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Partially delta-rational tetrads in small edos: Difference between revisions

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Shown below are approximate [[Delta-rational chord|partially delta-rational]] tetrads (with signature +a+?+b) spanning an interval < octave, in edos < 24, with least-squares error < 0.001. All delta signatures are in the 3-integer limit ignoring the +? term.
Shown below are approximate [[Delta-rational chord|partially delta-rational]] tetrads (with signature +a+?+b) spanning an interval < octave, in edos < 24, with least-squares error < 0.001. All delta signatures are in the 3-integer limit ignoring the +? term.
{| class="wikitable"
|6
|(0,1,3,5)
|[1, 3]
|0.00006
|-
|6
|(0,2,3,4)
|[3, 2]
|0.00006
|-
|7
|(0,1,4,5)
|[2, 3]
|0.00071
|-
|10
|(0,1,6,7)
|[2, 3]
|0.00055
|-
|10
|(0,3,7,8)
|[2, 1]
|0.00068
|-
|11
|(0,1,6,8)
|[1, 3]
|0.00027
|-
|11
|(0,2,4,7)
|[1, 2]
|0.00036
|-
|11
|(0,2,5,6)
|[3, 2]
|0.00026
|-
|11
|(0,3,6,10)
|[1, 2]
|0.00090
|-
|11
|(0,3,7,9)
|[1, 1]
|0.00040
|-
|11
|(0,4,5,8)
|[1, 1]
|0.00087
|-
|11
|(0,4,6,7)
|[3, 1]
|0.00043
|-
|12
|(0,1,7,8)
|[2, 3]
|0.00005
|-
|12
|(0,2,6,10)
|[1, 3]
|0.00006
|-
|12
|(0,2,7,9)
|[2, 3]
|0.00010
|-
|12
|(0,3,7,10)
|[2, 3]
|0.00016
|-
|12
|(0,3,8,9)
|[2, 1]
|0.00014
|-
|12
|(0,4,6,8)
|[3, 2]
|0.00006
|-
|12
|(0,4,7,11)
|[2, 3]
|0.00021
|-
|12
|(0,6,9,11)
|[2, 1]
|0.00077
|-
|13
|(0,1,7,9)
|[1, 3]
|0.00026
|-
|13
|(0,1,8,9)
|[2, 3]
|0.00085
|-
|13
|(0,2,5,8)
|[1, 2]
|0.00057
|-
|13
|(0,2,6,7)
|[3, 2]
|0.00025
|-
|13
|(0,3,6,12)
|[1, 3]
|0.00037
|-
|13
|(0,3,7,11)
|[1, 2]
|0.00067
|-
|13
|(0,3,8,10)
|[1, 1]
|0.00062
|-
|13
|(0,4,6,9)
|[1, 1]
|0.00065
|-
|13
|(0,4,7,8)
|[3, 1]
|0.00021
|-
|13
|(0,6,7,10)
|[3, 2]
|0.00038
|-
|14
|(0,1,8,9)
|[2, 3]
|0.00034
|-
|14
|(0,1,8,10)
|[1, 3]
|0.00073
|-
|14
|(0,2,6,7)
|[3, 2]
|0.00069
|-
|14
|(0,2,7,11)
|[1, 3]
|0.00076
|-
|14
|(0,2,8,10)
|[2, 3]
|0.00071
|-
|14
|(0,3,9,10)
|[2, 1]
|0.00054
|-
|14
|(0,4,7,8)
|[3, 1]
|0.00084
|-
|14
|(0,4,7,9)
|[3, 2]
|0.00076
|-
|14
|(0,5,6,8)
|[2, 1]
|0.00023
|-
|14
|(0,8,9,11)
|[3, 1]
|0.00036
|-
|15
|(0,1,8,10)
|[1, 3]
|0.00053
|-
|15
|(0,1,9,10)
|[2, 3]
|0.00036
|-
|15
|(0,2,7,8)
|[3, 2]
|0.00052
|-
|15
|(0,2,9,11)
|[2, 3]
|0.00074
|-
|15
|(0,3,10,11)
|[2, 1]
|0.00048
|-
|15
|(0,4,7,9)
|[3, 2]
|0.00099
|-
|15
|(0,4,8,9)
|[3, 1]
|0.00053
|-
|15
|(0,5,13,14)
|[3, 1]
|0.00028
|-
|15
|(0,6,11,13)
|[2, 1]
|0.00081
|-
|16
|(0,1,9,10)
|[2, 3]
|0.00050
|-
|16
|(0,1,9,11)
|[1, 3]
|0.00025
|-
|16
|(0,1,10,11)
|[2, 3]
|0.00091
|-
|16
|(0,2,6,9)
|[1, 2]
|0.00042
|-
|16
|(0,2,7,8)
|[3, 2]
|0.00024
|-
|16
|(0,3,9,13)
|[1, 2]
|0.00075
|-
|16
|(0,3,10,11)
|[2, 1]
|0.00074
|-
|16
|(0,3,10,12)
|[1, 1]
|0.00046
|-
|16
|(0,4,7,10)
|[1, 1]
|0.00072
|-
|16
|(0,4,8,9)
|[3, 1]
|0.00031
|-
|16
|(0,5,14,15)
|[3, 1]
|0.00040
|-
|16
|(0,9,13,15)
|[3, 1]
|0.00001
|-
|17
|(0,1,9,11)
|[1, 3]
|0.00067
|-
|17
|(0,1,10,11)
|[2, 3]
|0.00007
|-
|17
|(0,1,10,12)
|[1, 3]
|0.00087
|-
|17
|(0,2,3,8)
|[1, 3]
|0.00020
|-
|17
|(0,2,7,8)
|[3, 2]
|0.00082
|-
|17
|(0,2,8,9)
|[3, 2]
|0.00065
|-
|17
|(0,2,9,13)
|[1, 3]
|0.00024
|-
|17
|(0,2,10,12)
|[2, 3]
|0.00014
|-
|17
|(0,3,4,11)
|[1, 3]
|0.00046
|-
|17
|(0,3,10,13)
|[2, 3]
|0.00022
|-
|17
|(0,3,11,12)
|[2, 1]
|0.00007
|-
|17
|(0,4,6,12)
|[1, 2]
|0.00013
|-
|17
|(0,4,8,9)
|[3, 1]
|0.00095
|-
|17
|(0,4,8,10)
|[3, 2]
|0.00023
|-
|17
|(0,4,8,16)
|[1, 3]
|0.00090
|-
|17
|(0,4,9,10)
|[3, 1]
|0.00070
|-
|17
|(0,4,10,14)
|[2, 3]
|0.00029
|-
|17
|(0,4,11,16)
|[1, 2]
|0.00007
|-
|17
|(0,5,6,10)
|[1, 1]
|0.00006
|-
|17
|(0,5,7,9)
|[2, 1]
|0.00003
|-
|17
|(0,5,10,15)
|[2, 3]
|0.00037
|-
|17
|(0,5,14,16)
|[3, 2]
|0.00025
|-
|17
|(0,5,15,16)
|[3, 1]
|0.00092
|-
|17
|(0,6,10,16)
|[2, 3]
|0.00046
|-
|17
|(0,6,11,15)
|[1, 1]
|0.00014
|-
|17
|(0,6,12,14)
|[2, 1]
|0.00000
|-
|17
|(0,7,13,16)
|[3, 2]
|0.00055
|-
|17
|(0,8,9,13)
|[3, 2]
|0.00092
|-
|17
|(0,8,10,12)
|[3, 1]
|0.00057
|-
|17
|(0,9,13,16)
|[2, 1]
|0.00040
|-
|18
|(0,1,10,11)
|[2, 3]
|0.00058
|-
|18
|(0,1,10,12)
|[1, 3]
|0.00003
|-
|18
|(0,1,11,12)
|[2, 3]
|0.00052
|-
|18
|(0,2,3,8)
|[1, 3]
|0.00056
|-
|18
|(0,2,7,10)
|[1, 2]
|0.00009
|-
|18
|(0,2,8,9)
|[3, 2]
|0.00003
|-
|18
|(0,3,9,15)
|[1, 3]
|0.00006
|-
|18
|(0,3,10,14)
|[1, 2]
|0.00007
|-
|18
|(0,3,11,12)
|[2, 1]
|0.00084
|-
|18
|(0,3,11,13)
|[1, 1]
|0.00010
|-
|18
|(0,3,12,13)
|[2, 1]
|0.00073
|-
|18
|(0,4,5,14)
|[1, 3]
|0.00078
|-
|18
|(0,4,8,11)
|[1, 1]
|0.00007
|-
|18
|(0,4,9,10)
|[3, 1]
|0.00001
|-
|18
|(0,5,7,9)
|[2, 1]
|0.00089
|-
|18
|(0,5,15,16)
|[3, 1]
|0.00057
|-
|18
|(0,5,15,17)
|[3, 2]
|0.00070
|-
|18
|(0,6,9,12)
|[3, 2]
|0.00006
|-
|18
|(0,8,10,13)
|[2, 1]
|0.00027
|-
|18
|(0,9,13,17)
|[3, 2]
|0.00091
|-
|18
|(0,9,14,16)
|[3, 1]
|0.00056
|-
|18
|(0,11,12,16)
|[2, 1]
|0.00042
|-
|19
|(0,1,10,12)
|[1, 3]
|0.00074
|-
|19
|(0,1,11,12)
|[2, 3]
|0.00011
|-
|19
|(0,1,11,13)
|[1, 3]
|0.00048
|-
|19
|(0,1,12,13)
|[2, 3]
|0.00089
|-
|19
|(0,2,7,10)
|[1, 2]
|0.00085
|-
|19
|(0,2,8,9)
|[3, 2]
|0.00046
|-
|19
|(0,2,9,10)
|[3, 2]
|0.00073
|-
|19
|(0,2,10,14)
|[1, 3]
|0.00024
|-
|19
|(0,2,11,13)
|[2, 3]
|0.00023
|-
|19
|(0,3,4,9)
|[1, 2]
|0.00009
|-
|19
|(0,3,5,12)
|[1, 3]
|0.00066
|-
|19
|(0,3,11,14)
|[2, 3]
|0.00035
|-
|19
|(0,3,12,13)
|[2, 1]
|0.00018
|-
|19
|(0,3,12,14)
|[1, 1]
|0.00093
|-
|19
|(0,4,7,13)
|[1, 2]
|0.00068
|-
|19
|(0,4,9,10)
|[3, 1]
|0.00053
|-
|19
|(0,4,9,11)
|[3, 2]
|0.00024
|-
|19
|(0,4,9,17)
|[1, 3]
|0.00021
|-
|19
|(0,4,10,11)
|[3, 1]
|0.00079
|-
|19
|(0,4,11,15)
|[2, 3]
|0.00048
|-
|19
|(0,5,8,10)
|[2, 1]
|0.00086
|-
|19
|(0,5,11,16)
|[2, 3]
|0.00061
|-
|19
|(0,5,15,18)
|[1, 1]
|0.00011
|-
|19
|(0,5,16,17)
|[3, 1]
|0.00006
|-
|19
|(0,6,10,18)
|[1, 2]
|0.00052
|-
|19
|(0,6,11,17)
|[2, 3]
|0.00074
|-
|19
|(0,6,12,16)
|[1, 1]
|0.00074
|-
|19
|(0,6,13,15)
|[2, 1]
|0.00048
|-
|19
|(0,7,11,18)
|[2, 3]
|0.00088
|-
|19
|(0,7,14,17)
|[3, 2]
|0.00078
|-
|19
|(0,8,9,15)
|[1, 1]
|0.00051
|-
|19
|(0,8,10,14)
|[3, 2]
|0.00022
|-
|19
|(0,8,11,13)
|[3, 1]
|0.00007
|-
|19
|(0,9,15,17)
|[3, 1]
|0.00088
|-
|20
|(0,1,11,12)
|[2, 3]
|0.00061
|-
|20
|(0,1,11,13)
|[1, 3]
|0.00021
|-
|20
|(0,1,12,13)
|[2, 3]
|0.00027
|-
|20
|(0,1,12,14)
|[1, 3]
|0.00090
|-
|20
|(0,2,4,9)
|[1, 3]
|0.00061
|-
|20
|(0,2,8,9)
|[3, 2]
|0.00084
|-
|20
|(0,2,8,11)
|[1, 2]
|0.00042
|-
|20
|(0,2,9,10)
|[3, 2]
|0.00021
|-
|20
|(0,2,11,15)
|[1, 3]
|0.00072
|-
|20
|(0,2,12,14)
|[2, 3]
|0.00055
|-
|20
|(0,3,4,9)
|[1, 2]
|0.00073
|-
|20
|(0,3,5,12)
|[1, 3]
|0.00066
|-
|20
|(0,3,10,16)
|[1, 3]
|0.00055
|-
|20
|(0,3,11,15)
|[1, 2]
|0.00058
|-
|20
|(0,3,12,13)
|[2, 1]
|0.00089
|-
|20
|(0,3,12,14)
|[1, 1]
|0.00045
|-
|20
|(0,3,12,15)
|[2, 3]
|0.00084
|-
|20
|(0,3,13,14)
|[2, 1]
|0.00037
|-
|20
|(0,4,5,10)
|[2, 3]
|0.00095
|-
|20
|(0,4,9,10)
|[3, 1]
|0.00096
|-
|20
|(0,4,9,11)
|[3, 2]
|0.00070
|-
|20
|(0,4,9,12)
|[1, 1]
|0.00056
|-
|20
|(0,4,10,11)
|[3, 1]
|0.00021
|-
|20
|(0,4,13,18)
|[1, 2]
|0.00020
|-
|20
|(0,5,6,12)
|[2, 3]
|0.00037
|-
|20
|(0,5,7,11)
|[1, 1]
|0.00018
|-
|20
|(0,5,8,10)
|[2, 1]
|0.00007
|-
|20
|(0,5,9,19)
|[1, 3]
|0.00054
|-
|20
|(0,5,16,18)
|[3, 2]
|0.00075
|-
|20
|(0,5,16,19)
|[1, 1]
|0.00090
|-
|20
|(0,5,17,18)
|[3, 1]
|0.00034
|-
|20
|(0,6,10,13)
|[3, 2]
|0.00055
|-
|20
|(0,6,14,16)
|[2, 1]
|0.00068
|-
|20
|(0,7,15,18)
|[3, 2]
|0.00079
|-
|20
|(0,8,11,13)
|[3, 1]
|0.00098
|-
|20
|(0,8,11,14)
|[2, 1]
|0.00044
|-
|20
|(0,9,15,17)
|[3, 1]
|0.00090
|-
|20
|(0,9,15,18)
|[2, 1]
|0.00084
|-
|20
|(0,10,11,16)
|[3, 2]
|0.00056
|-
|20
|(0,11,13,17)
|[2, 1]
|0.00086
|-
|20
|(0,12,13,16)
|[3, 1]
|0.00002
|-
|20
|(0,13,16,19)
|[3, 1]
|0.00072
|-
|21
|(0,1,11,13)
|[1, 3]
|0.00077
|-
|21
|(0,1,12,13)
|[2, 3]
|0.00023
|-
|21
|(0,1,12,14)
|[1, 3]
|0.00022
|-
|21
|(0,1,13,14)
|[2, 3]
|0.00058
|-
|21
|(0,2,4,9)
|[1, 3]
|0.00001
|-
|21
|(0,2,8,11)
|[1, 2]
|0.00038
|-
|21
|(0,2,9,10)
|[3, 2]
|0.00021
|-
|21
|(0,2,10,11)
|[3, 2]
|0.00076
|-
|21
|(0,2,11,15)
|[1, 3]
|0.00054
|-
|21
|(0,2,12,14)
|[2, 3]
|0.00046
|-
|21
|(0,3,11,17)
|[1, 3]
|0.00079
|-
|21
|(0,3,12,15)
|[2, 3]
|0.00071
|-
|21
|(0,3,12,16)
|[1, 2]
|0.00063
|-
|21
|(0,3,13,14)
|[2, 1]
|0.00034
|-
|21
|(0,3,13,15)
|[1, 1]
|0.00042
|-
|21
|(0,3,14,15)
|[2, 1]
|0.00082
|-
|21
|(0,4,5,10)
|[2, 3]
|0.00004
|-
|21
|(0,4,6,15)
|[1, 3]
|0.00053
|-
|21
|(0,4,9,12)
|[1, 1]
|0.00060
|-
|21
|(0,4,10,11)
|[3, 1]
|0.00025
|-
|21
|(0,4,10,12)
|[3, 2]
|0.00053
|-
|21
|(0,4,10,18)
|[1, 3]
|0.00092
|-
|21
|(0,4,11,12)
|[3, 1]
|0.00083
|-
|21
|(0,4,12,16)
|[2, 3]
|0.00096
|-
|21
|(0,5,7,11)
|[1, 1]
|0.00093
|-
|21
|(0,5,8,10)
|[2, 1]
|0.00057
|-
|21
|(0,5,17,18)
|[3, 1]
|0.00069
|-
|21
|(0,5,17,19)
|[3, 2]
|0.00001
|-
|21
|(0,5,18,19)
|[3, 1]
|0.00067
|-
|21
|(0,6,7,14)
|[2, 3]
|0.00050
|-
|21
|(0,6,7,16)
|[1, 2]
|0.00091
|-
|21
|(0,6,10,13)
|[3, 2]
|0.00078
|-
|21
|(0,6,14,16)
|[2, 1]
|0.00079
|-
|21
|(0,8,11,14)
|[2, 1]
|0.00096
|-
|21
|(0,8,11,15)
|[3, 2]
|0.00093
|-
|21
|(0,8,12,14)
|[3, 1]
|0.00046
|-
|21
|(0,9,15,19)
|[3, 2]
|0.00062
|-
|21
|(0,9,16,18)
|[3, 1]
|0.00029
|-
|21
|(0,14,15,20)
|[2, 1]
|0.00046
|-
|22
|(0,1,12,13)
|[2, 3]
|0.00063
|-
|22
|(0,1,12,14)
|[1, 3]
|0.00033
|-
|22
|(0,1,13,14)
|[2, 3]
|0.00010
|-
|22
|(0,1,13,15)
|[1, 3]
|0.00058
|-
|22
|(0,1,14,15)
|[2, 3]
|0.00084
|-
|22
|(0,2,4,9)
|[1, 3]
|0.00048
|-
|22
|(0,2,9,10)
|[3, 2]
|0.00055
|-
|22
|(0,2,9,12)
|[1, 2]
|0.00063
|-
|22
|(0,2,10,11)
|[3, 2]
|0.00032
|-
|22
|(0,2,12,16)
|[1, 3]
|0.00027
|-
|22
|(0,2,13,15)
|[2, 3]
|0.00020
|-
|22
|(0,3,5,10)
|[1, 2]
|0.00060
|-
|22
|(0,3,6,13)
|[1, 3]
|0.00021
|-
|22
|(0,3,11,17)
|[1, 3]
|0.00094
|-
|22
|(0,3,12,16)
|[1, 2]
|0.00091
|-
|22
|(0,3,13,14)
|[2, 1]
|0.00090
|-
|22
|(0,3,13,15)
|[1, 1]
|0.00067
|-
|22
|(0,3,13,16)
|[2, 3]
|0.00030
|-
|22
|(0,3,14,15)
|[2, 1]
|0.00013
|-
|22
|(0,4,5,10)
|[2, 3]
|0.00084
|-
|22
|(0,4,8,14)
|[1, 2]
|0.00036
|-
|22
|(0,4,10,11)
|[3, 1]
|0.00063
|-
|22
|(0,4,10,12)
|[3, 2]
|0.00026
|-
|22
|(0,4,10,13)
|[1, 1]
|0.00088
|-
|22
|(0,4,11,12)
|[3, 1]
|0.00034
|-
|22
|(0,4,11,19)
|[1, 3]
|0.00074
|-
|22
|(0,4,13,17)
|[2, 3]
|0.00040
|-
|22
|(0,5,9,11)
|[2, 1]
|0.00070
|-
|22
|(0,5,13,18)
|[2, 3]
|0.00051
|-
|22
|(0,5,17,20)
|[1, 1]
|0.00072
|-
|22
|(0,5,18,19)
|[3, 1]
|0.00030
|-
|22
|(0,5,18,20)
|[3, 2]
|0.00060
|-
|22
|(0,5,19,20)
|[3, 1]
|0.00094
|-
|22
|(0,6,11,14)
|[3, 2]
|0.00094
|-
|22
|(0,6,12,20)
|[1, 2]
|0.00090
|-
|22
|(0,6,13,19)
|[2, 3]
|0.00063
|-
|22
|(0,6,14,18)
|[1, 1]
|0.00040
|-
|22
|(0,6,15,17)
|[2, 1]
|0.00019
|-
|22
|(0,7,8,10)
|[3, 1]
|0.00099
|-
|22
|(0,7,8,16)
|[2, 3]
|0.00063
|-
|22
|(0,7,9,19)
|[1, 2]
|0.00071
|-
|22
|(0,7,13,20)
|[2, 3]
|0.00074
|-
|22
|(0,7,16,19)
|[3, 2]
|0.00025
|-
|22
|(0,8,10,16)
|[1, 1]
|0.00087
|-
|22
|(0,8,11,15)
|[3, 2]
|0.00074
|-
|22
|(0,8,12,14)
|[3, 1]
|0.00043
|-
|22
|(0,8,12,15)
|[2, 1]
|0.00090
|-
|22
|(0,8,13,21)
|[2, 3]
|0.00086
|-
|22
|(0,9,16,19)
|[2, 1]
|0.00013
|-
|22
|(0,10,13,20)
|[1, 1]
|0.00076
|-
|22
|(0,12,14,17)
|[3, 1]
|0.00064
|-
|22
|(0,12,17,21)
|[2, 1]
|0.00018
|-
|22
|(0,13,17,20)
|[3, 1]
|0.00044
|-
|23
|(0,1,12,13)
|[2, 3]
|0.00095
|-
|23
|(0,1,12,14)
|[1, 3]
|0.00078
|-
|23
|(0,1,13,14)
|[2, 3]
|0.00030
|-
|23
|(0,1,13,15)
|[1, 3]
|0.00004
|-
|23
|(0,1,14,15)
|[2, 3]
|0.00037
|-
|23
|(0,1,14,16)
|[1, 3]
|0.00089
|-
|23
|(0,2,4,9)
|[1, 3]
|0.00088
|-
|23
|(0,2,5,10)
|[1, 3]
|0.00081
|-
|23
|(0,2,9,10)
|[3, 2]
|0.00082
|-
|23
|(0,2,9,12)
|[1, 2]
|0.00006
|-
|23
|(0,2,10,11)
|[3, 2]
|0.00004
|-
|23
|(0,2,11,12)
|[3, 2]
|0.00077
|-
|23
|(0,2,12,16)
|[1, 3]
|0.00074
|-
|23
|(0,2,13,15)
|[2, 3]
|0.00061
|-
|23
|(0,2,13,17)
|[1, 3]
|0.00096
|-
|23
|(0,2,14,16)
|[2, 3]
|0.00075
|-
|23
|(0,3,5,10)
|[1, 2]
|0.00007
|-
|23
|(0,3,6,13)
|[1, 3]
|0.00074
|-
|23
|(0,3,12,18)
|[1, 3]
|0.00021
|-
|23
|(0,3,13,16)
|[2, 3]
|0.00094
|-
|23
|(0,3,13,17)
|[1, 2]
|0.00013
|-
|23
|(0,3,14,15)
|[2, 1]
|0.00044
|-
|23
|(0,3,14,16)
|[1, 1]
|0.00007
|-
|23
|(0,3,15,16)
|[2, 1]
|0.00051
|-
|23
|(0,4,7,16)
|[1, 3]
|0.00012
|-
|23
|(0,4,10,11)
|[3, 1]
|0.00093
|-
|23
|(0,4,10,12)
|[3, 2]
|0.00092
|-
|23
|(0,4,10,13)
|[1, 1]
|0.00012
|-
|23
|(0,4,11,12)
|[3, 1]
|0.00006
|-
|23
|(0,4,11,13)
|[3, 2]
|0.00073
|-
|23
|(0,4,12,13)
|[3, 1]
|0.00084
|-
|23
|(0,4,15,20)
|[1, 2]
|0.00027
|-
|23
|(0,5,6,14)
|[1, 2]
|0.00058
|-
|23
|(0,5,7,13)
|[2, 3]
|0.00039
|-
|23
|(0,5,7,18)
|[1, 3]
|0.00076
|-
|23
|(0,5,8,12)
|[1, 1]
|0.00024
|-
|23
|(0,5,9,11)
|[2, 1]
|0.00011
|-
|23
|(0,5,11,18)
|[1, 2]
|0.00078
|-
|23
|(0,5,11,21)
|[1, 3]
|0.00062
|-
|23
|(0,5,18,20)
|[3, 2]
|0.00099
|-
|23
|(0,5,18,21)
|[1, 1]
|0.00008
|-
|23
|(0,5,19,20)
|[3, 1]
|0.00002
|-
|23
|(0,6,7,20)
|[1, 3]
|0.00071
|-
|23
|(0,6,8,15)
|[2, 3]
|0.00077
|-
|23
|(0,6,8,17)
|[1, 2]
|0.00005
|-
|23
|(0,6,11,14)
|[3, 2]
|0.00020
|-
|23
|(0,6,15,17)
|[2, 1]
|0.00098
|-
|23
|(0,7,8,10)
|[3, 1]
|0.00054
|-
|23
|(0,7,12,17)
|[1, 1]
|0.00079
|-
|23
|(0,7,17,20)
|[3, 2]
|0.00088
|-
|23
|(0,8,9,18)
|[2, 3]
|0.00015
|-
|23
|(0,8,11,22)
|[1, 2]
|0.00093
|-
|23
|(0,8,12,15)
|[2, 1]
|0.00031
|-
|23
|(0,8,13,15)
|[3, 1]
|0.00072
|-
|23
|(0,8,17,22)
|[1, 1]
|0.00068
|-
|23
|(0,9,15,21)
|[1, 1]
|0.00006
|-
|23
|(0,9,16,20)
|[3, 2]
|0.00014
|-
|23
|(0,9,17,19)
|[3, 1]
|0.00011
|-
|23
|(0,10,12,17)
|[3, 2]
|0.00063
|-
|23
|(0,11,12,20)
|[1, 1]
|0.00094
|-
|23
|(0,11,14,18)
|[2, 1]
|0.00078
|-
|23
|(0,11,16,21)
|[3, 2]
|0.00087
|-
|23
|(0,12,14,17)
|[3, 1]
|0.00065
|-
|23
|(0,13,16,22)
|[3, 2]
|0.00081
|-
|23
|(0,14,16,21)
|[2, 1]
|0.00064
|}
[[Category:Tables]][[Category:Tetrads]]
[[Category:Tables]][[Category:Tetrads]]
Retrieved from "https://en.xen.wiki/w/Partially_delta-rational_tetrads_in_small_edos"