Gallery of just intervals: Difference between revisions
Wikispaces>genewardsmith **Imported revision 301415318 - Original comment: ** |
Wikispaces>hstraub **Imported revision 302703752 - Original comment: ** |
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<h2>IMPORTED REVISION FROM WIKISPACES</h2> | <h2>IMPORTED REVISION FROM WIKISPACES</h2> | ||
This is an imported revision from Wikispaces. The revision metadata is included below for reference:<br> | This is an imported revision from Wikispaces. The revision metadata is included below for reference:<br> | ||
: This revision was by author [[User: | : This revision was by author [[User:hstraub|hstraub]] and made on <tt>2012-02-17 07:17:10 UTC</tt>.<br> | ||
: The original revision id was <tt> | : The original revision id was <tt>302703752</tt>.<br> | ||
: The revision comment was: <tt></tt><br> | : The revision comment was: <tt></tt><br> | ||
The revision contents are below, presented both in the original Wikispaces Wikitext format, and in HTML exactly as Wikispaces rendered it.<br> | The revision contents are below, presented both in the original Wikispaces Wikitext format, and in HTML exactly as Wikispaces rendered it.<br> | ||
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|| [[15_11|15/11]] || 536.591 || undecimal augmented fourth, subaugmented fourth || | || [[15_11|15/11]] || 536.591 || undecimal augmented fourth, subaugmented fourth || | ||
|| [[48_35|48/35]] || 546.815 || septimal super-fourth || | || [[48_35|48/35]] || 546.815 || septimal super-fourth || | ||
|| [[11_8|11/8]] || 551.318 || super-fourth, undecimal semi-augmented fourth, octave reduced 11th harmonic or harmonic 11th || | || [[11_8|11/8]] || 551.318 || super-fourth, undecimal semi-augmented fourth, octave reduced 11th harmonic or harmonic 11th, Alphorn-Fa || | ||
|| [[18_13|18/13]] || 563.382 || tridecimal augmented fourth || | || [[18_13|18/13]] || 563.382 || tridecimal augmented fourth || | ||
|| [[25_18|25/18]] || 568.717 || classic augmented fourth || | || [[25_18|25/18]] || 568.717 || classic augmented fourth || | ||
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|| [[17_12|17/12]] || 603.000 || larger septendecimal tritone || | || [[17_12|17/12]] || 603.000 || larger septendecimal tritone || | ||
|| [[10_7|10/7]] || 617.488 || diminished fifth, Euler's tritone, superaugmented fourth || | || [[10_7|10/7]] || 617.488 || diminished fifth, Euler's tritone, superaugmented fourth || | ||
|| [[36_25|36/25]] || 631.283 || || | || [[36_25|36/25]] || 631.283 || || | ||
|| [[13_9|13/9]] || 636.618 || tridecimal diminished fifth || | || [[13_9|13/9]] || 636.618 || tridecimal diminished fifth || | ||
|| [[16_11|16/11]] || 648.682 || sub-fifth, undecimal semi-diminished fifth, 11th subharmonic (octave reduced) || | || [[16_11|16/11]] || 648.682 || sub-fifth, undecimal semi-diminished fifth, 11th subharmonic (octave reduced) || | ||
|| [[35_24|35/24]] || 653.185 || septimal sub-fifth || | || [[35_24|35/24]] || 653.185 || septimal sub-fifth || | ||
|| [[22_15|22/15]] || 663.049 || undecimal diminished fifth, semidiminished fifth || | || [[22_15|22/15]] || 663.049 || undecimal diminished fifth, semidiminished fifth || | ||
|| [[72_49|72/49]] || 666.258 || || | || [[72_49|72/49]] || 666.258 || || | ||
|| [[40_27|40/27]] || 680.449 || grave fifth || | || [[40_27|40/27]] || 680.449 || grave fifth || | ||
|| [[Just perfect fifth|3/2]] || 701.955 || [[perfect fifth]], octave reduced 3rd harmonic, diapente || | || [[Just perfect fifth|3/2]] || 701.955 || [[perfect fifth]], octave reduced 3rd harmonic, diapente || | ||
|| [[32_21|32/21]] || 729.219 || super-fifth, wide fifth, diminished sixth, octave reduced 21st subharmonic || | || [[32_21|32/21]] || 729.219 || super-fifth, wide fifth, diminished sixth, octave reduced 21st subharmonic || | ||
|| [[26_17|26/17]] || 735.572 || septendecimal super-fifth || | || [[26_17|26/17]] || 735.572 || septendecimal super-fifth || | ||
|| [[49_32|49/32]] || 737.652 || || | || [[49_32|49/32]] || 737.652 || || | ||
|| [[20_13|20/13]] || 745.786 || Barbados sixth, ratwolf wolf fifth, tridecimal semi-augmented fifth, tridecimal ultraminor sixth || | || [[20_13|20/13]] || 745.786 || Barbados sixth, ratwolf wolf fifth, tridecimal semi-augmented fifth, tridecimal ultraminor sixth || | ||
|| [[17_11|17/11]] || 753.637 || septendecimal subminor sixth || | || [[17_11|17/11]] || 753.637 || septendecimal subminor sixth || | ||
|| [[14_9|14/9]] || 764.916 || subminor sixth, septimal minor sixth, augmented fifth || | || [[14_9|14/9]] || 764.916 || subminor sixth, septimal minor sixth, augmented fifth || | ||
|| [[25_16|25/16]] || 772.627 || || | || [[25_16|25/16]] || 772.627 || || | ||
|| [[11_7|11/7]] || 782.492 || undecimal subminor sixth, undecimal augmented fifth || | || [[11_7|11/7]] || 782.492 || undecimal subminor sixth, undecimal augmented fifth || | ||
|| [[8_5|8/5]] || 813.686 || minor sixth, octave reduced 5th subharmonic || | || [[8_5|8/5]] || 813.686 || minor sixth, octave reduced 5th subharmonic || | ||
|| [[13_8|13/8]] || 840.528 || tridecimal neutral sixth || | || [[13_8|13/8]] || 840.528 || tridecimal neutral sixth || | ||
|| [[80_49|80/49]] || 848.662 || || | || [[80_49|80/49]] || 848.662 || || | ||
|| [[49_30|49/30]] || 849.383 || || | || [[49_30|49/30]] || 849.383 || || | ||
|| [[18_11|18/11]] || 852.592 || undecimal neutral sixth || | || [[18_11|18/11]] || 852.592 || undecimal neutral sixth || | ||
|| [[28_17|28/17]] || 863.870 || septendecimal submajor sixth || | || [[28_17|28/17]] || 863.870 || septendecimal submajor sixth || | ||
|| [[5_3|5/3]] || 884.359 || major sixth || | || [[5_3|5/3]] || 884.359 || major sixth || | ||
|| [[42_25|42/25]] || 898.153 || || | || [[42_25|42/25]] || 898.153 || || | ||
|| [[27_16|27/16]] || 905.865 || Pythagorean major sixth, octave reduced 27th harmonic || | || [[27_16|27/16]] || 905.865 || Pythagorean major sixth, octave reduced 27th harmonic || | ||
|| [[22_13|22/13]] || 910.790 || tridecimal major sixth || | || [[22_13|22/13]] || 910.790 || tridecimal major sixth || | ||
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|| [[30_17|30/17]] || 983.313 || septendecimal minor seventh || | || [[30_17|30/17]] || 983.313 || septendecimal minor seventh || | ||
|| [[16_9|16/9]] || 996.090 || Pythagorean minor seventh, small minor seventh, octave reduced 9th subharmonic || | || [[16_9|16/9]] || 996.090 || Pythagorean minor seventh, small minor seventh, octave reduced 9th subharmonic || | ||
|| [[25_14|25/14]] || 1003.802 || || | || [[25_14|25/14]] || 1003.802 || || | ||
|| [[9_5|9/5]] || 1017.596 || minor seventh, large minor seventh || | || [[9_5|9/5]] || 1017.596 || minor seventh, large minor seventh || | ||
|| [[20_11|20/11]] || 1034.996 || undecimal minor seventh, small undecimal neutral seventh || | || [[20_11|20/11]] || 1034.996 || undecimal minor seventh, small undecimal neutral seventh || | ||
|| [[64_35|64/35]] || 1044.860 || || | || [[64_35|64/35]] || 1044.860 || || | ||
|| [[11_6|11/6]] || 1049.363 || undecimal neutral seventh, 21/4-tone || | || [[11_6|11/6]] || 1049.363 || undecimal neutral seventh, 21/4-tone || | ||
|| [[24_13|24/13]] || 1061.427 || tridecimal neutral seventh || | || [[24_13|24/13]] || 1061.427 || tridecimal neutral seventh || | ||
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|| [[243_128|243/128]] || 1109.775 || Pythagorean major seventh || | || [[243_128|243/128]] || 1109.775 || Pythagorean major seventh || | ||
|| [[40_21|40/21]] || 1115.533 || acute major seventh || | || [[40_21|40/21]] || 1115.533 || acute major seventh || | ||
|| [[48_25|48/25]] || 1129.328 || || | || [[48_25|48/25]] || 1129.328 || || | ||
|| [[64_33|64/33]] || 1146.727 || octave reduced 33rd subharmonic || | || [[64_33|64/33]] || 1146.727 || octave reduced 33rd subharmonic || | ||
|| [[35_18|35/18]] || 1151.230 || || | || [[35_18|35/18]] || 1151.230 || || | ||
|| [[96_49|96/49]] || 1164.303 || || | || [[96_49|96/49]] || 1164.303 || || | ||
|| [[49_25|49/25]] || 1165.024 || || | || [[49_25|49/25]] || 1165.024 || || | ||
|| [[160_81|160/81]] || 1178.494 || octave minus syntonic comma || | || [[160_81|160/81]] || 1178.494 || octave minus syntonic comma || | ||
|| [[Octave|2/1]] || 1200.000 || octave, diapason || | || [[Octave|2/1]] || 1200.000 || octave, diapason || | ||
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<td>551.318<br /> | <td>551.318<br /> | ||
</td> | </td> | ||
<td>super-fourth, undecimal semi-augmented fourth, octave reduced 11th harmonic or harmonic 11th<br /> | <td>super-fourth, undecimal semi-augmented fourth, octave reduced 11th harmonic or harmonic 11th, Alphorn-Fa<br /> | ||
</td> | </td> | ||
</tr> | </tr> | ||