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== Approximations by EDOs == | == Approximations by EDOs == | ||
Following [[EDO]]s (up to 200) contain good approximations<ref>error magnitude below 7, both, absolute (in ¢) and relative (in r¢)</ref> of the interval 5/4. Errors are given by magnitude, the arrows in the table show if the EDO representation is sharp (↑) or flat (↓). | Following [[EDO]]s (up to 200, and also 730) contain good approximations<ref>error magnitude below 7, both, absolute (in ¢) and relative (in r¢)</ref> of the interval 5/4. Errors are given by magnitude, the arrows in the table show if the EDO representation is sharp (↑) or flat (↓). | ||
{| class="wikitable sortable right-1 center-2 right-3 right-4 center-5" | {| class="wikitable sortable right-1 center-2 right-3 right-4 center-5" | ||
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! Relative <br> error ([[Relative cent|r¢]]) | ! Relative <br> error ([[Relative cent|r¢]]) | ||
! ↕ | ! ↕ | ||
! class="unsortable" | Equally acceptable multiples <ref>Super EDOs up to 200 within the same error tolerance</ref> | ! class="unsortable" | Equally acceptable multiples <ref>Super EDOs up to 200 (and 730) within the same error tolerance</ref> | ||
|- | |- | ||
| [[25edo|25]] || 8\25 || 2.3137 || 4.8202 || ↓ || | | [[25edo|25]] || 8\25 || 2.3137 || 4.8202 || ↓ || | ||
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|- | |- | ||
| [[199edo|199]] || 64\199 || 0.3841 || 6.3691 || ↓ || | | [[199edo|199]] || 64\199 || 0.3841 || 6.3691 || ↓ || | ||
|- | |||
| [[730edo|730]] || 235\730 || 0.0123 || 0.7509 || ↓ || | |||
|} | |} | ||