6edf: Difference between revisions

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| || ||10\17|| || || || ||117.647||
| || ||10\17|| || || || ||117.647||
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| || || || || || ||43\73||141.370||
| || || || || || ||43\73||117.808||
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| || || || || ||33\56|| ||117.857||
| || || || || ||33\56|| ||117.857||
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| || || || || ||36\61|| ||118.033||
| || || || || ||36\61|| ||118.033||
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| || || || || || ||49\83||141.687||
| || || || || || ||49\83||118.072||
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| || || ||13\22|| || || ||141.{{Overline|81}}||[[Archy]] is in this region
| || || ||13\22|| || || ||118.{{Overline|18}}||[[Archy]] is in this region
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| || || || || || ||42\71||141.972||
| || || || || || ||42\71||118.310||
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| || || || || ||29\49|| ||142.041||
| || || || || ||29\49|| ||118.367||
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| || || || || || ||45\76||142.105||
| || || || || || ||45\76||118.421||
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| || || || ||16\27|| || ||142.{{Overline|2}}||
| || || || ||16\27|| || ||118.{{Overline|518}}||
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| || || || || || ||35\59||142.373||
| || || || || || ||35\59||118.644||
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| || || || || ||19\32|| ||142.500||
| || || || || ||19\32|| ||118.750||
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| || || || || || ||22\37||142.{{Overline|702}}||
| || || || || || ||22\37||118.{{Overline|918}}||The generator closest to a just [[15/14]] for EDOs less than 1200
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|3\5|| || || || || || ||144.000||
|3\5|| || || || || || ||120.000||
|}Tunings above 7\12 on this chart are called "negative tunings" (as they lessen the size of the fifth) and include meantone systems such as 1/3-comma (close to 11\19) and 1/4-comma (close to 18\31). As these tunings approach 4\7, the majors become flatter and the minors become sharper.
|}Tunings above 7\12 on this chart are called "negative tunings" (as they lessen the size of the fifth) and include meantone systems such as 1/3-comma (close to 11\19) and 1/4-comma (close to 18\31). As these tunings approach 4\7, the majors become flatter and the minors become sharper.