Xenharmonic Wiki

17L 2s (3/1-equivalent)

Revision as of 00:00, 17 July 2018 by Wikispaces>FREEZE

Using a generator as which is as sharp as possible for an 'ordinary' ~5:3, this MOS is the most complex parent scale for an Arcturus-like temperament. It is also the most complex parent MOS for a temperament where two generators make an "ordinary" ~14:5 (the simplest is the proper Arcturus scale).

Generator cents L s 2g Notes
8\17 895.038 111.88 0.00 1790.075 L=1 s=0
57\121 895.962 110.0305 15.719 1791.925 L=7 s=1
49\104 896.113 109.728 18.288 1792.227 L=6 s=1
90\191 896.209 109.537 19.916 1792.418
41\87 896.324 109.308 21.862 1792.647 L=5 s=1
115\244 896.413 109.129 23.385 1792.826
74\157 896.463 109.029 24.229 1792.926
107\227 896.516 108.9225 25.136 1793.032
33\70 896.636 108.683 27.171 1793.272 L=4 s=1
124\263 896.739 108.4765 28.927 1793.478
91\193 896.777 108.402 33.368 1793.553
149\316 896.808 108.339 30.094 1793.616
58\123 896.857 108.241 30.926 1793.714 L=7 s=2
141\299 896.9085 108.138 31.805 1793.817
83\176 896.945 108.066 32.42 1793.889
108\229 896.992 107.971 33.222 1793.984
25\53 897.149 107.658 35.886 1794.297 L=3 s=1
117\248 897.293 107.368 38.346 1794.587
92\195 897.333 107.29 39.0145 1794.665
159\337 897.362 107.232 39.5065 1794.723
67\142 897.401 107.152 40.182 1794.803
176\375 897.437 107.081 40.793 1794.874
109\231 897.459 107.036 41.168 1794.919
151\320 897.485 106.985 41.605 1794.97
42\89 897.552 106.851 42.741 1795.104 L=5 s=2
143\303 897.622 106.71 43.94 1795.245
101\214 897.652 106.652 44.438 1795.303
160\339 897.678 106.599 44.884 1795.356
59\125 897.723 106.5095 45.647 1795.446 L=7 s=3
135\286 897.776 106.403 46.551 1795.552
76\161 897.817 106.3205 47.2535 1795.635
93\197 897.877 106.2005 48.273 1795.754
17\36 898.145 105.664 52.832 1796.291 L=2 s=1
94\199 898.411 105.133 57.345 1796.822
77\163 898.4695 105.016 58.342 1796.939
137\290 898.51 104.935 59.026 1797.02
60\127 898.561 104.832 59.904 1797.123 L=7 s=4
163\345 898.605 104.745 60.642 1797.201
103\218 898.63 104.695 61.072 1797.26
146\309 898.658 104.638 61.552 1797.317
43\91 898.726 104.503 62.702 1797.452 L=5 s=3
155\328 898.79 104.376 63.785 1797.579
112\237 898.814 104.327 64.201 1797.628
181\383 898.835 104.285 64.557 1797.67 Golden Super-Arcturus[19] is near here
69\146 898.869 104.217 65.135 1797.738
164\347 898.901 104.142 65.774 1797.813
95\201 898.934 104.087 66.237 1797.868
121\256 898.971 104.013 66.866 1797.942
26\55 899.106 103.743 69.162 1798.212 L=3 s=2
113\239 899.251 103.454 71.622 1798.501
87\184 899.294 103.367 72.357 1798.589
148\313 899.327 103.301 72.918 1798.654
61\129 899.374 103.207 73.719 1798.748 L=7 s=5
157\332 899.4185 103.118 74.474 1798.837
96\203 899.447 103.062 74.954 1798.893
131\277 899.4805 102.994 75.529 1798.961
35\74 899.573 102.808 77.106 1799.147 L=4 s=3
114/241 899.68 102.595 78.919 1799.36
79\167 899.727 102.501 79.723 1799.454
123\260 899.771 102.413 80.467 1799.542
44\93 899.85 102.256 81.8045 1799.699 L=5 s=4
97\205 899.949 102.056 83.5005 1799.899
53\112 900.032 101.89 84.909 1800.065 L=6 s=5
62\131 900.162 101.631 87.112 1800.324 L=7 s=6
9\19 900.926 100.103 1801.852 L=1 s=1
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