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| Line 39: |
Line 39: |
| {{Harmonics in equal|28|3|2|intervals=prime|collapsed=1}} | | {{Harmonics in equal|28|3|2|intervals=prime|collapsed=1}} |
| {{Harmonics in equal|28|3|2|intervals=prime|collapsed=1|start=12|title=28edf contd.}} | | {{Harmonics in equal|28|3|2|intervals=prime|collapsed=1|start=12|title=28edf contd.}} |
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| === Subsets (scales contained within) ===
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| * 1ed343/169, the '''first spring fox scale'''{{idiosyncratic}} - reduces the number of notes to 23.5 per octave instead of 47
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| * 1ed343/26, the '''first summer fox scale'''{{idiosyncratic}} - reduces the number of notes to 3.6 per octave instead of 47
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| {{Harmonics in equal|1|343|169|intervals=prime|title=Approximation of harmonics by 1st spring fox|collapsed=1}}
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| {{Harmonics in equal|1|343|169|intervals=prime|title=1 spi. fox contd.|start=12|collapsed=1}}
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| {{Harmonics in equal|1|343|26|intervals=prime|title=Approximation of harmonics by 1st summer fox|collapsed=1}}
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| {{Harmonics in equal|1|343|26|intervals=prime|title=1 smm. fox contd.|start=12|collapsed=1}}
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| === Music ===
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| So far, no music has yet been made with this scale. You could be the first!
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| <br> | | <br> |
| Line 75: |
Line 60: |
| {{Harmonics in equal|55|3|2|intervals=prime|collapsed=1}} | | {{Harmonics in equal|55|3|2|intervals=prime|collapsed=1}} |
| {{Harmonics in equal|55|3|2|intervals=prime|collapsed=1|start=12|title=55edf contd.}} | | {{Harmonics in equal|55|3|2|intervals=prime|collapsed=1|start=12|title=55edf contd.}} |
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| === Subsets (scales contained within) ===
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| * 2ed343/169, the '''second spring fox scale''' - identical to 1syfx
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| * 2ed343/26, the '''second summer fox scale''' - reduces the number of notes to 7.2 per octave instead of 94
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| {{Harmonics in equal|2|343|26|intervals=prime|title=Approximation of harmonics by 2nd summer fox|collapsed=1}}
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| {{Harmonics in equal|2|343|26|intervals=prime|title=2 smm. fox contd.|start=12|collapsed=1}}
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| === Music ===
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| So far, no music has yet been made with this scale. You could be the first!
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| <br> | | <br> |
| Line 107: |
Line 81: |
| {{Harmonics in equal|83|3|2|intervals=prime|collapsed=1}} | | {{Harmonics in equal|83|3|2|intervals=prime|collapsed=1}} |
| {{Harmonics in equal|83|3|2|intervals=prime|collapsed=1|start=12|title=83edf contd.}} | | {{Harmonics in equal|83|3|2|intervals=prime|collapsed=1|start=12|title=83edf contd.}} |
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| === Subsets (scales contained within) ===
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| * 3ed343/169, the '''third spring fox scale''' - reduces the number of notes to 71 per octave instead of 142
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| * 3ed343/26, the '''third summer fox scale''' - reduces the number of notes to 10.9 per octave instead of 142
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| {{Harmonics in equal|3|343|169|intervals=prime|title=Approximation of harmonics by 3rd spring fox|collapsed=1}}
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| {{Harmonics in equal|3|343|169|intervals=prime|title=3 spi. fox contd.|start=12|collapsed=1}}
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| {{Harmonics in equal|3|343|26|intervals=prime|title=Approximation of harmonics by 3rd summer fox|collapsed=1}}
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| {{Harmonics in equal|3|343|26|intervals=prime|title=3 smm. fox contd.|start=12|collapsed=1}}
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|
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| === Music ===
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| So far, no music has yet been made with this scale. You could be the first!
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| <br> | | <br> |
| Line 143: |
Line 102: |
| {{Harmonics in equal|110|3|2|intervals=prime|collapsed=1}} | | {{Harmonics in equal|110|3|2|intervals=prime|collapsed=1}} |
| {{Harmonics in equal|110|3|2|intervals=prime|collapsed=1|start=12|title=110edf contd.}} | | {{Harmonics in equal|110|3|2|intervals=prime|collapsed=1|start=12|title=110edf contd.}} |
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| === Subsets (scales contained within) ===
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| * 4ed343/169, the '''fourth spring fox scale''' - identical to 2syfx
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| * 4ed343/26, the '''fourth summer fox scale''' - reduces the number of notes to 14.5 per octave instead of 189 - close to [[29ed4]]
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| {{Harmonics in equal|4|343|26|intervals=prime|title=Approximation of harmonics by 4th summer fox|collapsed=1}}
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| {{Harmonics in equal|4|343|26|intervals=prime|title=4 smm. fox contd.|start=12|collapsed=1}}
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| === Music ===
| |
| So far, no music has yet been made with this scale. You could be the first!
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| <br> | | <br> |
| Line 181: |
Line 129: |
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| === Recommended equalizer subgroups === | | === Recommended equalizer subgroups === |
| | {{Idiosyncratic terms}} |
| Give a few of these a try, see which ones vibe with you. They’re all new and unexplored. So go out and explore, curious sooty fox! | | Give a few of these a try, see which ones vibe with you. They’re all new and unexplored. So go out and explore, curious sooty fox! |
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| ; All-stops{{idiosyncratic}} | | ; All-stops |
| * 2.3.5.47.53.73.79.103.106 | | * 2.3.5.47.53.73.79.103.106 |
| * 2.3.5.47.53.73.79.103.106.131.137 | | * 2.3.5.47.53.73.79.103.106.131.137 |
| Line 189: |
Line 138: |
| * 2.3.5.47.53.73.79.103.106.131.137.181.193.197.223.229 | | * 2.3.5.47.53.73.79.103.106.131.137.181.193.197.223.229 |
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| ; Hollow middles{{idiosyncratic}} | | ; Hollow middles |
| * 2.3.5.73.79.103.106.131.137.181.193.197.223.229 | | * 2.3.5.73.79.103.106.131.137.181.193.197.223.229 |
| * 2.3.5.103.106.131.137.181.193.197.223.229 | | * 2.3.5.103.106.131.137.181.193.197.223.229 |
| Line 195: |
Line 144: |
| * 2.3.5.181.193.197.223.229 | | * 2.3.5.181.193.197.223.229 |
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| ; Triplets & quadruplets{{idiosyncratic}} | | ; Triplets & quadruplets |
| * 2.3.5.47.53.73.79 | | * 2.3.5.47.53.73.79 |
| * 2.3.5.73.79.103.106 | | * 2.3.5.73.79.103.106 |
| Line 201: |
Line 150: |
| * 2.3.5.181.193.197 | | * 2.3.5.181.193.197 |
| * 2.3.5.193.197.223.229 | | * 2.3.5.193.197.223.229 |
|
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| === Subsets (scales contained within) ===
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| * 5ed343/169, the '''fifth spring fox scale''' - reduces the number of notes to 118 per octave instead of 236 - close to [[118edo]]
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| * 5ed343/26, the '''fifth summer fox scale''' - reduces the number of notes to 18.2 per octave instead of 236
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| {{Harmonics in equal|5|343|169|intervals=prime|title=Approximation of harmonics by 5th spring fox|collapsed=1}}
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| {{Harmonics in equal|5|343|169|intervals=prime|title=5 spi. fox contd.|start=12|collapsed=1}}
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| {{Harmonics in equal|5|343|26|intervals=prime|title=Approximation of harmonics by 5th summer fox|collapsed=1}}
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| {{Harmonics in equal|5|343|26|intervals=prime|title=5 smm. fox contd.|start=12|collapsed=1}}
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|
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| === Music ===
| |
| So far, no music has yet been made with this scale. You could be the first!
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| <br> | | <br> |
| Line 238: |
Line 172: |
| {{Harmonics in equal|166|3|2|intervals=prime|collapsed=1}} | | {{Harmonics in equal|166|3|2|intervals=prime|collapsed=1}} |
| {{Harmonics in equal|166|3|2|intervals=prime|collapsed=1|start=12|columns=12|title=166edf contd.}} | | {{Harmonics in equal|166|3|2|intervals=prime|collapsed=1|start=12|columns=12|title=166edf contd.}} |
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| === Subsets (scales contained within) ===
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| * 6ed343/169, the '''sixth spring fox scale''' - identical to 3syfx
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| * 6ed343/26, the '''sixth summer fox scale''' - reduces the number of notes to 21.8 per octave instead of 283
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| {{Harmonics in equal|6|343|26|intervals=prime|title=Approximation of harmonics by 6th summer fox|collapsed=1}}
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| {{Harmonics in equal|6|343|26|intervals=prime|title=6 smm. fox contd.|start=12|collapsed=1}}
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|
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| === Music ===
| |
| So far, no music has yet been made with this scale. You could be the first!
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| <br> | | <br> |
| Line 271: |
Line 194: |
| {{Harmonics in equal|187|3|2|intervals=prime|collapsed=1}} | | {{Harmonics in equal|187|3|2|intervals=prime|collapsed=1}} |
| {{Harmonics in equal|187|3|2|intervals=prime|collapsed=1|start=12|title=187edf contd.}} | | {{Harmonics in equal|187|3|2|intervals=prime|collapsed=1|start=12|title=187edf contd.}} |
|
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| === Subsets (scales contained within) ===
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| * 7ed343/169, the '''seventh spring fox scale''' - reduces the number of notes to 165 per octave instead of 330 - close to [[165edo]]
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| * 7ed343/26, the '''seventh summer fox scale''' - reduces the number of notes to 25.4 per octave instead of 330
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| {{Harmonics in equal|7|343|169|intervals=prime|title=Approximation of harmonics by 7th spring fox|collapsed=1}}
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| {{Harmonics in equal|7|343|169|intervals=prime|title=7 spi. fox contd.|start=12|collapsed=1}}
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| {{Harmonics in equal|7|343|26|intervals=prime|title=Approximation of harmonics by 7th summer fox|collapsed=1}}
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| {{Harmonics in equal|7|343|26|intervals=prime|title=7 smm. fox contd.|start=12|collapsed=1}}
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|
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| === Music ===
| |
| So far, no music has yet been made with this scale. You could be the first!
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| <br> | | <br> |
| Line 308: |
Line 216: |
| {{Harmonics in equal|221|3|2|intervals=prime|collapsed=1}} | | {{Harmonics in equal|221|3|2|intervals=prime|collapsed=1}} |
| {{Harmonics in equal|221|3|2|intervals=prime|collapsed=1|start=12|title=221edf contd.}} | | {{Harmonics in equal|221|3|2|intervals=prime|collapsed=1|start=12|title=221edf contd.}} |
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| === Subsets (scales contained within) ===
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| * 8ed343/169, the '''eighth spring fox scale''' - identical to 4syfx
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| * 8ed343/26, the '''eighth summer fox scale''' - reduces the number of notes to 29 per octave instead of 330 - close to [[29edo]]
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| {{Harmonics in equal|8|343|26|intervals=prime|title=Approximation of harmonics by 8th summer fox|collapsed=1}}
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| {{Harmonics in equal|8|343|26|intervals=prime|title=8 smm. fox contd.|start=12|collapsed=1}}
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|
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| === Music ===
| |
| So far, no music has yet been made with this scale. You could be the first!
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| <br> | | <br> |
| Line 341: |
Line 238: |
| {{Harmonics in equal|249|3|2|intervals=prime|collapsed=1}} | | {{Harmonics in equal|249|3|2|intervals=prime|collapsed=1}} |
| {{Harmonics in equal|249|3|2|intervals=prime|collapsed=1|start=12|title=249edf contd.}} | | {{Harmonics in equal|249|3|2|intervals=prime|collapsed=1|start=12|title=249edf contd.}} |
|
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| === Subsets (scales contained within) ===
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| * 9ed343/169, the '''ninth spring fox scale''' - reduces the number of notes to 212.5 per octave instead of 425
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| * 9ed343/26, the '''ninth summer fox scale''' - reduces the number of notes to 32.7 per octave instead of 425
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| {{Harmonics in equal|9|343|169|intervals=prime|title=Approximation of harmonics by 9th spring fox|collapsed=1}}
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| {{Harmonics in equal|9|343|169|intervals=prime|title=9 spi. fox contd.|start=12|collapsed=1}}
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| {{Harmonics in equal|9|343|26|intervals=prime|title=Approximation of harmonics by 9th summer fox|collapsed=1}}
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| {{Harmonics in equal|9|343|26|intervals=prime|title=9 smm. fox contd.|start=12|collapsed=1}}
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|
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| === Music ===
| |
| So far, no music has yet been made with this scale. You could be the first!
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| <br> | | <br> |
| Line 378: |
Line 260: |
| {{Harmonics in equal|276|3|2|intervals=prime|collapsed=1}} | | {{Harmonics in equal|276|3|2|intervals=prime|collapsed=1}} |
| {{Harmonics in equal|276|3|2|intervals=prime|collapsed=1|start=12|title=276edf contd.}} | | {{Harmonics in equal|276|3|2|intervals=prime|collapsed=1|start=12|title=276edf contd.}} |
|
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| === Subsets (scales contained within) ===
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| * 10ed343/169, the '''tenth spring fox scale''' - identical to 5syfx
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| * 10ed343/26, the '''tenth summer fox scale''' - reduces the number of notes to 36.3 per octave instead of 472
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| {{Harmonics in equal|10|343|26|intervals=prime|title=Approximation of harmonics by 10th summer fox|collapsed=1}}
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| {{Harmonics in equal|10|343|26|intervals=prime|title=10 smm. fox contd.|start=12|collapsed=1}}
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|
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| === Music ===
| |
| So far, no music has yet been made with this scale. You could be the first!
| |
|
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| <br> | | <br> |
| Line 412: |
Line 283: |
| {{Harmonics in equal|304|3|2|intervals=prime|collapsed=1}} | | {{Harmonics in equal|304|3|2|intervals=prime|collapsed=1}} |
| {{Harmonics in equal|304|3|2|intervals=prime|collapsed=1|start=12|title=304edf contd.}} | | {{Harmonics in equal|304|3|2|intervals=prime|collapsed=1|start=12|title=304edf contd.}} |
|
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| === Subsets (scales contained within) ===
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| * 11ed343/169, the '''eleventh spring fox scale''' - reduces the number of notes to 259.5 per octave instead of 519
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| * 11ed343/26, the '''eleventh summer fox scale''' - reduces the number of notes to 39.9 per octave instead of 519 - close to [[40edo]]
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| {{Harmonics in equal|11|343|169|intervals=prime|title=Approximation of harmonics by 11th spring fox|collapsed=1}}
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| {{Harmonics in equal|11|343|169|intervals=prime|title=11 spi. fox contd.|start=12|collapsed=1}}
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| {{Harmonics in equal|11|343|26|intervals=prime|title=Approximation of harmonics by 11th summer fox|collapsed=1}}
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| {{Harmonics in equal|11|343|26|intervals=prime|title=11 smm. fox contd.|start=12|collapsed=1}}
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|
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| === Music ===
| |
| So far, no music has yet been made with this scale. You could be the first!
| |
|
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| <br> | | <br> |
| Line 446: |
Line 302: |
| {{Harmonics in equal|331|3|2|intervals=prime|collapsed=1}} | | {{Harmonics in equal|331|3|2|intervals=prime|collapsed=1}} |
| {{Harmonics in equal|331|3|2|intervals=prime|collapsed=1|start=12|title=331edf contd.}} | | {{Harmonics in equal|331|3|2|intervals=prime|collapsed=1|start=12|title=331edf contd.}} |
|
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| === Subsets (scales contained within) ===
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| * 12ed343/169, the '''twelfth spring fox scale''' - identical to 6syfx
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| * 12ed343/26, the '''twelfth summer fox scale''' - reduces the number of notes to 43.5 per octave instead of 566 - close to [[87ed4]]
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| {{Harmonics in equal|12|343|26|intervals=prime|title=Approximation of harmonics by 12th summer fox|collapsed=1}}
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| {{Harmonics in equal|12|343|26|intervals=prime|title=12 smm. fox contd.|start=12|collapsed=1}}
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|
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| === Music ===
| |
| So far, no music has yet been made with this scale. You could be the first!
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| [[Category:Equal-step tuning]] | | [[Category:Equal-step tuning]] |