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For testing out templates.
{{User:Ganaram inukshuk/Template:Mbox|text=For testing out templates.}}
 




Revision as of 23:57, 10 May 2024

For testing out templates.



Jirined testing

Intervals of 12edo (as a 2.3.5.7.17.19 subgroup temperament)
Degree Cents Approximated JI intervals
2-limit 3-limit 5-limit 7-limit 17-limit 19-limit
0 0.000 1/1
1 100.000 16/15
25/24 		15/14
21/20 		17/16
18/17 		19/18
20/19
2 200.000 9/8 10/9 28/25 17/15
96/85 		64/57
3 300.000 32/27 6/5 20/17 19/16
4 400.000 5/4
32/25 		51/40
64/51 		24/19
5 500.000 4/3 27/20 21/16 19/14
6 600.000 45/32
64/45 		7/5
10/7 		17/12
24/17
7 700.000 3/2 40/27 32/21 28/19
8 800.000 8/5
25/16 		51/32
80/51 		19/12
9 900.000 27/16 5/3 17/10 32/19
10 1000.000 16/9 9/5 25/14 30/17
85/48 		57/32
11 1100.000 15/8
48/25 		28/15
40/21 		17/9
32/17 		19/10
36/19
12 1200.000 2/1


Intervals of 72edo (as a 2.3.5.7.11.19 subgroup temperament)
Degree Cents Approximated JI intervals
2-limit 3-limit 5-limit 7-limit 11-limit 19-limit
0 0.000 1/1
1 16.667 81/80 96/95
2 33.333 49/48 56/55 57/56
3 50.000 36/35 33/32
4 66.667 25/24 28/27 80/77
5 83.333 21/20 22/21
6 100.000 128/121
7 116.667 16/15 15/14 77/72
8 133.333 27/25
9 150.000 160/147 12/11
10 166.667 11/10
11 183.333 10/9 49/44
12 200.000 9/8 28/25 64/57
13 216.667 25/22
112/99
14 233.333 8/7 55/48
15 250.000 22/19
16 266.667 7/6 64/55
17 283.333 33/28 112/95
18 300.000 25/21 19/16
19 316.667 6/5 77/64 160/133
20 333.333 40/33
21 350.000 49/40
60/49 		11/9
27/22
22 366.667 99/80
23 383.333 5/4 56/45 96/77
24 400.000 44/35 24/19
25 416.667 80/63 14/11
26 433.333 9/7
27 450.000 35/27 57/44
28 466.667 21/16
64/49 		72/55
29 483.333 33/25
160/121 		95/72
30 500.000 4/3
31 516.667 27/20 128/95
32 533.333 49/36 15/11 19/14
33 550.000 48/35 11/8
34 566.667 25/18
35 583.333 7/5 88/63 80/57
36 600.000
37 616.667 10/7 63/44 57/40
38 633.333 36/25
39 650.000 35/24 16/11
40 666.667 72/49 22/15 28/19
41 683.333 40/27 95/64
42 700.000 3/2
43 716.667 50/33
121/80 		144/95
44 733.333 32/21
49/32 		55/36
45 750.000 54/35 88/57
46 766.667 14/9
47 783.333 63/40 11/7
48 800.000 35/22 19/12
49 816.667 8/5 45/28 77/48
50 833.333 160/99
51 850.000 49/30
80/49 		18/11
44/27
52 866.667 33/20
53 883.333 5/3 128/77 133/80
54 900.000 42/25 32/19
55 916.667 56/33 95/56
56 933.333 12/7 55/32
57 950.000 19/11
58 966.667 7/4 96/55
59 983.333 44/25
99/56
60 1000.000 16/9 25/14 57/32
61 1016.667 9/5 88/49
62 1033.333 20/11
63 1050.000 147/80 11/6
64 1066.667 50/27
65 1083.333 15/8 28/15 144/77
66 1100.000 121/64
67 1116.667 40/21 21/11
68 1133.333 48/25 27/14 77/40
69 1150.000 35/18 64/33
70 1166.667 96/49 55/28 112/57
71 1183.333 160/81 95/48
72 1200.000 2/1


Intervals of 5edo (as a 5-limit temperament)
Degree Cents Approximated JI intervals
2-limit 3-limit 5-limit
0 0.000 1/1
1 240.000 9/8
32/27 		10/9
2 480.000 4/3 27/20
32/25
3 720.000 3/2 25/16
40/27
4 960.000 16/9
27/16 		9/5
5 1200.000 2/1


Intervals of 13edt (as a 3.5.7 subgroup temperament)
Degree Cents Approximated JI intervals
3-limit 5-limit 7-limit
0 0.000 1/1
1 146.304 27/25
2 292.608 25/21
3 438.913 9/7
35/27
4 585.217 7/5
5 731.521 75/49
6 877.825 5/3 81/49
7 1024.130 9/5 49/27
8 1170.434 49/25
9 1316.738 15/7
10 1463.042 7/3
81/35
11 1609.347 63/25
12 1755.651 25/9
13 1901.955 3/1


Intervals of 7edf (as a 5-limit temperament)
Degree Cents Approximated JI intervals
2-limit 3-limit 5-limit
0 0.000 1/1
1 100.279 16/15
25/24
2 200.559 9/8 10/9
3 300.838 32/27 6/5
75/64
4 401.117 81/64 5/4
32/25
5 501.396 4/3 27/20
6 601.676 36/25
45/32
7 701.955 3/2


Table of 22edo intervals

Intervals of 22edo (as a 2.3.5.7.11.17 subgroup temperament)
Degree Cents Approximated JI intervals
2-limit 3-limit 5-limit 7-limit 11-limit 17-limit
0 0.000 1/1
1 54.545 25/24 28/27
36/35 		33/32 34/33
35/34
2 109.091 16/15 15/14 17/16
18/17
3 163.636 10/9 35/32 11/10
12/11 		56/51
4 218.182 9/8 8/7 25/22 17/15
5 272.727 7/6 33/28
64/55 		20/17
6 327.273 6/5 40/33 17/14
7 381.818 5/4 56/45 44/35 21/17
34/27
64/51
68/55
8 436.364 32/25 9/7
35/27 		14/11 22/17
9 490.909 4/3 33/25 45/34
10 545.455 48/35
49/36 		11/8
15/11 		34/25
11 600.000 45/32
64/45 		7/5
10/7 		17/12
24/17
12 654.545 35/24
72/49 		16/11
22/15 		25/17
13 709.091 3/2 50/33 68/45
14 763.636 25/16 14/9
54/35 		11/7 17/11
15 818.182 8/5 45/28 35/22 27/17
34/21
51/32
55/34
16 872.727 5/3 33/20 28/17
17 927.273 12/7 55/32
56/33 		17/10
18 981.818 16/9 7/4 44/25 30/17
19 1036.364 9/5 64/35 11/6
20/11 		51/28
20 1090.909 15/8 28/15 17/9
32/17
21 1145.455 48/25 27/14
35/18 		64/33 33/17
68/35
22 1200.000 2/1


Table of 19edo intervals

Intervals of 19edo (as a 2.3.5.7.13 subgroup temperament)
Degree Cents Approximated JI intervals
2-limit 3-limit 5-limit 7-limit 13-limit
0 0.000 1/1
1 63.158 25/24 21/20
28/27 		40/39
2 126.316 16/15 15/14 13/12
14/13
3 189.474 9/8 10/9 28/25
4 252.632 7/6
8/7 		15/13
5 315.789 32/27 6/5
6 378.947 5/4 16/13
7 442.105 32/25 9/7 13/10
8 505.263 4/3 27/20
9 568.421 25/18 7/5
48/35 		18/13
10 631.579 36/25 10/7
35/24 		13/9
11 694.737 3/2 40/27
12 757.895 25/16 14/9 20/13
13 821.053 8/5 13/8
14 884.211 27/16 5/3
15 947.368 7/4
12/7 		26/15
16 1010.526 16/9 9/5 25/14
17 1073.684 15/8 28/15 13/7
24/13
18 1136.842 48/25 27/14
40/21 		39/20
19 1200.000 2/1


Table of 103edo intervals

Intervals of 103edo (as a 17-limit temperament)
Degree Cents Approximated JI intervals
2-limit 3-limit 5-limit 7-limit 11-limit 13-limit 17-limit
0 0.000 1/1
1 11.650 126/125 144/143 120/119
136/135
2 23.301 81/80 66/65
78/77
3 34.951 49/48
50/49 		55/54 51/50
52/51
4 46.602 36/35 77/75 40/39
5 58.252 88/85
6 69.903 25/24 126/121 26/25 51/49
7 81.553 21/20 22/21 68/65
8 93.204 132/125 96/91
9 104.854 35/33 52/49 17/16
10 116.505 15/14 77/72
11 128.155 14/13 55/51
128/119
12 139.806 13/12
13 151.456 12/11 85/78
130/119
14 163.107 11/10 100/91 56/51
15 174.757 72/65
16 186.408 49/44 39/35
17 198.058 28/25 55/49 102/91
18 209.709 44/39 96/85
19 221.359 25/22 91/80
20 233.010 8/7 55/48
63/55
21 244.660 144/125 15/13 98/85
22 256.311 65/56 51/44
23 267.961 7/6 90/77
24 279.612 88/75 20/17
25 291.262 32/27 13/11
77/65
26 302.913 25/21 144/121 81/68
27 314.563 6/5
28 326.214 110/91
29 337.864 91/75 17/14
30 349.515 49/40
60/49 		11/9 104/85
31 361.165 16/13
32 372.816 26/21
33 384.466 5/4 96/77 81/65
156/125
34 396.117 44/35 49/39 34/27
64/51
35 407.767 81/64 91/72
36 419.417 14/11 51/40
65/51
37 431.068 77/60 50/39
104/81
38 442.718 128/99 84/65
156/121
39 454.369 100/77 13/10
40 466.019 98/75 55/42
72/55 		17/13
156/119
41 477.670 33/25 120/91 112/85
42 489.320 65/49 85/64
102/77
43 500.971 4/3 91/68
44 512.621 66/49 35/26 160/119
45 524.272 65/48
88/65
46 535.922 49/36 15/11
47 547.573 48/35 70/51
136/99
48 559.223 112/81 91/66
49 570.874 25/18 39/28
50 582.524 7/5 108/77
51 594.175 55/39 24/17
52 605.825 78/55 17/12
53 617.476 10/7 77/54
54 629.126 36/25 56/39
55 640.777 81/56 132/91
56 652.427 35/24 51/35
99/68
57 664.078 72/49 22/15
58 675.728 65/44
96/65
59 687.379 49/33 52/35 119/80
60 699.029 3/2 136/91
61 710.680 98/65 77/51
128/85
62 722.330 50/33 91/60 85/56
63 733.981 75/49 55/36
84/55 		26/17
119/78
64 745.631 77/50 20/13
65 757.282 99/64 65/42
121/78
66 768.932 120/77 39/25
81/52
67 780.583 11/7 80/51
102/65
68 792.233 128/81 144/91
69 803.883 35/22 78/49 27/17
51/32
70 815.534 8/5 77/48 125/78
130/81
71 827.184 21/13
72 838.835 13/8
73 850.485 49/30
80/49 		18/11 85/52
74 862.136 150/91 28/17
75 873.786 91/55
76 885.437 5/3
77 897.087 42/25 121/72 136/81
78 908.738 27/16 22/13
130/77
79 920.388 75/44 17/10
80 932.039 12/7 77/45
81 943.689 112/65 88/51
82 955.340 125/72 26/15 85/49
83 966.990 7/4 96/55
110/63
84 978.641 44/25 160/91
85 990.291 39/22 85/48
86 1001.942 25/14 98/55 91/51
87 1013.592 88/49 70/39
88 1025.243 65/36
89 1036.893 20/11 91/50 51/28
90 1048.544 11/6 119/65
156/85
91 1060.194 24/13
92 1071.845 13/7 102/55
119/64
93 1083.495 28/15 144/77
94 1095.146 66/35 49/26 32/17
95 1106.796 125/66 91/48
96 1118.447 40/21 21/11 65/34
97 1130.097 48/25 121/63 25/13 98/51
98 1141.748 85/44
99 1153.398 35/18 150/77 39/20
100 1165.049 49/25
96/49 		108/55 51/26
100/51
101 1176.699 160/81 65/33
77/39
102 1188.350 125/63 143/72 119/60
135/68
103 1200.000 2/1


Table of 167edo intervals

Intervals of 167edo (as a 13-limit temperament)
Degree Cents Approximated JI intervals
2-limit 3-limit 5-limit 7-limit 11-limit 13-limit
0 0.000 1/1
1 7.186
2 14.371 126/125
3 21.557 81/80 78/77
4 28.743 64/63 65/64
5 35.928 49/48
50/49
6 43.114 128/125 40/39
7 50.299 36/35
8 57.485
9 64.671 28/27 80/77 27/26
10 71.856 25/24 126/121
11 79.042 22/21
12 86.228 21/20 81/77 104/99
13 93.413 132/125 96/91
14 100.599 35/33
15 107.784
16 114.970 77/72
17 122.156 130/121
18 129.341 14/13
19 136.527 13/12
20 143.713 88/81
21 150.898 12/11
22 158.084
23 165.269 11/10 100/91
24 172.455
25 179.641
26 186.826 49/44 39/35
27 194.012 160/143
28 201.198 55/49
29 208.383 44/39
30 215.569 112/99
31 222.754 25/22 91/80
32 229.940 8/7
33 237.126 55/48
63/55
34 244.311 144/125
35 251.497 81/70 140/121 52/45
36 258.683 65/56
37 265.868 7/6
38 273.054 75/64
39 280.240
40 287.425 13/11
41 294.611 32/27 77/65
108/91
42 301.796 25/21 144/121
43 308.982 140/117
44 316.168 6/5
45 323.353
46 330.539 98/81 63/52
47 337.725
48 344.910 128/105
49 352.096 49/40
60/49
50 359.281 16/13
51 366.467 100/81
52 373.653
53 380.838 96/77 81/65
54 388.024 5/4
55 395.210 44/35 49/39
56 402.395
57 409.581 81/64
58 416.766 14/11
59 423.952
60 431.138 77/60 50/39
104/81
61 438.323 156/121
62 445.509 128/99 84/65
63 452.695 100/77 13/10
64 459.880
65 467.066 55/42
72/55
66 474.251
67 481.437 33/25
68 488.623 65/49
69 495.808
70 502.994
71 510.180
72 517.365 66/49
73 524.551 65/48
88/65
74 531.737 49/36 110/81
75 538.922 15/11
76 546.108 48/35
77 553.293 11/8
78 560.479 112/81
79 567.665 25/18 104/75
80 574.850 39/28
81 582.036 7/5
82 589.222 45/32 128/91
83 596.407 55/39
84 603.593 78/55
85 610.778 64/45 91/64
86 617.964 10/7
87 625.150 56/39
88 632.335 36/25 75/52
89 639.521 81/56
90 646.707 16/11
91 653.892 35/24
92 661.078 22/15
93 668.263 72/49 81/55
94 675.449 65/44
96/65
95 682.635 49/33
96 689.820
97 697.006
98 704.192
99 711.377 98/65
100 718.563 50/33
101 725.749
102 732.934 55/36
84/55
103 740.120
104 747.305 77/50 20/13
105 754.491 99/64 65/42
106 761.677 121/78
107 768.862 120/77 39/25
81/52
108 776.048
109 783.234 11/7
110 790.419 128/81
111 797.605
112 804.790 35/22 78/49
113 811.976 8/5
114 819.162 77/48 130/81
115 826.347
116 833.533 81/50
117 840.719 13/8
118 847.904 49/30
80/49
119 855.090 105/64
120 862.275
121 869.461 81/49 104/63
122 876.647
123 883.832 5/3
124 891.018 117/70
125 898.204 42/25 121/72
126 905.389 27/16 91/54
130/77
127 912.575 22/13
128 919.760
129 926.946 128/75
130 934.132 12/7
131 941.317 112/65
132 948.503 140/81 121/70 45/26
133 955.689 125/72
134 962.874 96/55
110/63
135 970.060 7/4
136 977.246 44/25 160/91
137 984.431 99/56
138 991.617 39/22
139 998.802 98/55
140 1005.988 143/80
141 1013.174 88/49 70/39
142 1020.359
143 1027.545
144 1034.731 20/11 91/50
145 1041.916
146 1049.102 11/6
147 1056.287 81/44
148 1063.473 24/13
149 1070.659 13/7
150 1077.844 121/65
151 1085.030 144/77
152 1092.216
153 1099.401 66/35
154 1106.587 125/66 91/48
155 1113.772 40/21 154/81 99/52
156 1120.958 21/11
157 1128.144 48/25 121/63
158 1135.329 27/14 77/40 52/27
159 1142.515
160 1149.701 35/18
161 1156.886 125/64 39/20
162 1164.072 49/25
96/49
163 1171.257 63/32 128/65
164 1178.443 160/81 77/39
165 1185.629 125/63
166 1192.814
167 1200.000 2/1
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