Super-Arcturus 15L 2s
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This MOS, which uses a moderately sharp ~5:3 as a generator, is the closest thing to an enharmonic scale that the "proper" Arcturus temperament can provide. Of course, it is not really an Arcturus scale in the strictest sense of what Arcturus tempering entails, but its 9th is still a reasonably good 5:3.
Generator | cents | L | s | 2g | Notes | ||||||
---|---|---|---|---|---|---|---|---|---|---|---|
7\15 | 887.579 | 126.797 | 0.00 | 1775.158 | L=1 s=0 | ||||||
50\107 | 888.764 | 124.427 | 17.775 | 1777.528 | L=7 s=1 | ||||||
43\92 | 888.957 | 124.0405 | 20.673 | 1777.9145 | L=6 s=1 | ||||||
79\169 | 889.08 | 123.796 | 22.508 | 1778.159 | |||||||
36\77 | 889.226 | 123.504 | 24.701 | 1778.451 | L=5 s=1 | ||||||
101\216 | 889.34 | 123.275 | 26.416 | 1778.68 | |||||||
65\139 | 889.403 | 123.148 | 27.366 | 1778.807 | |||||||
94\201 | 889.4715 | 123.012 | 28.387 | 1778.943 | |||||||
29\62 | 889.624 | 122.707 | 30.677 | 1779.248 | L=4 s=1 | ||||||
109\233 | 889.756 | 122.4435 | 32.652 | 1779.5115 | |||||||
80\171 | 889.8035 | 122.348 | 33.368 | 1779.607 | |||||||
131\280 | 889.843 | 122.2685 | 33.9635 | 1779.6865 | |||||||
51\109 | 889.906 | 122.144 | 34.899 | 1779.811 | L=7 s=2 | ||||||
124\265 | 889.971 | 122.012 | 35.886 | 1779.943 | |||||||
73\156 | 890.017 | 121.92 | 36.576 | 1780.035 | |||||||
95\203 | 890.0775 | 121.80 | 37.477 | 1780.155 | |||||||
22\47 | 890.277 | 121.401 | 40.467 | 1780.554 | L=3 s=1 | ||||||
103\220 | 890.461 | 121.0335 | 43.226 | 1780.9215 | |||||||
81\173 | 890.511 | 120.934 | 43.976 | 1781.021 | |||||||
140\299 | 890.5475 | 120.86 | 44.528 | 1781.095 | |||||||
59\126 | 890.598 | 120.759 | 45.285 | 1781.196 | |||||||
155\331 | 890.644 | 120.668 | 45.969 | 1781.287 | |||||||
96\205 | 890.672 | 120.612 | 46.389 | 1781.343 | |||||||
133\284 | 890.704 | 120.546 | 46.879 | 1781.409 | |||||||
37\79 | 890.789 | 120.377 | 48.151 | 1781.578 | L=5 s=2 | ||||||
126\269 | 890.879 | 120.198 | 49.493 | 1781.757 | |||||||
89\190 | 890.916 | 120.1235 | 50.0515 | 1781.8315 | |||||||
141\301 | 890.949 | 120.057 | 50.55 | 1781.898 | |||||||
52\111 | 891.006 | 119.943 | 51.404 | 1782.012 | L=7 s=3 | ||||||
119\254 | 891.073 | 119.808 | 52.416 | 1782.147 | |||||||
67\143 | 891.126 | 119.7035 | 53.2015 | 1782.2515 | |||||||
82\175 | 891.202 | 119.5515 | 54.342 | 1782.4035 | |||||||
15\32 | 891.541 | 118.872 | 59.436 | 1783.083 | L=2 s=1 | ||||||
83\177 | 891.877 | 118.20 | 64.473 | 1783.754 | |||||||
68\145 | 891.951 | 118.052 | 65.585 | 1783.903 | |||||||
121\258 | 892.002 | 117.951 | 66.347 | 1784.004 | |||||||
53\113 | 892.067 | 117.82 | 67.326 | 1784.135 | L=7 s=4 | ||||||
144\307 | 892.122 | 117.71 | 68.148 | 1784.244 | |||||||
91\194 | 892.154 | 117.647 | 68.627 | 1784.308 | |||||||
129\275 | 892.19 | 117.575 | 69.162 | 1784.38 | |||||||
38\81 | 892.275 | 117.405 | 70.443 | 1784.55 | L=5 s=3 | ||||||
137\292 | 892.356 | 117.244 | 71.649 | 1784.711 | |||||||
99\211 | 892.3865 | 117.182 | 72.112 | 1784.773 | |||||||
157\341 | 892.413 | 117.129 | 72.509 | 1784.826 | Golden Super-Arcturus[17] is near here | ||||||
61\130 | 892.456 | 117.043 | 73.152 | 1784.912 | |||||||
145\309 | 892.503 | 116.949 | 73.862 | 1785.006 | |||||||
84\179 | 892.5375 | 116.88 | 74.378 | 1785.075 | |||||||
107\228 | 892.584 | 116.787 | 75.077 | 1785.168 | |||||||
23\49 | 892.754 | 116.446 | 77.63 | 1785.509 | L=3 s=2 | ||||||
100\213 | 892.937 | 116.082 | 78.1625 | 1785.873 | |||||||
77\164 | 892.991 | 115.973 | 81.181 | 1785.982 | |||||||
131\279 | 893.033 | 115.89 | 81.8045 | 1786.065 | |||||||
54\115 | 893.092 | 115.771 | 82.694 | 1786.184 | L=7 s=5 | ||||||
139\296 | 893.148 | 115.659 | 83.532 | 1786.296 | |||||||
85\181 | 893.183 | 115.558 | 84.064 | 1786.367 | |||||||
116\247 | 893.226 | 115.503 | 84.7025 | 1786.452 | |||||||
31\66 | 893.3425 | 115.27 | 86.4525 | 1786.685 | L=4 s=3 | ||||||
101\215 | 893.4765 | 115.002 | 88.463 | 1786.953 | |||||||
70\149 | 893.536 | 114.883 | 89.354 | 1787.072 | |||||||
109\232 | 893.591 | 114.773 | 90.179 | 1787.182 | |||||||
39\83 | 893.69 | 114.576 | 91.6605 | 1787.379 | L=5 s=4 | ||||||
86\183 | 893.815 | 114.325 | 93.539 | 1787.63 | |||||||
47\100 | 893.919 | 114.117 | 95.098 | 1787.838 | L=6 s=5 | ||||||
55\117 | 894.081 | 113.792 | 97.536 | 1788.163 | L=7 s=6 | ||||||
8\17 | 895.038 | 111.88 | 1790.075 | L=1 s=1 |