Super-Arcturus 17L 2s
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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 |