5L 4s: Difference between revisions
| Line 41: | Line 41: | ||
| generator (g) | | generator (g) | ||
| 3\14, 257.14 | | 3\14, 257.14 | ||
| 10\47 | | 10\47, 255.32 | ||
| 7\33, 254.54 | | 7\33, 254.54 | ||
| 11\52, 253.85 | | 11\52, 253.85 | ||
| Line 48: | Line 48: | ||
| L (octave - 4g) | | L (octave - 4g) | ||
| 171.43 | | 171.43 | ||
| 178.72 | |||
| 181.81 | | 181.81 | ||
| 184.62 | | 184.62 | ||
| Line 54: | Line 55: | ||
| s (5g - octave) | | s (5g - octave) | ||
| 85.71 | | 85.71 | ||
| 76.60 | |||
| 72.73 | | 72.73 | ||
| 69.23 | | 69.23 | ||
| Line 62: | Line 64: | ||
* 52edo semiquartal has close 22/19 (error +0.04¢) | * 52edo semiquartal has close 22/19 (error +0.04¢) | ||
* 19edo semiquartal has close 6/5 (error +0.15¢) and 28/27 (error +0.20¢) | * 19edo semiquartal has close 6/5 (error +0.15¢) and 28/27 (error +0.20¢) | ||
==== Parahard and ultrahard ==== | ==== Parahard and ultrahard ==== | ||
One important sub-range is given by stipulating that two semifourth generators must make a ''meantone'' fourth; i.e. that four fifths should approximate a [[5/4]] major third. This can be considered the [[19edo]] (4\19)-to-[[24edo]] (5\24) range, i.e. parahard semiquartal, which also contains [[43edo]] (9\43) and [[62edo]] (13\62). Parahard semiquartal can be given an RTT interpretation known as [[godzilla]]. | One important sub-range is given by stipulating that two semifourth generators must make a ''meantone'' fourth; i.e. that four fifths should approximate a [[5/4]] major third. This can be considered the [[19edo]] (4\19)-to-[[24edo]] (5\24) range, i.e. parahard semiquartal, which also contains [[43edo]] (9\43) and [[62edo]] (13\62). Parahard semiquartal can be given an RTT interpretation known as [[godzilla]]. | ||