8L 1s
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Scale structure
Step pattern
LLLLLLLLs
sLLLLLLLL
Equave
2/1 (1200.0¢)
Period
2/1 (1200.0¢)
Generator size
Bright
1\9 to 1\8 (133.3¢ to 150.0¢)
Dark
7\8 to 8\9 (1050.0¢ to 1066.7¢)
TAMNAMS information
Name
subneutralic
Prefix
blu-
Abbrev.
blu
Related MOS scales
Parent
1L 7s
Sister
1L 8s
Daughters
9L 8s, 8L 9s
Neutralized
7L 2s
2-Flought
17L 1s, 8L 10s
Equal tunings
Equalized (L:s = 1:1)
1\9 (133.3¢)
Supersoft (L:s = 4:3)
4\35 (137.1¢)
Soft (L:s = 3:2)
3\26 (138.5¢)
Semisoft (L:s = 5:3)
5\43 (139.5¢)
Basic (L:s = 2:1)
2\17 (141.2¢)
Semihard (L:s = 5:2)
5\42 (142.9¢)
Hard (L:s = 3:1)
3\25 (144.0¢)
Superhard (L:s = 4:1)
4\33 (145.5¢)
Collapsed (L:s = 1:0)
1\8 (150.0¢)
← 7L 1s | 8L 1s | 9L 1s → |
↙ 7L 2s | ↓ 8L 2s | 9L 2s ↘ |
┌╥╥╥╥╥╥╥╥┬┐ │║║║║║║║║││ │││││││││││ └┴┴┴┴┴┴┴┴┴┘
sLLLLLLLL
8L 1s, named subneutralic in TAMNAMS, is a 2/1-equivalent (octave-equivalent) moment of symmetry scale containing 8 large steps and 1 small step, repeating every octave. Generators that produce this scale range from 133.3¢ to 150¢, or from 1050¢ to 1066.7¢. Scales of this form are always proper because there is only one small step. 8L 1s generates a scale similar to nonatonic Indonesian gamelan scales (i.e. Pelog and Slendro plus 4 of the 12 microtonal adjustments from the theories of Sundanese composer-muiscologist-teacher Raden Machjar Angga Koesoemadinata or a median between the two) with a generator narrower than 2\17edo, and a largely-unknown scale family with a wider generator.
Modes
UDP | Cyclic Order |
Step Pattern |
Scale Degree (bludegree) | |||||||||
---|---|---|---|---|---|---|---|---|---|---|---|---|
0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | |||
8|0 | 1 | LLLLLLLLs | Perf. | Perf. | Maj. | Maj. | Maj. | Maj. | Maj. | Maj. | Aug. | Perf. |
7|1 | 2 | LLLLLLLsL | Perf. | Perf. | Maj. | Maj. | Maj. | Maj. | Maj. | Maj. | Perf. | Perf. |
6|2 | 3 | LLLLLLsLL | Perf. | Perf. | Maj. | Maj. | Maj. | Maj. | Maj. | Min. | Perf. | Perf. |
5|3 | 4 | LLLLLsLLL | Perf. | Perf. | Maj. | Maj. | Maj. | Maj. | Min. | Min. | Perf. | Perf. |
4|4 | 5 | LLLLsLLLL | Perf. | Perf. | Maj. | Maj. | Maj. | Min. | Min. | Min. | Perf. | Perf. |
3|5 | 6 | LLLsLLLLL | Perf. | Perf. | Maj. | Maj. | Min. | Min. | Min. | Min. | Perf. | Perf. |
2|6 | 7 | LLsLLLLLL | Perf. | Perf. | Maj. | Min. | Min. | Min. | Min. | Min. | Perf. | Perf. |
1|7 | 8 | LsLLLLLLL | Perf. | Perf. | Min. | Min. | Min. | Min. | Min. | Min. | Perf. | Perf. |
0|8 | 9 | sLLLLLLLL | Perf. | Dim. | Min. | Min. | Min. | Min. | Min. | Min. | Perf. | Perf. |
Scale tree
Generator | Cents | Remainder | Comments | ||||||
---|---|---|---|---|---|---|---|---|---|
1\9 | 133.333 | 133.333 | L/s = 1 | ||||||
8\71 | 135.211 | 118.310 | |||||||
7\62 | 135.484 | 116.129 | |||||||
13\115 | 135.652 | 114.783 | |||||||
6\53 | 135.849 | 113.208 | |||||||
17\150 | 136.000 | 112.000 | |||||||
11\97 | 136.082 | 111.340 | |||||||
16\141 | 136.170 | 110.638 | |||||||
5\44 | 136.364 | 109.091 | |||||||
19\167 | 136.527 | 107.784 | |||||||
14\123 | 136.585 | 107.317 | |||||||
23\202 | 136.634 | 106.931 | |||||||
9\79 | 136.709 | 106.329 | |||||||
22\193 | 136.788 | 105.699 | |||||||
13\114 | 136.842 | 105.263 | |||||||
17\149 | 136.913 | 104.698 | |||||||
4\35 | 137.143 | 102.857 | |||||||
19\166 | 137.349 | 101.205 | |||||||
15\131 | 137.405 | 100.763 | |||||||
26\227 | 137.445 | 100.441 | |||||||
11\96 | 137.500 | 100.000 | |||||||
29\253 | 137.549 | 99.605 | |||||||
18\157 | 137.580 | 99.363 | |||||||
25\218 | 134.615 | 99.083 | |||||||
7\61 | 137.705 | 98.361 | |||||||
24\209 | 137.799 | 97.608 | |||||||
17\148 | 137.838 | 97.297 | |||||||
27\235 | 137.872 | 97.021 | |||||||
10\87 | 137.931 | 96.552 | |||||||
23\200 | 138.000 | 96.000 | |||||||
13\113 | 138.053 | 95.575 | |||||||
16\139 | 138.130 | 94.964 | |||||||
3\26 | 138.462 | 92.308 | L/s = 1.5 | ||||||
17\147 | 138.776 | 89.796 | |||||||
14\121 | 138.843 | 89.256 | |||||||
25\216 | 138.889 | 88.889 | |||||||
138.943 | 88.454 | ||||||||
11\95 | 138.947 | 88,421 | |||||||
30\259 | 138.996 | 88.031 | |||||||
19\164 | 139.024 | 87.805 | |||||||
27\233 | 139.056 | 87.554 | |||||||
8\69 | 139.130 | 86.957 | |||||||
29\250 | 139.200 | 86.400 | |||||||
21\181 | 139.227 | 86.188 | |||||||
139.242 | 86.057 | ||||||||
34\293 | 139.249 | 86.007 | |||||||
13\112 | 139.286 | 85.714 | |||||||
31\267 | 139.326 | 85.393 | |||||||
18\155 | 139.355 | 85.161 | |||||||
23\198 | 139.394 | 84.848 | |||||||
5\43 | 139.535 | 83.721 | |||||||
22\189 | 139.683 | 82.540 | |||||||
17\146 | 139.726 | 82.192 | |||||||
29\249 | 139.759 | 81.928 | |||||||
12\103 | 139.803 | 81.553 | |||||||
31\266 | 139.850 | 81.203 | |||||||
19\163 | 139.877 | 80.982 | |||||||
139.903 | 80.773 | ||||||||
26\223 | 139.910 | 80.717 | |||||||
7\60 | 140.000 | 80.000 | Bleu is around here | ||||||
23\197 | 140.102 | 79.188 | |||||||
16\137 | 140.146 | 78.832 | |||||||
25\214 | 140.187 | 78.505 | |||||||
9\77 | 140.260 | 77.922 | Tsaharuk is between here… | ||||||
20\171 | 140.351 | 77.193 | |||||||
11\94 | 140.426 | 76.595 | …and here
Quanic is between here… | ||||||
13\111 | 140.541 | 75.676 | …and here | ||||||
2\17 | 141.176 | 70.588 | L/s = 2 | ||||||
13\110 | 141.818 | 65.455 | |||||||
11\93 | 141.936 | 64.516 | |||||||
20\169 | 142.012 | 63.905 | |||||||
9\76 | 142.105 | 63.158 | |||||||
25\211 | 142.180 | 62.559 | |||||||
16\135 | 142.222 | 62.222 | |||||||
23\194 | 142.268 | 61.856 | |||||||
7\59 | 142.373 | 61.017 | |||||||
26\219 | 142.466 | 60.273 | |||||||
19\160 | 142.500 | 60.000 | |||||||
31\261 | 142.529 | 59.770 | |||||||
12\101 | 142.574 | 59.406 | |||||||
29\244 | 142.623 | 59.016 | |||||||
17\143 | 142.657 | 58.741 | |||||||
22\185 | 142.703 | 58.378 | |||||||
5\42 | 142.857 | 57.143 | |||||||
23\193 | 143.005 | 55.959 | |||||||
18\151 | 143.046 | 55.629 | |||||||
31\260 | 143.077 | 55.285 | |||||||
13\109 | 143.119 | 55.045 | |||||||
34\285 | 143.158 | 54.737 | |||||||
143.1645 | 54.684 | ||||||||
21\176 | 143.182 | 54.545 | |||||||
29\243 | 143.210 | 54.321 | |||||||
8\67 | 143.284 | 53.731 | |||||||
27\226 | 143.363 | 53.097 | |||||||
19\159 | 143.396 | 52.830 | |||||||
143.406 | 52.756 | L/s = e | |||||||
30\251 | 143.426 | 52.590 | |||||||
11\92 | 143.478 | 52.174 | |||||||
25\209 | 143.541 | 51.675 | |||||||
14\117 | 143.590 | 51.282 | |||||||
17\142 | 143.662 | 50.704 | |||||||
3\25 | 144.000 | 48.000 | L/s = 3 | ||||||
144.260 | 45.919 | L/s = pi | |||||||
16\133 | 144.361 | 45.113 | |||||||
13\108 | 144.444 | 44.444 | |||||||
23\191 | 144.503 | 43.979 | |||||||
10\83 | 144.578 | 43.373 | |||||||
27\224 | 144.643 | 42.857 | |||||||
17\141 | 144.681 | 42.553 | |||||||
24\199 | 144.724 | 42.211 | |||||||
7\58 | 144.828 | 41.379 | |||||||
25\207 | 144.928 | 40.580 | |||||||
18\149 | 144.966 | 40.268 | |||||||
29\240 | 145.000 | 40.000 | |||||||
11\91 | 145.055 | 39.560 | |||||||
26\215 | 145.116 | 39.070 | |||||||
15\124 | 145.161 | 38.710 | |||||||
19\157 | 145.223 | 38.217 | |||||||
4\33 | 145.455 | 36.364 | L/s = 4 | ||||||
17\140 | 145.714 | 34.286 | |||||||
13\107 | 145.794 | 33.645 | |||||||
22\181 | 145.856 | 33.149 | |||||||
9\74 | 145.946 | 32.432 | |||||||
23\189 | 146.031 | 31.746 | |||||||
14\115 | 146.087 | 31.304 | |||||||
19\156 | 146.154 | 30.769 | |||||||
5\41 | 146.341 | 29.268 | Bohpier is between here… | ||||||
16\131 | 146.565 | 27.481 | |||||||
11\90 | 146.667 | 26.667 | |||||||
17\139 | 146.763 | 25.899 | |||||||
6\49 | 146.939 | 24.490 | …and here | ||||||
13\106 | 147.170 | 22.642 | |||||||
7\57 | 147.368 | 21.052 | |||||||
8\65 | 147.692 | 18.462 | |||||||
1\8 | 150.000 | 0.000 |