Kite's ups and downs notation: Difference between revisions
Wikispaces>TallKite **Imported revision 588454440 - Original comment: ** |
Wikispaces>TallKite **Imported revision 588455520 - 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:TallKite|TallKite]] and made on <tt>2016-08-01 | : This revision was by author [[User:TallKite|TallKite]] and made on <tt>2016-08-01 01:28:25 UTC</tt>.<br> | ||
: The original revision id was <tt> | : The original revision id was <tt>588455520</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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__**Various triads:**__ | __**Various triads:**__ | ||
C D G = Csus2 = "C sus two" | C D G = Csus2 = "C sus two" | ||
C D^ G = Csus^2 = "C sus up-two" | C D^ G = Csus^2 = "C sus up-two" | ||
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__**Altered fifths:**__ | __**Altered fifths:**__ | ||
C Eb Gb = Cdim = "C dim" (in perfect EDOs, C = "C" or "C perfect") | C Eb Gb = Cdim = "C dim" (in perfect EDOs, C = "C" or "C perfect") | ||
C Eb Gbv = Cdim(v5) = "C dim down-five" | C Eb Gbv = Cdim(v5) = "C dim down-five" | ||
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C Ev G Bbv = C.v7 = "C dot down-seven" | C Ev G Bbv = C.v7 = "C dot down-seven" | ||
C E Gv Bb = C7(v5) = "C seven down-five" | C E Gv Bb = C7(v5) = "C seven down-five" | ||
C Ev Gv Bb = C7(v3,v5) = "C seven down-three down-five" | |||
C Ev Gv Bbv = C.v7(v5) = "C dot down seven, down-five" | C Ev Gv Bbv = C.v7(v5) = "C dot down seven, down-five" | ||
C Ev G Bbvv = C.v(vv7) = "C dot down, double-down seven" | C Ev G Bbvv = C.v(vv7) = "C dot down, double-down seven" | ||
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chord components: P1 vP2 P2 vP3 P3, etc. | chord components: P1 vP2 P2 vP3 P3, etc. | ||
Because every interval is perfect, the quality can be omitted | Because every interval is perfect, the quality can be omitted | ||
chord components: 1 v2 2 v3 3 ^3/v4 4 ^4/v5 5 | chord components: 1 v2 2 v3 3 ^3/v4 4 ^4/v5 5 v6 6 ^6/v7 7 ^7 | ||
chord roots: I ^I/vII II ^II/vIII III vIII/vIV IV ^IV/vV V ^V/vVI VI ^VI/vVII VII ^VII/vI | chord roots: I ^I/vII II ^II/vIII III vIII/vIV IV ^IV/vV V ^V/vVI VI ^VI/vVII VII ^VII/vI | ||
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0-4-8-12 = D F A C = D7 ("D seven") | 0-4-8-12 = D F A C = D7 ("D seven") | ||
0-4-8-11 = D F A Cv = D(v7) ("D down-seven"), or D F A B^ = D(^6) = "D up-six" | |||
0-3-8-11 = D Fv A Cv = D.v7 ("D dot down-seven") | |||
0-3-8-13 = D Fv A C^ = D.v(^7) ("D dot down up-seven") | |||
0-5-8-11 = D F^ A Cv = D.^(v7) ("D dot up down-seven"), or more likely D F^ A B^ = D.^6 = "D dot up-six" | |||
0-4-8-11 = D F A Cv = D(v7) ("D | |||
0-3-8-11 = D Fv A Cv = D.v7 ("D dot down seven" | |||
0-3-8-13 = D Fv A C^ = D.v(^7) ("D dot down | |||
0-5-8-11 = D F^ A Cv = D.^(v7) ("D dot up | |||
15edo: 3 keys per #/b, so ups and downs are needed. | 15edo: 3 keys per #/b, so ups and downs are needed. | ||
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chord roots: I ^bII vII II/bIII ^bIII vIII III/IV ^IV vV V ^bVI vVI VI/bVII ^bVII vVII | chord roots: I ^bII vII II/bIII ^bIII vIII III/IV ^IV vV V ^bVI vVI VI/bVII ^bVII vVII | ||
0-3-9 = D F A = Dm (or possibly D E A = Dsus2) | 0-3-9 = D F A = Dm = "D minor" (or possibly D E A = Dsus2) | ||
0-4-9 = D F^ A = D.^m | 0-4-9 = D F^ A = D.^m = "D (dot) upminor" | ||
0-5-9 = D F#v A = D. | 0-5-9 = D F#v A = D.v = "D dot down" or "D downmajor" | ||
0-6-9 = D F# A = D (or possibly D G A = Dsus4) | 0-6-9 = D F# A = D (or possibly D G A = Dsus4) | ||
0- | 0-6-9-12 = D F# A C = D7, or D F# A B = D6 | ||
16edo: D * E * * F * G * A * B * * C * D, 1 key per #/b, ups and downs not needed. | 16edo: D * E * * F * G * A * B * * C * D, 1 key per #/b, ups and downs not needed. | ||
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0-5-9 = D F A = D (or D major) | 0-5-9 = D F A = D (or D major) | ||
0-5-10 = D F A# = Daug (the conventional aug chord) | 0-5-10 = D F A# = Daug (the conventional aug chord) | ||
0-6-9 = D F# A = D(A3) (aug 3rd, perfect 5th) | 0-6-9 = D F# A = D(A3) = "D aug-three" (aug 3rd, perfect 5th) | ||
0-7-9 = D G A = Dsus4 | 0-7-9 = D G A = Dsus4 | ||
0-5-9-13 = D F A Cb = D7 | 0-5-9-13 = D F A Cb = D7 | ||
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chord components: P1 A2 M2 m2/A3 M3 m3 d3/A4 P4 d4/A5 P5 d5/A6 M6 m6/A7 M7 m7 d7 | chord components: P1 A2 M2 m2/A3 M3 m3 d3/A4 P4 d4/A5 P5 d5/A6 M6 m6/A7 M7 m7 d7 | ||
chord roots: I bI/#II II bII III bIII bbIII/#IV IV bIV/#V V bV/#VI VI bVI VII bVII bbVII/#I | chord roots: I bI/#II II bII III bIII bbIII/#IV IV bIV/#V V bV/#VI VI bVI VII bVII bbVII/#I | ||
0-3-9 = D F## A = D(A3) | 0-3-9 = D F## A = D(A3) = "D aug-three" | ||
0-4-9 = D F# A = D | 0-4-9 = D F# A = D = "D" or "D major" | ||
0-5-9 = D F A = Dm | 0-5-9 = D F A = Dm = "D minor" | ||
0-5-10 = D F Ab = Ddim (the conventional dim triad) | 0-6-9 = D Fb A = D(d3) = "D dim-three" (dim 3rd, perfect 5th) | ||
0-6- | 0-5-10 = D F Ab = Ddim = "D dim" (the conventional dim triad) | ||
0-7-9 = D G A = Dsus4 | 0-6-10 = D Fb Ab = Ddim(d3) = "D dim dim-three" | ||
0-7-9 = D G A = Dsus4 = "D sus four" | |||
0-5-9-13 = D F A C# = DmM7 | 0-5-9-13 = D F A C# = DmM7 | ||
0-4-8-12 = D F# A# C## = Daug(A7) | 0-4-8-12 = D F# A# C## = Daug(A7) | ||
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chord roots: I v#I/bII #I/vII II bIII vIII III IV ^IV/bV #IV/vV V #V/bVI vVI VI bVII vVII VII | chord roots: I v#I/bII #I/vII II bIII vIII III IV ^IV/bV #IV/vV V #V/bVI vVI VI bVII vVII VII | ||
0-4-10 = D F A = Dm = "D minor" | |||
0-4-10 = D F A = Dm | 0-5-10 = D F^ A = D.~ = "D dot mid" | ||
0-5-10 = D F^ A = D.~ | 0-6-10 = D F# A = D = "D" or "D major" | ||
0-6-10 = D F# A = D | |||
0-4-9 = D F Av = Dm(v5) | 0-4-9 = D F Av = Dm(v5) | ||
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19edo: D * * E * F * * G * * A * * B * C * * D, ups and downs not needed. | 19edo: D * * E * F * * G * * A * * B * C * * D, ups and downs not needed. | ||
chord components: P1 d2 m2 M2 d3 m3 M3 A3 P4 A4 d5 P5 | chord components: P1 d2 m2 M2 d3 m3 M3 A3 P4 A4 d5 P5 A5 m6 M6 d7 m7 M7 A7 | ||
chord roots: I | chord roots: I #I/bbII bII II #II/bbIII bIII III #III/bIV IV #IV bV V #V/bbVI bVI VI bbVII bVII VII #VII/bI | ||
0-4-11 = D Fb A = D(d3) (dim 3rd, perfect 5th) | 0-4-11 = D Fb A = D(d3) = "D dim-three" (dim 3rd, perfect 5th) | ||
0-4-10 = D Fb Ab = Ddim(d3) | 0-4-10 = D Fb Ab = Ddim(d3) = "D dim dim-three" | ||
0-5-11 = D F A = Dm | 0-5-11 = D F A = Dm = "D minor" | ||
0-5-10 = D F Ab = Ddim (conventional dim chord) | 0-5-10 = D F Ab = Ddim (conventional dim chord) | ||
0-6-11 = D F# A = D (major) | 0-6-11 = D F# A = D (major) | ||
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<br /> | <br /> | ||
<u><strong>Various triads:</strong></u><br /> | <u><strong>Various triads:</strong></u><br /> | ||
C D G = Csus2 = &quot;C sus two&quot;<br /> | C D G = Csus2 = &quot;C sus two&quot;<br /> | ||
C D^ G = Csus^2 = &quot;C sus up-two&quot;<br /> | C D^ G = Csus^2 = &quot;C sus up-two&quot;<br /> | ||
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<br /> | <br /> | ||
<u><strong>Altered fifths:</strong></u><br /> | <u><strong>Altered fifths:</strong></u><br /> | ||
C Eb Gb = Cdim = &quot;C dim&quot; (in perfect EDOs, C = &quot;C&quot; or &quot;C perfect&quot;)<br /> | C Eb Gb = Cdim = &quot;C dim&quot; (in perfect EDOs, C = &quot;C&quot; or &quot;C perfect&quot;)<br /> | ||
C Eb Gbv = Cdim(v5) = &quot;C dim down-five&quot;<br /> | C Eb Gbv = Cdim(v5) = &quot;C dim down-five&quot;<br /> | ||
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C Ev G Bbv = C.v7 = &quot;C dot down-seven&quot;<br /> | C Ev G Bbv = C.v7 = &quot;C dot down-seven&quot;<br /> | ||
C E Gv Bb = C7(v5) = &quot;C seven down-five&quot;<br /> | C E Gv Bb = C7(v5) = &quot;C seven down-five&quot;<br /> | ||
C Ev Gv Bb = C7(v3,v5) = &quot;C seven down-three down-five&quot;<br /> | |||
C Ev Gv Bbv = C.v7(v5) = &quot;C dot down seven, down-five&quot;<br /> | C Ev Gv Bbv = C.v7(v5) = &quot;C dot down seven, down-five&quot;<br /> | ||
C Ev G Bbvv = C.v(vv7) = &quot;C dot down, double-down seven&quot;<br /> | C Ev G Bbvv = C.v(vv7) = &quot;C dot down, double-down seven&quot;<br /> | ||
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chord components: P1 vP2 P2 vP3 P3, etc.<br /> | chord components: P1 vP2 P2 vP3 P3, etc.<br /> | ||
Because every interval is perfect, the quality can be omitted<br /> | Because every interval is perfect, the quality can be omitted<br /> | ||
chord components: 1 v2 2 v3 3 ^3/v4 4 ^4/v5 5 | chord components: 1 v2 2 v3 3 ^3/v4 4 ^4/v5 5 v6 6 ^6/v7 7 ^7<br /> | ||
chord roots: I ^I/vII II ^II/vIII III vIII/vIV IV ^IV/vV V ^V/vVI VI ^VI/vVII VII ^VII/vI<br /> | chord roots: I ^I/vII II ^II/vIII III vIII/vIV IV ^IV/vV V ^V/vVI VI ^VI/vVII VII ^VII/vI<br /> | ||
<br /> | <br /> | ||
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<br /> | <br /> | ||
0-4-8-12 = D F A C = D7 (&quot;D seven&quot;)<br /> | 0-4-8-12 = D F A C = D7 (&quot;D seven&quot;)<br /> | ||
0-4-8-11 = D F A Cv = D(v7) (&quot;D down-seven&quot;), or D F A B^ = D(^6) = &quot;D up-six&quot;<br /> | |||
0-3-8-11 = D Fv A Cv = D.v7 (&quot;D dot down-seven&quot;)<br /> | |||
0-3-8-13 = D Fv A C^ = D.v(^7) (&quot;D dot down up-seven&quot;)<br /> | |||
0-5-8-11 = D F^ A Cv = D.^(v7) (&quot;D dot up down-seven&quot;), or more likely D F^ A B^ = D.^6 = &quot;D dot up-six&quot;<br /> | |||
0-4-8-11 = D F A Cv = D(v7) (&quot;D | |||
0-3-8-11 = D Fv A Cv = D.v7 (&quot;D dot down seven&quot; | |||
0-3-8-13 = D Fv A C^ = D.v(^7) (&quot;D dot down | |||
0-5-8-11 = D F^ A Cv = D.^(v7) (&quot;D dot up | |||
<br /> | <br /> | ||
<br /> | <br /> | ||
15edo: 3 keys per #/b, so ups and downs are needed.<br /> | 15edo: 3 keys per #/b, so ups and downs are needed.<br /> | ||
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chord roots: I ^bII vII II/bIII ^bIII vIII III/IV ^IV vV V ^bVI vVI VI/bVII ^bVII vVII<br /> | chord roots: I ^bII vII II/bIII ^bIII vIII III/IV ^IV vV V ^bVI vVI VI/bVII ^bVII vVII<br /> | ||
<br /> | <br /> | ||
0-3-9 = D F A = Dm (or possibly D E A = Dsus2)<br /> | 0-3-9 = D F A = Dm = &quot;D minor&quot; (or possibly D E A = Dsus2)<br /> | ||
0-4-9 = D F^ A = D.^m<br /> | 0-4-9 = D F^ A = D.^m = &quot;D (dot) upminor&quot;<br /> | ||
0-5-9 = D F#v A = D. | 0-5-9 = D F#v A = D.v = &quot;D dot down&quot; or &quot;D downmajor&quot;<br /> | ||
0-6-9 = D F# A = D (or possibly D G A = Dsus4)<br /> | 0-6-9 = D F# A = D (or possibly D G A = Dsus4)<br /> | ||
0- | 0-6-9-12 = D F# A C = D7, or D F# A B = D6<br /> | ||
<br /> | <br /> | ||
16edo: D * E * * F * G * A * B * * C * D, 1 key per #/b, ups and downs not needed.<br /> | 16edo: D * E * * F * G * A * B * * C * D, 1 key per #/b, ups and downs not needed.<br /> | ||
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0-5-9 = D F A = D (or D major)<br /> | 0-5-9 = D F A = D (or D major)<br /> | ||
0-5-10 = D F A# = Daug (the conventional aug chord)<br /> | 0-5-10 = D F A# = Daug (the conventional aug chord)<br /> | ||
0-6-9 = D F# A = D(A3) (aug 3rd, perfect 5th)<br /> | 0-6-9 = D F# A = D(A3) = &quot;D aug-three&quot; (aug 3rd, perfect 5th)<br /> | ||
0-7-9 = D G A = Dsus4<br /> | 0-7-9 = D G A = Dsus4<br /> | ||
0-5-9-13 = D F A Cb = D7<br /> | 0-5-9-13 = D F A Cb = D7<br /> | ||
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chord components: P1 A2 M2 m2/A3 M3 m3 d3/A4 P4 d4/A5 P5 d5/A6 M6 m6/A7 M7 m7 d7<br /> | chord components: P1 A2 M2 m2/A3 M3 m3 d3/A4 P4 d4/A5 P5 d5/A6 M6 m6/A7 M7 m7 d7<br /> | ||
chord roots: I bI/#II II bII III bIII bbIII/#IV IV bIV/#V V bV/#VI VI bVI VII bVII bbVII/#I<br /> | chord roots: I bI/#II II bII III bIII bbIII/#IV IV bIV/#V V bV/#VI VI bVI VII bVII bbVII/#I<br /> | ||
0-3-9 = D F## A = D(A3)<br /> | 0-3-9 = D F## A = D(A3) = &quot;D aug-three&quot;<br /> | ||
0-4-9 = D F# A = D | 0-4-9 = D F# A = D = &quot;D&quot; or &quot;D major&quot;<br /> | ||
0-5-9 = D F A = Dm<br /> | 0-5-9 = D F A = Dm = &quot;D minor&quot;<br /> | ||
0-5-10 = D F Ab = Ddim (the conventional dim triad)<br /> | 0-6-9 = D Fb A = D(d3) = &quot;D dim-three&quot; (dim 3rd, perfect 5th)<br /> | ||
0-6- | 0-5-10 = D F Ab = Ddim = &quot;D dim&quot; (the conventional dim triad)<br /> | ||
0-7-9 = D G A = Dsus4<br /> | 0-6-10 = D Fb Ab = Ddim(d3) = &quot;D dim dim-three&quot;<br /> | ||
0-7-9 = D G A = Dsus4 = &quot;D sus four&quot;<br /> | |||
0-5-9-13 = D F A C# = DmM7<br /> | 0-5-9-13 = D F A C# = DmM7<br /> | ||
0-4-8-12 = D F# A# C## = Daug(A7)<br /> | 0-4-8-12 = D F# A# C## = Daug(A7)<br /> | ||
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chord roots: I v#I/bII #I/vII II bIII vIII III IV ^IV/bV #IV/vV V #V/bVI vVI VI bVII vVII VII<br /> | chord roots: I v#I/bII #I/vII II bIII vIII III IV ^IV/bV #IV/vV V #V/bVI vVI VI bVII vVII VII<br /> | ||
<br /> | <br /> | ||
0- | 0-4-10 = D F A = Dm = &quot;D minor&quot;<br /> | ||
0-5-10 = D F^ A = D.~ = &quot;D dot mid&quot;<br /> | |||
0-5-10 = D F^ A = D.~ | 0-6-10 = D F# A = D = &quot;D&quot; or &quot;D major&quot;<br /> | ||
0-6-10 = D F# A = D | |||
<br /> | <br /> | ||
0-4-9 = D F Av = Dm(v5)<br /> | 0-4-9 = D F Av = Dm(v5)<br /> | ||
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<br /> | <br /> | ||
19edo: D * * E * F * * G * * A * * B * C * * D, ups and downs not needed.<br /> | 19edo: D * * E * F * * G * * A * * B * C * * D, ups and downs not needed.<br /> | ||
chord components: P1 d2 m2 M2 d3 m3 M3 A3 P4 A4 d5 P5 | chord components: P1 d2 m2 M2 d3 m3 M3 A3 P4 A4 d5 P5 A5 m6 M6 d7 m7 M7 A7<br /> | ||
chord roots: I | chord roots: I #I/bbII bII II #II/bbIII bIII III #III/bIV IV #IV bV V #V/bbVI bVI VI bbVII bVII VII #VII/bI<br /> | ||
0-4-11 = D Fb A = D(d3) (dim 3rd, perfect 5th)<br /> | 0-4-11 = D Fb A = D(d3) = &quot;D dim-three&quot; (dim 3rd, perfect 5th)<br /> | ||
0-4-10 = D Fb Ab = Ddim(d3)<br /> | 0-4-10 = D Fb Ab = Ddim(d3) = &quot;D dim dim-three&quot;<br /> | ||
0-5-11 = D F A = Dm<br /> | 0-5-11 = D F A = Dm = &quot;D minor&quot;<br /> | ||
0-5-10 = D F Ab = Ddim (conventional dim chord)<br /> | 0-5-10 = D F Ab = Ddim (conventional dim chord)<br /> | ||
0-6-11 = D F# A = D (major)<br /> | 0-6-11 = D F# A = D (major)<br /> | ||