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dfd
The internal logic should be apparent. 9\72 or 1(6) + 3 \72, or any just interval which is reasonably mapped to that interval, could be called a neutral 2nd.
{| class="wikitable"
|+
!#
!/6
!%6
!Cents
!Approximate ratios
!name
!other names
|-
|0
|0
|0
|0.0
|1/1
|unison
|
|-
|1
|0
|1
|16.7
|81/80, 91/90, 99/98, 100/99, 105/104
|comma
|
|-
|2
|0
|2
|33.3
|45/44, 49/48, 50/49, 55/54, 64/63
|sixth-tone
|
|-
|3
|0
|3
|50.0
|33/32, 36/35, 40/39
|quarter-tone
|
|-
|4
|0
|4
|66.7
|25/24, 26/25, 27/26, 28/27
|subminor 2nd
|third-tone
|-
|5
|0
|5
|83.3
|20/19, 21/20, 22/21
|neominor 2nd
|
|-
|6
|1
|0
|100.0
|17/16, 18/17, 19/18
|novaminor 2nd
|
|-
|7
|1
|1
|116.7
|15/14, 16/15
|pentaminor 2nd
|
|-
|8
|1
|2
|133.3
|13/12, 14/13, 27/25
|supraminor 2nd
|
|-
|9
|1
|3
|150.0
|12/11
|neutral 2nd
|
|-
|10
|1
|4
|166.7
|11/10
|submajor 2nd
|
|-
|11
|1
|5
|183.3
|10/9
|pentamajor 2nd
|
|-
|12
|2
|0
|200.0
|9/8
|novamajor 2nd
|
|-
|13
|2
|1
|216.7
|17/15, 25/22
|neomajor 2nd
|
|-
|14
|2
|2
|233.3
|8/7
|supermajor 2nd
|
|-
|15
|2
|3
|250.0
|15/13, 22/19
|2nd-3rd
|inframajor 2nd, inframinor 3rd
|-
|16
|2
|4
|266.7
|7/6
|subminor 3nd
|
|-
|17
|3
|5
|283.3
|13/11, 20/17
|neominor 3nd
|
|-
|18
|3
|0
|300.0
|19/16, 25/21, 32/27
|novaminor 3nd
|
|-
|19
|3
|1
|316.7
|6/5
|pentaminor 3nd
|
|-
|20
|3
|2
|333.3
|17/14, 39/32, 40/33
|supraminor 3nd
|
|-
|21
|3
|3
|350.0
|11/9, 27/22
|neutral 3nd
|
|-
|22
|3
|4
|366.7
|16/13, 21/17, 26/21
|submajor 3nd
|
|-
|23
|3
|5
|383.3
|5/4
|pentamajor 3nd
|
|-
|24
|4
|0
|400.0
|24/19
|novamajor 3nd
|
|-
|25
|4
|1
|416.7
|14/11
|neomajor 3nd
|
|-
|26
|4
|2
|433.3
|9/7
|supermajor 3nd
|
|-
|27
|4
|3
|450.0
|13/10, 22/17
|ultramajor 3rd
|3rd-4th, inframinor 4th
|-
|28
|4
|4
|466.7
|17/13, 21/16
|sub 4th
|
|-
|29
|4
|5
|483.3
|33/25
|neo 4th
|
|-
|30
|5
|0
|500.0
|4/3
|clear 4th
|
|-
|31
|5
|1
|516.7
|27/20
|penta 4th
|
|-
|32
|5
|2
|533.3
|15/11, 19/14, ''26/19''
|supra 4th
|
|-
|33
|5
|3
|550.0
|11/8
|neutral 4th
|
|-
|34
|5
|4
|566.7
|18/13, 25/18
|subaugmented 4th
|
|-
|35
|5
|5
|583.3
|7/5
|pentaugmented 4th
|small semioctave, neodiminished 5th
|-
|36
|6
|0
|600.0
|17/12, 24/17
|medium semioctave
|novaugmented 4th, novadiminished 5th
|-
|37
|6
|1
|616.7
|10/7
|pentadiminished 5th
|large semioctave, pentadiminished 5th
|-
|38
|6
|2
|633.3
|13/9, 36/25
|supradiminished 5th
|
|-
|39
|6
|3
|650.0
|16/11
|neutral 5th
|
|-
|40
|6
|4
|666.7
|''19/13'', 22/15, 28/19
|sub 5th
|
|-
|41
|6
|5
|683.3
|40/27
|penta 5th
|
|-
|42
|7
|0
|700.0
|3/2
|clear 5th
|
|-
|43
|7
|1
|716.7
|50/33
|neo 5th
|
|-
|44
|7
|2
|733.3
|26/17, 32/21
|super(major) 5th
|
|-
|45
|7
|3
|750.0
|17/11, 20/13
|inframinor 6th
|5th-6th, ultramajor 5th
|-
|46
|7
|4
|766.7
|14/9
|subminor 6th
|
|-
|47
|7
|5
|783.3
|11/7
|neominor 6th
|
|-
|48
|8
|0
|800.0
|19/12
|etc.
|etc.
|-
|49
|8
|1
|816.7
|8/5
|etc.
|etc.
|-
|50
|8
|2
|833.3
|13/8, 21/13, 34/21
|
|
|-
|51
|8
|3
|850.0
|18/11, 44/27
|
|
|-
|52
|8
|4
|866.7
|28/17, 33/20, 64/39
|
|
|-
|53
|8
|5
|883.3
|5/3
|
|
|-
|54
|9
|0
|900.0
|27/16, 32/19, 42/25
|
|
|-
|55
|9
|1
|916.7
|17/10, 22/13
|
|
|-
|56
|9
|2
|933.3
|12/7
|
|
|-
|57
|9
|3
|950.0
|19/11, 26/15
|
|
|-
|58
|9
|4
|966.7
|7/4
|
|
|-
|59
|9
|5
|983.3
|30/17, 44/25
|
|
|-
|60
|10
|0
|1000.0
|16/9
|
|
|-
|61
|10
|1
|1016.7
|9/5
|
|
|-
|62
|10
|2
|1033.3
|20/11
|
|
|-
|63
|10
|3
|1050.0
|11/6
|
|
|-
|64
|10
|4
|1066.7
|13/7, 24/13, 50/27
|
|
|-
|65
|10
|5
|1083.3
|15/8, 28/15
|
|
|-
|66
|11
|0
|1100.0
|17/9, 32/17, 36/19
|
|
|-
|67
|11
|1
|1116.7
|19/10, 21/11, 40/21
|
|
|-
|68
|11
|2
|1133.3
|25/13, 27/14, 48/25, 52/27
|
|
|-
|69
|11
|3
|1150.0
|35/18, 39/20, 64/33
|
|
|-
|70
|11
|4
|1166.7
|49/25, 55/28, 63/32, 88/45, 96/49
|
|
|-
|71
|11
|5
|1183.3
|99/50, 160/81, 180/91, 196/99, 208/105
|
|
|-
|72
|12
|0
|1200.0
|2/1
|
|
|}
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