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Ref: Chord Fingerings/Voicings

15,028 bytes added, 06:29, 4 January 2015
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= Triads =
<div class="item-wrap">
<div class="trail blue">
<span class="text current">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - 3 - 5'''''
 
== Major Triads ==
<div class="item-wrap">
<div class="trail blue">
<span class="text current">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - M3 - P5'''''
== Minor Triads ==
<div class="item-wrap">
<div class="trail blue">
<span class="text current">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - m3 - P5'''''
== Diminished Triad ==
<div class="item-wrap">
<div class="trail blue">
<span class="text current">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - m3 - d5'''''
== Augmented ==
<div class="item-wrap">
<div class="trail blue">
<span class="text current">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - M3 - A5'''''
= Sevenths =
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text current">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - 3 - 5 - 7'''''
== Major 7th ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text current">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - M3 - P5 - M7'''''
== Dominant 7th ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text current">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - M3 - P5 - m7'''''
== Minor 7th ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text current">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - m3 - P5 - m7'''''
== Fully Diminished ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text current">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - m3 - d5 - M6'''''
:: or
== Half Diminished ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text current">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - m3 - d5 - m7'''''
== Minor/Major 7 ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text current">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - m3 - P5 - M7'''''
= Ninths =
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text current">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - 3 - 5 - (7) - 9'''''
== Dominant 9th ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text current">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - M3 - P5 - m7 - M9'''''
== Dominant Minor 9th ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text current">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - M3 - (P5) - m7 - m9'''''
== Major 9th ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text current">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - M3 - (P5) - M7 - M9'''''
== Minor 9th ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text current">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - m3 - (P5) - m7 - M9'''''
== Augmented 9th ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text current">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - M3 - (P5) - m7 - A9'''''
== 6/9 ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text current">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - M3 - P5 - M6 - M9'''''
== Major Added 9th ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text current">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - M3 - 5 - M9'''''
== Minor Added 9th ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text current">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - m3 - P5 - M9'''''
= Elevenths =
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text current">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - <nowiki>[3]</nowiki> - (5) - 7 - 9 - 11'''''
The 3rd is virtually always omitted due to its dissonant m9 (m2 above the octave) interval with the 11th.
== Dominant 11th ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text current">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - <nowiki>[M3]</nowiki> - (P5) - m7 - M9 - A11'''''
== Minor 11th ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text current">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - <nowiki>[m3]</nowiki> - (P5) - m7 - M9 - P11'''''
{|
== Major 11th ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text current">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - <nowiki>[M3]</nowiki> - (P5) - M7 - M9 - A11'''''
{|
= Thirteenths =
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text current">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - 3 - (5) - 7 - (9) - (11) - 13'''''
== Dominant 13th ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text current">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
: '''''R - M3 - (P5) - m7 - (M9) - (P11) - M13'''''
== Minor 13th ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text current">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - m3 - (P5) - m7 - (M9) - (P11) - M13'''''
{|
== Major 13th ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text current">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - M3 - (P5) - M7 - (M9) - (P11) - M13'''''
= Suspensions =
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text current">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - M2/P4 - 5'''''
== Suspended 2nd ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text current">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - M2 - 5'''''
{|
== Suspended 4th ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text current">[[#Suspensions|Suspensions]]</span>
<span class="text">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - P4 - 5'''''
= Sixths =
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text current">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - 3 - 5 - 6'''''
== Major 6th ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text current">[[#Sixths|Sixths]]</span>
</div>
</div>
: '''''R - M3 - P5 - M6'''''
== Minor 6th ==
<div class="item-wrap">
<div class="trail blue">
<span class="text">[[#Triads|Triads]]</span>
<span class="text">[[#Sevenths|Sevenths]]</span>
<span class="text">[[#Ninths|Ninths]]</span>
<span class="text">[[#Elevenths|Elevenths]]</span>
<span class="text">[[#Thirteenths|Thirteenths]]</span>
<span class="text">[[#Suspensions|Suspensions]]</span>
<span class="text current">[[#Sixths|Sixths]]</span>
</div>
</div>
 
: '''''R - m3 - P5 - M6'''''
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