Kite's ups and downs notation: Difference between revisions

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<h2>IMPORTED REVISION FROM WIKISPACES</h2>

This is an imported revision from Wikispaces. The revision metadata is included below for reference:

: This revision was by author [[User:TallKite|TallKite]] and made on <tt>2016-11-~~29 03~~:59:54 UTC</tt>.

: This revision was by author [[User:TallKite|TallKite]] and made on <tt>2016-12-02 02:13:55 UTC</tt>.

: The original revision id was <tt>~~600711300~~</tt>.

: The original revision id was <tt>601179394</tt>.

: The revision comment was: <tt></tt>

The revision contents are below, presented both in the original Wikispaces Wikitext format, and in HTML exactly as Wikispaces rendered it.

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C D# G = Csus#2 = "C sus sharp-two" or "C sus aug-two"

C Ebb G = C(bb3) = "C dim-three" (or ~~possibly~~ "C double-flat-three")

C Ebb G = C(d3) or C(bb3) = "C dim-three" or "C double-flat-three"

C E# G = C(#3) or C(A3) = "C sharp-three" or "C aug-three"

C Fb G = C.b4 or Csusb4 = "C (sus) flat-four" or "C (sus) dim-four" (not "C-flat four" = Cbsus4)

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C Eb Gbv = Cdim(v5) = "C dim down-five"

C Eb Gb^ = Cdim(^5) = "C dim up-five"

C Eb^ Gb = ~~Cdim~~(^3) = "C ~~dim~~ up-~~three~~" (in certain EDOs, ~~Cdim(~~~3) = "C ~~dim~~ mid-~~three")~~

C Eb^ Gb = C.^dim(^3) = "C up-dim" (in certain EDOs, C~dim = "C mid-dim")

~~(here "up-three" means upminor 3rd, not upmajor 3rd, because "~~dim" ~~indicates a minor 3rd~~)

C Eb^ Gb^ = C.^dim(^5) = "C up-dim up-five" (in certain EDOs, C~(^b5) = "C mid upflat-five")

C Eb^ Gb^ = ~~Cdim~~(~~^3,~~^5) = "C ~~dim~~ up-~~three~~ up-five" (in certain EDOs, C~(^b5) = "C mid upflat-five")

C Eb Gv = Cm(v5) = "C minor down-five"

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C E G#v = Caug(v5) = "C aug down-five"

C E G#^ = Caug(^5) = "C aug up-five"

C E^ G# is ~~Caug(~~^3) = "C ~~aug~~ up-~~three" (note that here "up-three~~" ~~means upmajor 3rd, not upminor 3rd)~~

C E^ G# is C.^aug = "C up-aug"

C E^ G#^ = ~~Caug~~(~~^3,~~^5) = "C ~~aug~~ up-~~three~~ up-five"

C E^ G#^ = C.^aug(^5) = "C up-aug up-five"

C D# Gb = Csus#2(b5) or C.#2(b5) = "C sus sharp-two, flat-five" or "C sharp-two, flat-five"

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C E G Bb = C7 = "C seven"

C Ev G Bb = C7(v3) = "C seven down-three" (in certain EDOs, C7(~3) = "C seven mid-three")

(here "down-three" means downmajor 3rd, not downminor 3rd, because "C7" indicates a major 3rd)

C E G Bbv = C(v7) = "C down-seven" (not "C-down seven", which would be Cv.7 = Cv Ev Gv Bbv)

C Ev G Bbv = C.v7 = "C dot down seven" (in certain EDOs, C~(v7) = "C mid down-seven")

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C D# G = Csus#2 = &quot;C sus sharp-two&quot; or &quot;C sus aug-two&quot;

C Ebb G = C(bb3) = &quot;C dim-three&quot; (or ~~possibly~~ &quot;C double-flat-three&quot;)

C Ebb G = C(d3) or C(bb3) = &quot;C dim-three&quot; or &quot;C double-flat-three&quot;

C E# G = C(#3) or C(A3) = &quot;C sharp-three&quot; or &quot;C aug-three&quot;

C Fb G = C.b4 or Csusb4 = &quot;C (sus) flat-four&quot; or &quot;C (sus) dim-four&quot; (not &quot;C-flat four&quot; = Cbsus4)

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C Eb Gbv = Cdim(v5) = &quot;C dim down-five&quot;

C Eb Gb^ = Cdim(^5) = &quot;C dim up-five&quot;

C Eb^ Gb = ~~Cdim~~(^3) = &quot;C ~~dim~~ up-~~three~~&quot; (in certain EDOs, ~~Cdim(~~~3) = &quot;C ~~dim~~ mid-~~three&quot;) ~~

C Eb^ Gb = C.^dim(^3) = &quot;C up-dim&quot; (in certain EDOs, C~dim = &quot;C mid-dim&quot;)

~~(here &quot;up-three&quot; means upminor 3rd, not upmajor 3rd, because &quot;~~dim&quot; ~~indicates a minor 3rd~~)

C Eb^ Gb^ = C.^dim(^5) = &quot;C up-dim up-five&quot; (in certain EDOs, C~(^b5) = &quot;C mid upflat-five&quot;)

C Eb^ Gb^ = ~~Cdim~~(~~^3,~~^5) = &quot;C ~~dim~~ up-~~three~~ up-five&quot; (in certain EDOs, C~(^b5) = &quot;C mid upflat-five&quot;)

C Eb Gv = Cm(v5) = &quot;C minor down-five&quot;

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C E G#v = Caug(v5) = &quot;C aug down-five&quot;

C E G#^ = Caug(^5) = &quot;C aug up-five&quot;

C E^ G# is ~~Caug(~~^3) = &quot;C ~~aug~~ up-~~three&quot; (note that here &quot;up-three~~&quot; ~~means upmajor 3rd, not upminor 3rd)~~

C E^ G# is C.^aug = &quot;C up-aug&quot;

C E^ G#^ = ~~Caug~~(~~^3,~~^5) = &quot;C ~~aug~~ up-~~three~~ up-five&quot;

C E^ G#^ = C.^aug(^5) = &quot;C up-aug up-five&quot;

C D# Gb = Csus#2(b5) or C.#2(b5) = &quot;C sus sharp-two, flat-five&quot; or &quot;C sharp-two, flat-five&quot;

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C E G Bb = C7 = &quot;C seven&quot;

C Ev G Bb = C7(v3) = &quot;C seven down-three&quot; (in certain EDOs, C7(~3) = &quot;C seven mid-three&quot;)

(here &quot;down-three&quot; means downmajor 3rd, not downminor 3rd, because &quot;C7&quot; indicates a major 3rd)

C E G Bbv = C(v7) = &quot;C down-seven&quot; (not &quot;C-down seven&quot;, which would be Cv.7 = Cv Ev Gv Bbv)

C Ev G Bbv = C.v7 = &quot;C dot down seven&quot; (in certain EDOs, C~(v7) = &quot;C mid down-seven&quot;)

@@ Line 1: / Line 1: @@
 <h2>IMPORTED REVISION FROM WIKISPACES</h2>
 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>2016-11-29 03:59:54 UTC</tt>.<br>
+: This revision was by author [[User:TallKite|TallKite]] and made on <tt>2016-12-02 02:13:55 UTC</tt>.<br>
-: The original revision id was <tt>600711300</tt>.<br>
+: The original revision id was <tt>601179394</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>
@@ Line 367: / Line 367: @@
 C D# G = Csus#2 = "C sus sharp-two" or "C sus aug-two"
-C Ebb G = C(bb3) = "C dim-three" (or possibly "C double-flat-three")
+C Ebb G = C(d3) or C(bb3) = "C dim-three" or "C double-flat-three"
 C E# G = C(#3) or C(A3) = "C sharp-three" or "C aug-three"
 C Fb G = C.b4 or Csusb4 = "C (sus) flat-four" or "C (sus) dim-four" (not "C-flat four" = Cbsus4)
@@ Line 375: / Line 375: @@
 C Eb Gbv = Cdim(v5) = "C dim down-five"
 C Eb Gb^ = Cdim(^5) = "C dim up-five"
-C Eb^ Gb = Cdim(^3) = "C dim up-three" (in certain EDOs, Cdim(~3) = "C dim mid-three")
+C Eb^ Gb = C.^dim(^3) = "C up-dim" (in certain EDOs, C~dim = "C mid-dim")
-(here "up-three" means upminor 3rd, not upmajor 3rd, because "dim" indicates a minor 3rd)
+C Eb^ Gb^ = C.^dim(^5) = "C up-dim up-five" (in certain EDOs, C~(^b5) = "C mid upflat-five")
-C Eb^ Gb^ = Cdim(^3,^5) = "C dim up-three up-five" (in certain EDOs, C~(^b5) = "C mid upflat-five")
 C Eb Gv = Cm(v5) = "C minor down-five"
@@ Line 389: / Line 388: @@
 C E G#v = Caug(v5) = "C aug down-five"
 C E G#^ = Caug(^5) = "C aug up-five"
-C E^ G# is Caug(^3) = "C aug up-three" (note that here "up-three" means upmajor 3rd, not upminor 3rd)
+C E^ G# is C.^aug = "C up-aug"
-C E^ G#^ = Caug(^3,^5) = "C aug up-three up-five"
+C E^ G#^ = C.^aug(^5) = "C up-aug up-five"
 C D# Gb = Csus#2(b5) or C.#2(b5) = "C sus sharp-two, flat-five" or "C sharp-two, flat-five"
@@ Line 401: / Line 400: @@
 C E G Bb = C7 = "C seven"
 C Ev G Bb = C7(v3) = "C seven down-three" (in certain EDOs, C7(~3) = "C seven mid-three")
+(here "down-three" means downmajor 3rd, not downminor 3rd, because "C7" indicates a major 3rd)
 C E G Bbv = C(v7) = "C down-seven" (not "C-down seven", which would be Cv.7 = Cv Ev Gv Bbv)
 C Ev G Bbv = C.v7 = "C dot down seven" (in certain EDOs, C~(v7) = "C mid down-seven")
@@ Line 1,917: / Line 1,917: @@
 &lt;br /&gt;
 C D# G = Csus#2 = &amp;quot;C sus sharp-two&amp;quot; or &amp;quot;C sus aug-two&amp;quot;&lt;br /&gt;
-C Ebb G = C(bb3) = &amp;quot;C dim-three&amp;quot; (or possibly &amp;quot;C double-flat-three&amp;quot;)&lt;br /&gt;
+C Ebb G = C(d3) or C(bb3) = &amp;quot;C dim-three&amp;quot; or &amp;quot;C double-flat-three&amp;quot;&lt;br /&gt;
 C E# G = C(#3) or C(A3) = &amp;quot;C sharp-three&amp;quot; or &amp;quot;C aug-three&amp;quot;&lt;br /&gt;
 C Fb G = C.b4 or Csusb4 = &amp;quot;C (sus) flat-four&amp;quot; or &amp;quot;C (sus) dim-four&amp;quot; (not &amp;quot;C-flat four&amp;quot; = Cbsus4)&lt;br /&gt;
@@ Line 1,925: / Line 1,925: @@
 C Eb Gbv = Cdim(v5) = &amp;quot;C dim down-five&amp;quot;&lt;br /&gt;
 C Eb Gb^ = Cdim(^5) = &amp;quot;C dim up-five&amp;quot;&lt;br /&gt;
-C Eb^ Gb = Cdim(^3) = &amp;quot;C dim up-three&amp;quot; (in certain EDOs, Cdim(~3) = &amp;quot;C dim mid-three&amp;quot;)&lt;br /&gt;
+C Eb^ Gb = C.^dim(^3) = &amp;quot;C up-dim&amp;quot; (in certain EDOs, C~dim = &amp;quot;C mid-dim&amp;quot;)&lt;br /&gt;
-(here &amp;quot;up-three&amp;quot; means upminor 3rd, not upmajor 3rd, because &amp;quot;dim&amp;quot; indicates a minor 3rd)&lt;br /&gt;
+C Eb^ Gb^ = C.^dim(^5) = &amp;quot;C up-dim up-five&amp;quot; (in certain EDOs, C~(^b5) = &amp;quot;C mid upflat-five&amp;quot;)&lt;br /&gt;
-C Eb^ Gb^ = Cdim(^3,^5) = &amp;quot;C dim up-three up-five&amp;quot; (in certain EDOs, C~(^b5) = &amp;quot;C mid upflat-five&amp;quot;)&lt;br /&gt;
 &lt;br /&gt;
 C Eb Gv = Cm(v5) = &amp;quot;C minor down-five&amp;quot;&lt;br /&gt;
@@ Line 1,939: / Line 1,938: @@
 C E G#v = Caug(v5) = &amp;quot;C aug down-five&amp;quot;&lt;br /&gt;
 C E G#^ = Caug(^5) = &amp;quot;C aug up-five&amp;quot;&lt;br /&gt;
-C E^ G# is Caug(^3) = &amp;quot;C aug up-three&amp;quot; (note that here &amp;quot;up-three&amp;quot; means upmajor 3rd, not upminor 3rd)&lt;br /&gt;
+C E^ G# is C.^aug = &amp;quot;C up-aug&amp;quot;&lt;br /&gt;
-C E^ G#^ = Caug(^3,^5) = &amp;quot;C aug up-three up-five&amp;quot;&lt;br /&gt;
+C E^ G#^ = C.^aug(^5) = &amp;quot;C up-aug up-five&amp;quot;&lt;br /&gt;
 &lt;br /&gt;
 C D# Gb = Csus#2(b5) or C.#2(b5) = &amp;quot;C sus sharp-two, flat-five&amp;quot; or &amp;quot;C sharp-two, flat-five&amp;quot;&lt;br /&gt;
@@ Line 1,951: / Line 1,950: @@
 C E G Bb = C7 = &amp;quot;C seven&amp;quot;&lt;br /&gt;
 C Ev G Bb = C7(v3) = &amp;quot;C seven down-three&amp;quot; (in certain EDOs, C7(~3) = &amp;quot;C seven mid-three&amp;quot;)&lt;br /&gt;
+(here &amp;quot;down-three&amp;quot; means downmajor 3rd, not downminor 3rd, because &amp;quot;C7&amp;quot; indicates a major 3rd)&lt;br /&gt;
 C E G Bbv = C(v7) = &amp;quot;C down-seven&amp;quot; (not &amp;quot;C-down seven&amp;quot;, which would be Cv.7 = Cv Ev Gv Bbv)&lt;br /&gt;
 C Ev G Bbv = C.v7 = &amp;quot;C dot down seven&amp;quot; (in certain EDOs, C~(v7) = &amp;quot;C mid down-seven&amp;quot;)&lt;br /&gt;