
Line 2,064: Line 2,000:
| | g = 749\850
| | g = 749\850
| | g = 37\42, 52\59, 67\76
| | g = 37\42, 52\59, 67\76
| | 8g-7
| | 8g-7+15-17g = 8-9g
| | 15-17g
|-
|-
| | 18L7s
| | 18L7s
Line 2,071: Line 2,006:
| | g = 649\900
| | g = 649\900
| | g = 31\43, 44\61, 57\79
| | g = 31\43, 44\61, 57\79
| | 7g-5
| | 7g-5+13-18g = 8-11g
| | 13-18g
|-
|-
| | 19L6s
| | 19L6s
Line 2,078: Line 2,012:
| | g = 799\950
| | g = 799\950
| | g = 37\44, 53\63, 69\82
| | g = 37\44, 53\63, 69\82
| | 6g-5
| | 6g-5+16-19g = 11-13g
| | 16-19g
|-
|-
| | 20L5s
| | 20L5s
Line 2,085: Line 2,018:
| | g = 9\200
| | g = 9\200
| | g = 2\45, 3\65, 4\85
| | g = 2\45, 3\65, 4\85
| | g
| | g+1\5-4g = 1\5-3g
| | 1\5-4g
|-
|-
| | 21L4s
| | 21L4s
Line 2,092: Line 2,024:
| | g = 799\1050
| | g = 799\1050
| | g = 35\46, 51\67, 71\88
| | g = 35\46, 51\67, 71\88
| | 4g-3
| | 4g-3+16-21g = 13-17g
| | 16-21g
|-
|-
| | 22L3s
| | 22L3s
Line 2,099: Line 2,030:
| | g = 749\1100
| | g = 749\1100
| | g = 32\47, 47\69, 62\91
| | g = 32\47, 47\69, 62\91
| | 3g-2
| | 3g-2+15-22g = 13-19g
| | 15-22g
|-
|-
| | 23L2s
| | 23L2s
Line 2,106: Line 2,036:
| | g = 599\1150
| | g = 599\1150
| | g = 25\48, 37\71, 49\94
| | g = 25\48, 37\71, 49\94
| | 2g-1
| | 2g-1+11-23g = 10-21g
| | 11-23g
|-
|-
| | 24L1s
| | 24L1s
Line 2,113: Line 2,042:
| | g = 49\1200
| | g = 49\1200
| | g = 2\49, 3\73, 4\97
| | g = 2\49, 3\73, 4\97
| | g
| | g+1-24g = 1-23g
| | 1-24g
|}
|}


Line 2,125: Line 2,053:
! | <span style="background-color: #ffffff;">Midpoint</span>
! | <span style="background-color: #ffffff;">Midpoint</span>
! | Boundaries of propriety, maximum expressiveness, diatonicity
! | Boundaries of propriety, maximum expressiveness, diatonicity
! | Large step
! | Large step+Small step
! | Small step
|-
|-
| | 1L25s
| | 1L25s
Line 2,132: Line 2,059:
| | g = 51\52
| | g = 51\52
| | ''g = 26\27, 27\28, 28\29''
| | ''g = 26\27, 27\28, 28\29''
| | 25g-24
| | 25g-24+1-g = 24g-23
| | 1-g
|-
|-
| | 2L24s
| | 2L24s
Line 2,139: Line 2,065:
| | g = 25\52
| | g = 25\52
| | ''g = 13\28, 14\30, 15\32''
| | ''g = 13\28, 14\30, 15\32''
| | 12g-11\2
| | 12g-11\2+1\2-g = 11g-5
| | 1\2-g
|-
|-
| | 3L23s
| | 3L23s
Line 2,146: Line 2,071:
| | g = 103\156
| | g = 103\156
| | g = ''19\29'', ''21\32'', 23\35
| | g = ''19\29'', ''21\32'', 23\35
| | 23g-15
| | 23g-15+2-3g = 20g-13
| | 2-3g
|-
|-
| | 4L22s
| | 4L22s
Line 2,153: Line 2,077:
| | g = 25\104
| | g = 25\104
| | g = ''7\30'', 8\34, 9\38
| | g = ''7\30'', 8\34, 9\38
| | 11g-5\2
| | 11g-5\2+<span style="line-height: 15.6000003814697px;">1\2-2g = 9g-2</span>
| | <span style="line-height: 15.6000003814697px;">1\2-2g</span>
|-
|-
| | 5L21s
| | 5L21s
Line 2,160: Line 2,083:
| | g = 51\260
| | g = 51\260
| | g = ''6\31'', 7\36, 8\41
| | g = ''6\31'', 7\36, 8\41
| | 21g-4
| | 21g-4+1-5g = 16g-3
| | 1-5g
|-
|-
| | 6L20s
| | 6L20s
Line 2,167: Line 2,089:
| | g = 25\156
| | g = 25\156
| | g = ''5\32'', 6\38, 7\44
| | g = ''5\32'', 6\38, 7\44
| | 10g-3\2
| | 10g-3\2+1\2-3g = 7g-1
| | 1\2-3g
|-
|-
| | 7L19s
| | 7L19s
Line 2,174: Line 2,095:
| | g = 155\364
| | g = 155\364
| | g = 14\33, 17\40, 20\47
| | g = 14\33, 17\40, 20\47
| | 19g-8
| | 19g-8+3-7g = 12g-5
| | 3-7g
|-
|-
| | 8L18s
| | 8L18s
Line 2,181: Line 2,101:
| | g = 25\208
| | g = 25\208
| | g = 4\34, 5\42, 6\50
| | g = 4\34, 5\42, 6\50
| | 9g-1
| | 9g-1+1\2-4g = 5g-1\2
| | 1\2-4g
|-
|-
| | 9L17s
| | 9L17s
Line 2,188: Line 2,107:
| | g = 415\468
| | g = 415\468
| | g = 31\35, 39\44, 47\53
| | g = 31\35, 39\44, 47\53
| | 17g-15
| | 17g-15+8-9g = 8g-7
| | 8-9g
|-
|-
| | 10L16s
| | 10L16s
Line 2,195: Line 2,113:
| | g = 51\260
| | g = 51\260
| | g = 7\36, 9\46, 11\56
| | g = 7\36, 9\46, 11\56
| | 8g-3\2
| | 8g-3\2+1-5g = 3g-1\2
| | 1-5g
|-
|-
| | 11L15s
| | 11L15s
Line 2,202: Line 2,119:
| | g = 155\572
| | g = 155\572
| | g = 10\37, 13\48, 16\59
| | g = 10\37, 13\48, 16\59
| | 15g-4
| | 15g-4+3-11g = 4g-1
| | 3-11g
|-
|-
| | 12L14s
| | 12L14s
Line 2,209: Line 2,125:
| | g = 25\312
| | g = 25\312
| | g = 3\38, 4\50, 5\62
| | g = 3\38, 4\50, 5\62
| | 7g-1\2
| | 7g-1\2+1\2-6g = g
| | 1\2-6g
|-
|-
| | 13L13s
| | 13L13s
Line 2,216: Line 2,131:
| | g = 3\52
| | g = 3\52
| | g = 2\39, 3\52, 4\65
| | g = 2\39, 3\52, 4\65
| | g
| | g+1\13-g = 1\13
| | 1\13-g
|-
|-
| | <span style="line-height: 15.6000003814697px;">14L12s</span>
| | <span style="line-height: 15.6000003814697px;">14L12s</span>
Line 2,223: Line 2,137:
| | g = 155\364
| | g = 155\364
| | g = 17\40, 23\54, 29\68
| | g = 17\40, 23\54, 29\68
| | 6g-5\2
| | 6g-5\2+3-7g = 1\2-g
| | 3-7g
|-
|-
| | <span style="line-height: 15.6000003814697px;">15L11s</span>
| | <span style="line-height: 15.6000003814697px;">15L11s</span>
Line 2,230: Line 2,143:
| | g = 571\780
| | g = 571\780
| | g = 30\41, 41\56, 52\71
| | g = 30\41, 41\56, 52\71
| | 11g-8
| | 11g-8+11-15g = 3-4g
| | 11-15g
|-
|-
| | <span style="line-height: 15.6000003814697px;">16L10s</span>
| | <span style="line-height: 15.6000003814697px;">16L10s</span>
Line 2,237: Line 2,149:
| | g = 129\416
| | g = 129\416
| | g = 13\42, 18\58, 23\74
| | g = 13\42, 18\58, 23\74
| | 13\2-8g
| | 5g-3\2+5\2-8g = 1-3g
| | 5g-4
|-
|-
| | <span style="line-height: 15.6000003814697px;">17L9s</span>
| | <span style="line-height: 15.6000003814697px;">17L9s</span>
Line 2,244: Line 2,155:
| | g = 103\884
| | g = 103\884
| | g = 5\43, 7\60, 9\77
| | g = 5\43, 7\60, 9\77
| | 9g-1
| | 9g-1+2-17g = 1-8g
| | 2-17g
|-
|-
| | <span style="line-height: 15.6000003814697px;">18L</span>8s
| | <span style="line-height: 15.6000003814697px;">18L</span>8s
Line 2,251: Line 2,161:
| | g = 181\468
| | g = 181\468
| | g = 17\44, 24\62, 31\80
| | g = 17\44, 24\62, 31\80
| | 4g-7\2
| | 4g-7\2+7-9g = 7\2-5g
| | 7-9g
|-
|-
| | <span style="line-height: 15.6000003814697px;">19L</span>7s
| | <span style="line-height: 15.6000003814697px;">19L</span>7s
Line 2,258: Line 2,167:
| | g = 571\988
| | g = 571\988
| | g = 26\45, 37\64, 48\83
| | g = 26\45, 37\64, 48\83
| | 7g-4
| | 7g-4+11-19g = 7-12g
| | 11-19g
|-
|-
| | <span style="line-height: 15.6000003814697px;">20L</span>6s
| | <span style="line-height: 15.6000003814697px;">20L</span>6s
Line 2,265: Line 2,173:
| | g = 181\520
| | g = 181\520
| | g = 16\46, 23\66, 30\86
| | g = 16\46, 23\66, 30\86
| | 3g-1
| | 3g-1+7\2-10g = 5\2-7g
| | 7\2-10g
|-
|-
| | <span style="line-height: 15.6000003814697px;">21L</span>5s
| | <span style="line-height: 15.6000003814697px;">21L</span>5s
Line 2,272: Line 2,179:
| | g = 883\1092
| | g = 883\1092
| | g = 38\47, 55\68, 72\89
| | g = 38\47, 55\68, 72\89
| | 5g-4
| | 5g-4+16-21g = 12-16g
| | 16-21g
|-
|-
| | <span style="line-height: 15.6000003814697px;">22L</span>4s
| | <span style="line-height: 15.6000003814697px;">22L</span>4s
Line 2,279: Line 2,185:
| | g = 155\572
| | g = 155\572
| | g = 13\48, 19\70, 25\92
| | g = 13\48, 19\70, 25\92
| | 2g-1\2
| | 2g-1\2+3-11g = 5\2-9g
| | 3-11g
|-
|-
| | <span style="line-height: 15.6000003814697px;">23L</span>3s
| | <span style="line-height: 15.6000003814697px;">23L</span>3s
Line 2,286: Line 2,191:
| | g = 415\1196
| | g = 415\1196
| | g = 17\49, 25\72, 33/95
| | g = 17\49, 25\72, 33/95
| | 3g-1
| | 3g-1+8-23g = 7-20g
| | 8-23g
|-
|-
| | <span style="line-height: 15.6000003814697px;">24L</span>2s
| | <span style="line-height: 15.6000003814697px;">24L</span>2s
Line 2,293: Line 2,197:
| | g = 25\312
| | g = 25\312
| | g = 2\50, 3\74, 4\98
| | g = 2\50, 3\74, 4\98
| | g
| | g+1\2-12g = 1\2-11g
| | 1\2-12g
|-
|-
| | 25L1s
| | 25L1s
Line 2,300: Line 2,203:
| | g = 51\1300
| | g = 51\1300
| | g = 2\51, 3\76, 4\101
| | g = 2\51, 3\76, 4\101
| | g
| | g+1-25g = 1-24g
| | 1-25g
|}
|}


Line 2,312: Line 2,214:
! | <span style="background-color: #ffffff;">Midpoint</span>
! | <span style="background-color: #ffffff;">Midpoint</span>
! | Boundaries of propriety, maximum expressiveness, diatonicity
! | Boundaries of propriety, maximum expressiveness, diatonicity
! | Large step
! | Large step+Small step
! | Small step
|-
|-
| | 1L26s
| | 1L26s
Line 2,319: Line 2,220:
| | g = 53\54
| | g = 53\54
| | <span style="line-height: 15.6000003814697px;">''g = 27\28,''</span> ''28\29, 29\30''
| | <span style="line-height: 15.6000003814697px;">''g = 27\28,''</span> ''28\29, 29\30''
| | 26g-25
| | 26g-25+1-g = 25g-24
| | 1-g
|-
|-
| | 2L25s
| | 2L25s
Line 2,326: Line 2,226:
| | g = 53\108
| | g = 53\108
| | ''g = 14\29, 15\31, 16\33''
| | ''g = 14\29, 15\31, 16\33''
| | 25g-12
| | 25g-12+1-2g = 23g-11
| | 1-2g
|-
|-
| | 3L24s
| | 3L24s
Line 2,333: Line 2,232:
| | g = 17\54
| | g = 17\54
| | g = ''9\30'', ''10\33'', 11\36
| | g = ''9\30'', ''10\33'', 11\36
| | 8g-7\3
| | 8g-7\3+1-3g = 5g-2
| | 1-3g
|-
|-
| | 4L23s
| | 4L23s
Line 2,340: Line 2,238:
| | g = 161\216
| | g = 161\216
| | g = ''23\31'', 26\35, 29\39
| | g = ''23\31'', 26\35, 29\39
| | 23g-17
| | 23g-17+3-4g = 19g-14
| | 3-4g
|-
|-
| | 5L22s
| | 5L22s
Line 2,347: Line 2,244:
| | g = 161\270
| | g = 161\270
| | g = ''19\32'', 22\37, 25\42
| | g = ''19\32'', 22\37, 25\42
| | 22g-13
| | 22g-13+3-5g = 17g-10
| | 3-5g
|-
|-
| | 6L21s
| | 6L21s
Line 2,354: Line 2,250:
| | g = 17\108
| | g = 17\108
| | g = ''5\33'', 6\39, 7\45
| | g = ''5\33'', 6\39, 7\45
| | 7g-1
| | 7g-1+1\3-2g = 5g-2\3
| | 1\3-2g
|-
|-
| | 7L20s
| | 7L20s
Line 2,361: Line 2,256:
| | g = 323\378
| | g = 323\378
| | g = 29\34, 35\41, 41\48
| | g = 29\34, 35\41, 41\48
| | 20g-17
| | 20g-17+6-7g = 13g-11
| | 6-7g
|-
|-
| | 8L19s
| | 8L19s
Line 2,368: Line 2,262:
| | g = 161\432
| | g = 161\432
| | g = 13\35, 16\43, 19\51
| | g = 13\35, 16\43, 19\51
| | 19g-7
| | 19g-7+3-8g = 11g-4
| | 3-8g
|-
|-
| | 9L18s
| | 9L18s
Line 2,375: Line 2,268:
| | g = 5\54
| | g = 5\54
| | g = 3\36, 4\45, 5\54
| | g = 3\36, 4\45, 5\54
| | 2g-1\9
| | 2g-1\9+1\9-g = g
| | 1\9-g
|-
|-
| | 10L17s
| | 10L17s
Line 2,382: Line 2,274:
| | g = 161\540
| | g = 161\540
| | g = 11\37, 14\47, 17\57
| | g = 11\37, 14\47, 17\57
| | 17g-5
| | 17g-5+3-10g = 7g-2
| | 3-10g
|-
|-
| | 11L16s
| | 11L16s
Line 2,389: Line 2,280:
| | g = 485\594
| | g = 485\594
| | g = 31\38, 40\49, 49\60
| | g = 31\38, 40\49, 49\60
| | 16g-13
| | 16g-13+9-11g = 5g-4
| | 9-11g
|-
|-
| | 12L15s
| | 12L15s
Line 2,396: Line 2,286:
| | g = 17\216
| | g = 17\216
| | g = 3\39, 4\51, 5\63
| | g = 3\39, 4\51, 5\63
| | 5g-1\3
| | 5g-1\3+1\3-4g = g
| | 1\3-4g
|-
|-
| | 13L14s
| | 13L14s
Line 2,403: Line 2,292:
| | g = 53\702
| | g = 53\702
| | g = 3\40, 4\53, 5\66
| | g = 3\40, 4\53, 5\66
| | 14g-1
| | 14g-1+1-13g = g
| | 1-13g
|-
|-
| | 14L13s
| | 14L13s
Line 2,410: Line 2,298:
| | g = 701\756
| | g = 701\756
| | g = 38\41, 51\55, 64\69
| | g = 38\41, 51\55, 64\69
| | 13g-12
| | 13g-12+13-14g = 1-g
| | 13-14g
|-
|-
| | 15L12s
| | 15L12s
Line 2,417: Line 2,304:
| | g = 71\270
| | g = 71\270
| | g = 11\42, 15\57, 19\72
| | g = 11\42, 15\57, 19\72
| | 4g-4
| | 4g-1+4\3-5g = 1\3-g
| | 14\3-5g
|-
|-
| | 16L11s
| | 16L11s
Line 2,424: Line 2,310:
| | g = 161\864
| | g = 161\864
| | g = 8\43, 11\59, 14\75
| | g = 8\43, 11\59, 14\75
| | 11g-2
| | 11g-2+3-16g = 1-5g
| | 3-16g
|-
|-
| | 17L10s
| | 17L10s
Line 2,431: Line 2,316:
| | g = 647\918
| | g = 647\918
| | g = 31\44, 43\61, 55\78
| | g = 31\44, 43\61, 55\78
| | 10g-7
| | 10g-7+12-17g = 5-7g
| | 12-17g
|-
|-
| | 18L9s
| | 18L9s
Line 2,438: Line 2,322:
| | g = 5\108
| | g = 5\108
| | g = 2\45, 3\63, 4\81
| | g = 2\45, 3\63, 4\81
| | g
| | g+1\9-2g = 1\9-g
| | 1\9-2g
|-
|-
| | 19L8s
| | 19L8s
Line 2,445: Line 2,328:
| | g = 647\1026
| | g = 647\1026
| | g = 29\46, 41\65, 53\84
| | g = 29\46, 41\65, 53\84
| | 8g-5
| | 8g-5+12-19g = 7-11g
| | 12-19g
|-
|-
| | 20L7s
| | 20L7s
Line 2,452: Line 2,334:
| | g = 161\1080
| | g = 161\1080
| | g = 7\47, 10\67, 13\87
| | g = 7\47, 10\67, 13\87
| | 7g-1
| | 7g-1+3-20g = 2-13g
| | 3-20g
|-
|-
| | 21L6s
| | 21L6s
Line 2,459: Line 2,340:
| | g = 71\378
| | g = 71\378
| | g = 9\48, 13\69, 17\90
| | g = 9\48, 13\69, 17\90
| | 2g-1\3
| | 2g-1\3+4\3-7g = 1-5g
| | 4-7g
|-
|-
| | 22L5s
| | 22L5s
Line 2,466: Line 2,346:
| | g = 485\1188
| | g = 485\1188
| | g = 20\49, 29\71, 38\93
| | g = 20\49, 29\71, 38\93
| | 5g-2
| | 5g-2+9-22g = 7-17g
| | 9-22g
|-
|-
| | 23L4s
| | 23L4s
Line 2,473: Line 2,352:
| | g = 323\1242
| | g = 323\1242
| | g = 13\50, 19\73, 25\96
| | g = 13\50, 19\73, 25\96
| | 4g-1
| | 4g-1+6-23g = 5-19g
| | 6-23g
|-
|-
| | 24L3s
| | 24L3s
Line 2,480: Line 2,358:
| | g = 17\432
| | g = 17\432
| | g = 2\51, 3\75, 4\99
| | g = 2\51, 3\75, 4\99
| | g
| | g+1\3-8g = 1\3-7g
| | 1\3-8g
|-
|-
| | 25L2s
| | 25L2s
Line 2,487: Line 2,364:
| | g = 701\1350
| | g = 701\1350
| | g = 27\52, 40\77, 53\102
| | g = 27\52, 40\77, 53\102
| | 2g-1
| | 2g-1+13-25g = 12-23g
| | 13-25g
|-
|-
| | 26L1s
| | 26L1s
Line 2,494: Line 2,370:
| | g = 53\1404
| | g = 53\1404
| | g = 2\53, 3\79, 4\105
| | g = 2\53, 3\79, 4\105
| | g
| | g+1-26g = 1-25g
| | 1-26g
|}
|}


Line 2,506: Line 2,381:
! | <span style="background-color: #ffffff;">Midpoint</span>
! | <span style="background-color: #ffffff;">Midpoint</span>
! | Boundaries of propriety, maximum expressiveness, diatonicity
! | Boundaries of propriety, maximum expressiveness, diatonicity
! | Large step
! | Large step+Small step
! | Small step
|-
|-
| | 1L27s
| | 1L27s
Line 2,513: Line 2,387:
| | g = 55\56
| | g = 55\56
| | ''g = 28\29, 29\30, 30\31''
| | ''g = 28\29, 29\30, 30\31''
| | 27g-26
| | 27g-26+1-g = 26g-25
| | 1-g
|-
|-
| | 2L26s
| | 2L26s
Line 2,520: Line 2,393:
| | g = 27\56
| | g = 27\56
| | ''g = 14\30, 15\32, 16\34''
| | ''g = 14\30, 15\32, 16\34''
| | 13g-6
| | 13g-6+1\2-g = 12g-11\2
| | 1\2-g
|-
|-
| | 3L25s
| | 3L25s
Line 2,527: Line 2,399:
| | g = 55\168
| | g = 55\168
| | g = ''10\31'',<span style="line-height: 15.6000003814697px;"> ''11\34'',</span> 12\37
| | g = ''10\31'',<span style="line-height: 15.6000003814697px;"> ''11\34'',</span> 12\37
| | 25g-8
| | 25g-8+1-3g = 22g-7
| | 1-3g
|-
|-
| | 4L24s
| | 4L24s
Line 2,534: Line 2,405:
| | g = 13\56
| | g = 13\56
| | g = ''7\32'', 8\36, 9\40
| | g = ''7\32'', 8\36, 9\40
| | 6g-5\4
| | 6g-5\4+1\4-g = 5g-1
| | 1\4-g
|-
|-
| | 5L23s
| | 5L23s
Line 2,541: Line 2,411:
| | g = 111\280
| | g = 111\280
| | g = ''13\33'', 15\38, 17\43
| | g = ''13\33'', 15\38, 17\43
| | 23g-9
| | 23g-9+2-5g = 18g-7
| | 2-5g
|-
|-
| | 6L22s
| | 6L22s
Line 2,548: Line 2,417:
| | g = 55\168
| | g = 55\168
| | g = ''11\34'', 13\40, 15\46
| | g = ''11\34'', 13\40, 15\46
| | 11g-7\2
| | 11g-7\2+1-3g = 8g-3
| | 1-3g
|-
|-
| | 7L21s
| | 7L21s
Line 2,555: Line 2,423:
| | g = 7\56
| | g = 7\56
| | g = 4\35, 5\42, 6\49
| | g = 4\35, 5\42, 6\49
| | 3g-2\7
| | 3g-2\7+1\7-g = 2g-1\7
| | 1\7-g
|-
|-
| | 8L20s
| | 8L20s
Line 2,562: Line 2,429:
| | g = 13\112
| | g = 13\112
| | g = 4\36, 5\44, 6\52
| | g = 4\36, 5\44, 6\52
| | 5g-1\2
| | 5g-1\2+1\4-2g = 3g-1\4
| | 1\4-2g
|-
|-
| | 9L19s
| | 9L19s
Line 2,569: Line 2,435:
| | g = 55\504
| | g = 55\504
| | g = 4\37, 5\46, 6\55
| | g = 4\37, 5\46, 6\55
| | 19g-2
| | 19g-2+1-9g = 10g-1
| | 1-9g
|-
|-
| | 10L18s
| | 10L18s
Line 2,576: Line 2,441:
| | g = 111\280
| | g = 111\280
| | g = 15\38, 19\48, 23\58
| | g = 15\38, 19\48, 23\58
| | 4g-7\2
| | 9g-7\2+2-5g = 4g-3\2
| | 2-5g
|-
|-
| | 11L17s
| | 11L17s
Line 2,583: Line 2,447:
| | g = 111\616
| | g = 111\616
| | g = 7\39, 9\50, 11\61
| | g = 7\39, 9\50, 11\61
| | 17g-3
| | 17g-3+2-11g = 6g-1
| | 2-11g
|-
|-
| | 12L16s
| | 12L16s
Line 2,590: Line 2,453:
| | g = 13\168
| | g = 13\168
| | g = 3\40, 4\52, 5\64
| | g = 3\40, 4\52, 5\64
| | 4g-1\4
| | 4g-1\4+1\4-3g = g
| | 1\4-3g
|-
|-
| | 13L15s
| | 13L15s
Line 2,597: Line 2,459:
| | g = 391\728
| | g = 391\728
| | g = 22\41, 29\54, 36\67
| | g = 22\41, 29\54, 36\67
| | 15g-8
| | 15g-8+7-13g = 2g-1
| | 7-13g
|-
|-
| | 14L14s
| | 14L14s
Line 2,604: Line 2,465:
| | g = 3\56
| | g = 3\56
| | g = 2\42, 3\56, 4\70
| | g = 2\42, 3\56, 4\70
| | g
| | g+1\14-g = 1\14
| | 1\14-g
|-
|-
| | <span style="line-height: 15.6000003814697px;">15L13s</span>
| | <span style="line-height: 15.6000003814697px;">15L13s</span>
Line 2,611: Line 2,471:
| | g = 391\840
| | g = 391\840
| | g = 20\43, 27\58, 34\73
| | g = 20\43, 27\58, 34\73
| | 13g-6
| | 13g-6+7-15g = 1-2g
| | 7-15g
|-
|-
| | <span style="line-height: 15.6000003814697px;">16L12s</span>
| | <span style="line-height: 15.6000003814697px;">16L12s</span>
Line 2,618: Line 2,477:
| | g = 41\224
| | g = 41\224
| | g = 8\44, 11\60, 14\76
| | g = 8\44, 11\60, 14\76
| | 3g-1\2
| | 3g-1\2+3\4-4g = 1\4-g
| | 3\4-4g
|-
|-
| | <span style="line-height: 15.6000003814697px;">17L11s</span>
| | <span style="line-height: 15.6000003814697px;">17L11s</span>
Line 2,625: Line 2,483:
| | g = 783\952
| | g = 783\952
| | g = 37\45, 51\62, 65\79
| | g = 37\45, 51\62, 65\79
| | 11g-9
| | 11g-9+13-17g = 4-6g
| | 13-17g
|-
|-
| | <span style="line-height: 15.6000003814697px;">18L10s</span>
| | <span style="line-height: 15.6000003814697px;">18L10s</span>
Line 2,632: Line 2,489:
| | g = 55\504
| | g = 55\504
| | g = 5\46, 7\64, 9\82
| | g = 5\46, 7\64, 9\82
| | 5g-1\2
| | 5g-1\2+1-9g = 1\2-4g
| | 1-9g
|-
|-
| | <span style="line-height: 15.6000003814697px;">19L9s</span>
| | <span style="line-height: 15.6000003814697px;">19L9s</span>
Line 2,639: Line 2,495:
| | g = 951\1064
| | g = 951\1064
| | g = 42\47, 59\66, 76\85
| | g = 42\47, 59\66, 76\85
| | 9g-8
| | 9g-8+17-19g = 9-10g
| | 17-19g
|-
|-
| | <span style="line-height: 15.6000003814697px;">20L</span>8s
| | <span style="line-height: 15.6000003814697px;">20L</span>8s
Line 2,646: Line 2,501:
| | g = 41\280
| | g = 41\280
| | g = 7\48, 10\68, 13\88
| | g = 7\48, 10\68, 13\88
| | 2g-1\4
| | 2g-1\4+3\4-5g = 1\2-3g
| | 3\4-5g
|-
|-
| | <span style="line-height: 15.6000003814697px;">21L7s</span>
| | <span style="line-height: 15.6000003814697px;">21L7s</span>
Line 2,653: Line 2,507:
| | g = 7\168
| | g = 7\168
| | g = 2\49, 3\70, 4\91
| | g = 2\49, 3\70, 4\91
| | g
| | g+<span style="line-height: 15.6000003814697px;">1\7-2g = 1\7-g</span>
| | <span style="line-height: 15.6000003814697px;">1\7-3g</span>
|-
|-
| | <span style="line-height: 15.6000003814697px;">22L</span>6s
| | <span style="line-height: 15.6000003814697px;">22L</span>6s
Line 2,660: Line 2,513:
| | g = 111\616
| | g = 111\616
| | g = 9\50, 13\72, 17\94
| | g = 9\50, 13\72, 17\94
| | 3g-1\2
| | 3g-1\2+2-11g = 3\2-8g
| | 2-11g
|-
|-
| | <span style="line-height: 15.6000003814697px;">23L</span>5s
| | <span style="line-height: 15.6000003814697px;">23L</span>5s
Line 2,667: Line 2,519:
| | g = 783\1288
| | g = 783\1288
| | g = 31\51, 45\74, 59\97
| | g = 31\51, 45\74, 59\97
| | 5g-3
| | 5g-3+14-23g = 11-18g
| | 14-23g
|-
|-
| | <span style="line-height: 15.6000003814697px;">24L</span>4s
| | <span style="line-height: 15.6000003814697px;">24L</span>4s
Line 2,674: Line 2,525:
| | g = 13\336
| | g = 13\336
| | g = 2\52, 3\76, 4\100
| | g = 2\52, 3\76, 4\100
| | g
| | g+1\4-6g = 1\4-5g
| | 1\4-6g
|-
|-
| | <span style="line-height: 15.6000003814697px;">25L</span>3s
| | <span style="line-height: 15.6000003814697px;">25L</span>3s
Line 2,681: Line 2,531:
| | g = 951\1400
| | g = 951\1400
| | g = 36\53, 53\78, 70\103
| | g = 36\53, 53\78, 70\103
| | 3g-2
| | 3g-2+17-25g = 15+22g
| | 17-25g
|-
|-
| | <span style="line-height: 15.6000003814697px;">26L</span>2s
| | <span style="line-height: 15.6000003814697px;">26L</span>2s
Line 2,688: Line 2,537:
| | g = 391\728
| | g = 391\728
| | g = 29\54, 43\80, 57\106
| | g = 29\54, 43\80, 57\106
| | g-1\2
| | g-1\2+7-13g = 13\2-12g
| | 19\2-13g
|-
|-
| | 27L1s
| | 27L1s
Line 2,695: Line 2,543:
| | g = 55\1512
| | g = 55\1512
| | g = 2\55, 3\82, 4\109
| | g = 2\55, 3\82, 4\109
| | g
| | g+1-27g = 1-26g
| | 1-27g
|}
|}


Line 2,707: Line 2,554:
! | <span style="background-color: #ffffff;">Midpoint</span>
! | <span style="background-color: #ffffff;">Midpoint</span>
! | Boundaries of propriety, maximum expressiveness, diatonicity
! | Boundaries of propriety, maximum expressiveness, diatonicity
! | Large step
! | Large step+Small step
! | Small step
|-
|-
| | 1L28s
| | 1L28s
Line 2,714: Line 2,560:
| | g = 57\58
| | g = 57\58
| | ''g = 29\30, 30\31, 31\32''
| | ''g = 29\30, 30\31, 31\32''
| | 28g-27
| | 28g-27+1-g = 27g-26
| | 1-g
|-
|-
| | 2L27s
| | 2L27s
Line 2,721: Line 2,566:
| | g = 57\116
| | g = 57\116
| | ''g = 15\31, 16\33, 17\35''
| | ''g = 15\31, 16\33, 17\35''
| | 27g-13
| | 27g-13+1-2g = 25g-12
| | 1-2g
|-
|-
| | 3L26s
| | 3L26s
Line 2,728: Line 2,572:
| | g = 115\174
| | g = 115\174
| | g = ''21\32'', ''23\35'', 25\38
| | g = ''21\32'', ''23\35'', 25\38
| | 26g-17
| | 26g-17+2-3g = 23g-15
| | 2-3g
|-
|-
| | 4L25s
| | 4L25s
Line 2,735: Line 2,578:
| | g = 57\232
| | g = 57\232
| | g = ''8\33'', 9\37, 10\41
| | g = ''8\33'', 9\37, 10\41
| | 25g-6
| | 25g-6+1-4g = 21g-5
| | 1-4g
|-
|-
| | 5L24s
| | 5L24s
Line 2,742: Line 2,584:
| | g = 231\290
| | g = 231\290
| | g = ''27\34'', 31\39, 35\44
| | g = ''27\34'', 31\39, 35\44
| | 24g-19
| | 24g-19+4-5g = 19g-15
| | 4-5g
|-
|-
| | 6L23s
| | 6L23s
Line 2,749: Line 2,590:
| | g = 289\348
| | g = 289\348
| | g = ''29\35'', 34\41, 39\47
| | g = ''29\35'', 34\41, 39\47
| | 23g-19
| | 23g-19+5-6g = 17g-14
| | 5-6g
|-
|-
| | 7L22s
| | 7L22s
Line 2,756: Line 2,596:
| | g = 57\406
| | g = 57\406
| | g = ''5\36'', 6\43, 7\50
| | g = ''5\36'', 6\43, 7\50
| | 22g-3
| | 22g-3+1-7g = 15g-2
| | 1-7g
|-
|-
| | 8L21s
| | 8L21s
Line 2,763: Line 2,602:
| | g = 289\464
| | g = 289\464
| | g = 23\37, 28\45, 33\53
| | g = 23\37, 28\45, 33\53
| | <span style="line-height: 15.6000003814697px;">21g-13</span>
| | <span style="line-height: 15.6000003814697px;">21g-13+5-8g = 13g-8</span>
| | <span style="line-height: 15.6000003814697px;">5-8g</span>
|-
|-
| | 9L20s
| | 9L20s
Line 2,770: Line 2,608:
| | g = 289\522
| | g = 289\522
| | g = 21\38, 26\47, 31\56
| | g = 21\38, 26\47, 31\56
| | 20g-11
| | 20g-11+5-9g = 11g-6
| | 5-9g
|-
|-
| | 10L19s
| | 10L19s
Line 2,777: Line 2,614:
| | g = 521\580
| | g = 521\580
| | g = 35\39, 44\49, 53\59
| | g = 35\39, 44\49, 53\59
| | 19g-17
| | 19g-17+9-10g = 9g-8
| | 9-10g
|-
|-
| | 11L18s
| | 11L18s
Line 2,784: Line 2,620:
| | g = 463\638
| | g = 463\638
| | g = 29\40, 37\51, 45\62
| | g = 29\40, 37\51, 45\62
| | 18g-13
| | 18g-13+8-11g = 7g-2
| | 8-11g
|-
|-
| | 12L17s
| | 12L17s
Line 2,791: Line 2,626:
| | g = 289\696
| | g = 289\696
| | g = 17\41, 22\53, 27\65
| | g = 17\41, 22\53, 27\65
| | 17g-7
| | 17g-7+5-12g = 5g-2
| | 5-12g
|-
|-
| | 13L16s
| | 13L16s
Line 2,798: Line 2,632:
| | g = 521\754
| | g = 521\754
| | g = 29\42, 38\55, 47\68
| | g = 29\42, 38\55, 47\68
| | 16g+11
| | 16g+11+9-13g = 3g-2
| | 9-13g
|-
|-
| | 14L15s
| | 14L15s
Line 2,805: Line 2,638:
| | g = 57\812
| | g = 57\812
| | g = 3\43, 4\57, 5\71
| | g = 3\43, 4\57, 5\71
| | 15g-1
| | 15g-1+1-14g = g
| | 1-14g
|-
|-
| | 15L14s
| | 15L14s
Line 2,812: Line 2,644:
| | g = 811\870
| | g = 811\870
| | g = 41\44, 55\59, 69\74
| | g = 41\44, 55\59, 69\74
| | 14g-13
| | 14g-13+14-15g = 1-g
| | 14-15g
|-
|-
| | 16L13s
| | 16L13s
Line 2,819: Line 2,650:
| | g = 289\928
| | g = 289\928
| | g = 14\45, 19\61, 24\77
| | g = 14\45, 19\61, 24\77
| | 13g-4
| | 13g-4+5-16g = 1-3g
| | 5-16g
|-
|-
| | 17L12s
| | 17L12s
Line 2,826: Line 2,656:
| | g = 579\986
| | g = 579\986
| | g = 27\46, 37\63, 47\80
| | g = 27\46, 37\63, 47\80
| | 12g-5
| | 12g-5+7-17g = 2-5g
| | 7-17g
|-
|-
| | 18L11s
| | 18L11s
Line 2,833: Line 2,662:
| | g = 289\1044
| | g = 289\1044
| | g = 13\47, 18\65, 23\83
| | g = 13\47, 18\65, 23\83
| | 11g-3
| | 11g-3+5-18g = 2-7g
| | 5-18g
|-
|-
| | 19L10s
| | 19L10s
Line 2,840: Line 2,668:
| | g = 115\1102
| | g = 115\1102
| | g = 5\48, 7\67, 9\86
| | g = 5\48, 7\67, 9\86
| | 10g-1
| | 10g-1+2-19g = 1-9g
| | 2-19g
|-
|-
| | 20L9s
| | 20L9s
Line 2,847: Line 2,674:
| | g = 521\1160
| | g = 521\1160
| | g = 22\49, 31\69, 40\89
| | g = 22\49, 31\69, 40\89
| | 9g-5
| | 9g-5+9-20g = 4-11g
| | 9-20g
|-
|-
| | 21L8s
| | 21L8s
Line 2,854: Line 2,680:
| | g = 463\1216
| | g = 463\1216
| | g = 19\50, 27\71, 35\92
| | g = 19\50, 27\71, 35\92
| | 8g-3
| | 8g-3+8-21g = 5-13g
| | 8-21g
|-
|-
| | 22L7s
| | 22L7s
Line 2,861: Line 2,686:
| | g = 1001\1274
| | g = 1001\1274
| | g = 44\51, 63\73, 82\95
| | g = 44\51, 63\73, 82\95
| | 7g-6
| | 7g-6+9-22g = 3-16g
| | 9-22g
|-
|-
| | 23L6s
| | 23L6s
Line 2,868: Line 2,692:
| | g = 231\1332
| | g = 231\1332
| | g = 9\52, 13\75, 17\98
| | g = 9\52, 13\75, 17\98
| | 6g-1
| | 6g-1+4-23g = 3-17g
| | 4-23g
|-
|-
| | 24L5s
| | 24L5s
Line 2,875: Line 2,698:
| | g = 289\1392
| | g = 289\1392
| | g = 11\53, 16\77, 21\101
| | g = 11\53, 16\77, 21\101
| | 5g-9
| | 5g-9+5-24g = 4-19g
| | 5-24g
|-
|-
| | 25L4s
| | 25L4s
Line 2,882: Line 2,704:
| | g = 1001\1450
| | g = 1001\1450
| | g = 41\54, 60\79, 79\104
| | g = 41\54, 60\79, 79\104
| | 4g-3
| | 4g-3+19-25g = 16-21g
| | 19-25g
|-
|-
| | 26L3s
| | 26L3s
Line 2,889: Line 2,710:
| | g = 521\1508
| | g = 521\1508
| | g = 19\55, 28\81, 37\107
| | g = 19\55, 28\81, 37\107
| | 3g-1
| | 3g-1+9-26g = 8-23g
| | 19\2-26g
|-
|-
| | 27L2s
| | 27L2s
Line 2,896: Line 2,716:
| | g = 811\1564
| | g = 811\1564
| | g = 29\56, 43\83, 57\110
| | g = 29\56, 43\83, 57\110
| | 2g-1
| | 2g-1+17-27g = 16-25g
| | 17-27g
|-
|-
| | 28L1s
| | 28L1s
Line 2,903: Line 2,722:
| | g = 57\1622
| | g = 57\1622
| | g = 2\57,<span style="line-height: 15.6000003814697px;"> 3\85,</span> 4\113
| | g = 2\57,<span style="line-height: 15.6000003814697px;"> 3\85,</span> 4\113
| | g
| | g+1-28g = 1-27g
| | 1-28g
|}
|}
Retrieved from "https://en.xen.wiki/w/Generator_ranges_of_MOS"