Talk:EDO: Difference between revisions

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And now, with respect the others EDOs, this should be the 'way':

<ul><li>17edo ~ 55edo be MICROTONALS (because 55edo is the highest limit for fretting a guitar of 26 Inches (660mm) with 94 frets on the neck (that is equivalent to 20,5 frets in 12edo).</li><li>40edo ~ 289edo be COMMATONALS (because 289edo supports very accurate the 1253/1250 Ratio (or Comma)); and</li><li>218edo ~ 15601edo be NANOTONALS (Particulary I choose 218edo, because this EDO contains with much accurate the Ratios 7/4, 11/8, 9/7, 8/7, 9/8, 10/9, 11/10, 17/16 and very interesting accurate to the Pi Ratio [1981,7954 Cents Pi ; 1981,6514 Cents the 360\218edo]. 218edo contains a 'possible Comma' which is the Ratio 65207/65000). The size of 1\218 is 5,5046 Cents, but you can use the size of 5,5 Cents like a approximation too).</li></ul>I hope that the rest of the Microtonal (or Ekmelic) people can be agree with this order.

<ul><li>17edo ~ 55edo be MICROTONALS (because 55edo is the highest limit for fretting a guitar of 26 Inches (660mm) with 94 frets on the neck (that is equivalent to 20,5 frets in 12edo).</li><li>40edo ~ 289edo be COMMATONALS (because 289edo supports very accurate the 1253/1250 Ratio (or Comma)); and</li><li>218edo ~ 15601edo be NANOTONALS (Particulary I choose <big><big><big><big><big><big>[[218edo]], because this EDO contains with much accurate the Ratios 7/4, 11/8, 9/7, 8/7, 9/8, 10/9, 11/10, 17/16 and very interesting accurate to the Pi Ratio [1981,7954 Cents Pi ; 1981,6514 Cents the 360\218edo]. 218edo contains a 'possible Comma' which is the Ratio 65207/65000). The size of 1\218 is 5,5046 Cents, but you can use the size of 5,5 Cents like a approximation too).</li></ul>I hope that the rest of the Microtonal (or Ekmelic) people can be agree with this order.

Greetings (:

@@ Line 241: / Line 241: @@
 And now, with respect the others EDOs, this should be the 'way':
-<ul><li>17edo ~ 55edo be MICROTONALS (because 55edo is the highest limit for fretting a guitar of 26 Inches (660mm) with 94 frets on the neck (that is equivalent to 20,5 frets in 12edo).</li><li>40edo ~ 289edo be COMMATONALS (because 289edo supports very accurate the 1253/1250 Ratio (or Comma)); and</li><li>218edo ~ 15601edo be NANOTONALS (Particulary I choose 218edo, because this EDO contains with much accurate the Ratios 7/4, 11/8, 9/7, 8/7, 9/8, 10/9, 11/10, 17/16 and very interesting accurate to the Pi Ratio [1981,7954 Cents Pi ; 1981,6514 Cents the 360\218edo]. 218edo contains a 'possible Comma' which is the Ratio 65207/65000). The size of 1\218 is 5,5046 Cents, but you can use the size of 5,5 Cents like a approximation too).</li></ul>I hope that the rest of the Microtonal (or Ekmelic) people can be agree with this order.
+<ul><li>17edo ~ 55edo be MICROTONALS (because 55edo is the highest limit for fretting a guitar of 26 Inches (660mm) with 94 frets on the neck (that is equivalent to 20,5 frets in 12edo).</li><li>40edo ~ 289edo be COMMATONALS (because 289edo supports very accurate the 1253/1250 Ratio (or Comma)); and</li><li>218edo ~ 15601edo be NANOTONALS (Particulary I choose <big><big><big><big><big><big>[[218edo]]<small><small><small><small><small><small>, because this EDO contains with much accurate the Ratios 7/4, 11/8, 9/7, 8/7, 9/8, 10/9, 11/10, 17/16 and very interesting accurate to the Pi Ratio [1981,7954 Cents Pi ; 1981,6514 Cents the 360\218edo]. 218edo contains a 'possible Comma' which is the Ratio 65207/65000). The size of 1\218 is 5,5046 Cents, but you can use the size of 5,5 Cents like a approximation too).</li></ul>I hope that the rest of the Microtonal (or Ekmelic) people can be agree with this order.
 Greetings (: