EDF: Difference between revisions
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→Individual pages for EDFs: Introduced Edo-style table |
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Alternatively, [[User:CompactStar|CompactStar]] has also suggeted the usage of half-prime (such as 3/2.5/2.7/2.11/2...) subgroups for a JI/RTT-based interpretation of EDFs. But such a system, even for the simplest case of 3/2.5/2.7/2, would require very high odd-limit intervals if we want everything to fit within 3/2. The simplest chord in the 7/2-limit which fits inside 3/2 is already quite complex as 1-[[28/27]]-[[10/9]] (27:28:30) and that is a very dense tone cluster–to have a non-tone cluster it is required to go up to 1-[[10/9]]-[[7/5]] (45:50:63). However this approach has the advantage, or disadvantage depending on your compositional approach, of completely avoiding octaves similar to no-twos subgroups that are used for [[EDT]]s. | Alternatively, [[User:CompactStar|CompactStar]] has also suggeted the usage of half-prime (such as 3/2.5/2.7/2.11/2...) subgroups for a JI/RTT-based interpretation of EDFs. But such a system, even for the simplest case of 3/2.5/2.7/2, would require very high odd-limit intervals if we want everything to fit within 3/2. The simplest chord in the 7/2-limit which fits inside 3/2 is already quite complex as 1-[[28/27]]-[[10/9]] (27:28:30) and that is a very dense tone cluster–to have a non-tone cluster it is required to go up to 1-[[10/9]]-[[7/5]] (45:50:63). However this approach has the advantage, or disadvantage depending on your compositional approach, of completely avoiding octaves similar to no-twos subgroups that are used for [[EDT]]s. | ||
== Individual pages for EDFs == | == Individual pages for EDFs == | ||
{| class="wikitable center-all" | |||
|+ style=white-space:nowrap | 0…99 | |||
| [[0edf|0]] | |||
| [[1edf|1]] | |||
| [[2edf|2]] | |||
| [[3edf|3]] | |||
| [[4edf|4]] | |||
| [[5edf|5]] | |||
| [[6edf|6]] | |||
| [[7edf|7]] | |||
| [[8edf|8]] | |||
| [[9edf|9]]/[[Carlos Alpha|α]] | |||
|- | |||
| [[10edf|10]] | |||
| [[11edf|11]]/[[Carlos Beta|β]] | |||
| [[12edf|12]] | |||
| [[13edf|13]] | |||
| [[14edf|14]] | |||
| [[15edf|15]] | |||
| [[16edf|16]] | |||
| [[17edf|17]] | |||
| [[18edf|18]] | |||
| [[19edf|19]] | |||
|- | |||
| [[20edf|20]]/[[Carlos Gamma|γ]] | |||
| [[21edf|21]] | |||
| [[22edf|22]] | |||
| [[23edf|23]] | |||
| [[24edf|24]] | |||
| [[25edf|25]] | |||
| [[26edf|26]] | |||
| [[27edf|27]] | |||
| [[28edf|28]] | |||
| [[29edf|29]] | |||
|- | |||
| [[30edf|30]] | |||
| [[31edf|31]] | |||
| [[32edf|32]] | |||
| [[33edf|33]] | |||
| [[34edf|34]] | |||
| [[35edf|35]] | |||
| [[36edf|36]] | |||
| [[37edf|37]] | |||
| [[38edf|38]] | |||
| [[39edf|39]] | |||
|- | |||
| [[40edf|40]] | |||
| [[41edf|41]] | |||
| [[42edf|42]] | |||
| [[43edf|43]] | |||
| [[44edf|44]] | |||
| [[45edf|45]] | |||
| [[46edf|46]] | |||
| [[47edf|47]] | |||
| [[48edf|48]] | |||
| [[49edf|49]] | |||
|- | |||
| [[50edf|50]] | |||
| [[51edf|51]] | |||
| [[52edf|52]] | |||
| [[53edf|53]] | |||
| [[54edf|54]] | |||
| [[55edf|55]] | |||
| [[56edf|56]] | |||
| [[57edf|57]] | |||
| [[58edf|58]] | |||
| [[59edf|59]] | |||
|- | |||
| [[60edf|60]] | |||
| [[61edf|61]] | |||
| [[62edf|62]] | |||
| [[63edf|63]] | |||
| [[64edf|64]] | |||
| [[65edf|65]] | |||
| [[66edf|66]] | |||
| [[67edf|67]] | |||
| [[68edf|68]] | |||
| [[69edf|69]] | |||
|- | |||
| [[70edf|70]] | |||
| [[71edf|71]] | |||
| [[72edf|72]] | |||
| [[73edf|73]] | |||
| [[74edf|74]] | |||
| [[75edf|75]] | |||
| [[76edf|76]] | |||
| [[77edf|77]] | |||
| [[78edf|78]] | |||
| [[79edf|79]] | |||
|- | |||
| [[80edf|80]] | |||
| [[81edf|81]] | |||
| [[82edf|82]] | |||
| [[83edf|83]] | |||
| [[84edf|84]] | |||
| [[85edf|85]] | |||
| [[86edf|86]] | |||
| [[87edf|87]] | |||
| [[88edf|88]] | |||
| [[89edf|89]] | |||
|- | |||
| [[90edf|90]] | |||
| [[91edf|91]] | |||
| [[92edf|92]] | |||
| [[93edf|93]] | |||
| [[94edf|94]] | |||
| [[95edf|95]] | |||
| [[96edf|96]] | |||
| [[97edf|97]] | |||
| [[98edf|98]] | |||
| [[99edf|99]] | |||
|} | |||
== EDF-EDO correspondence == | == EDF-EDO correspondence == | ||