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Golden Horagram #15
#26 of
The Wilson Scale Tree
2/5—5/12, levels 2 & 4 |
(5 +2)÷(12 +5)
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= 0.413253661
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= generator angle 148.771318°
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= generator interval 495.90 cents
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Ring | L size (cents) |
s size (cents) | Ratio | Step size Order |
5 | 287.71 |
208.19 | 3- | LsLss |
7 | 208.19 |
79.52 | 1+ | sLLsLLL |
12 | 128.67 |
79.52 |  | ssLsLssLsLsL |
Notes: Generator is very near pure fourth, so scales are near Pythagorean.
Consonant Ratio Approximated | · | Ring 5 | · | Ring 7 |
11:7 | +1c @ 784c [14:11] | | 1 | | 3 |
4:3 | -2c @496c = generator [3:2] | | 4 | | 6 |
9:8 | +4c @ 208c [16:9] | | 3 | | 5 |
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Mature rings: 3, 7, 17 on out
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