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In
Step 17
we looked at the very simplest kind of cluster - two
definitive notes in dissonant proximity. Let's develop
these ideas further.
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A recurring theme in these discussions has been that a
chord is a selection of notes from a particular scale,
arranged in such a way as to represent the essence of
the scale, by reinforcing relationships and implying the
missing notes through the overtone series.
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But there's no reason why notes in a scale shouldn't be
combined in ways that don't follow the strict rules of
tertian or quartal construction.
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Take the Eb lydian scale, for example. Among the chords
we can extract from this scale are EbΔ7(9), C-7(9 11),
F7(9 11 13), Eb6 9, Ař and so on. But we could just as
well play clusters of notes, or even, if a really dense
texture is called for, the whole scale in one Sic Semper
Tyrannus of a chord.
Examples
[18.1],
[18.2],
[18.3] and
[18.4]
are illustrations.
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We seem to be coming to the conclusion that it's
actually rather arbitrary to elevate tertian or quartal
chords to positions of central significance in the
harmonic scheme, even though they clearly dominate our
experience of mainstream European and Afro-American
music. In reality, there are chords by seconds, chords
by fifths, chords by flattened sixths, by fourteenths,
by sharpened thirty-thirds, by any interval you care to
choose, and by any and every combination of these.
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So perhaps we should turn our thinking upside-down and,
instead of regarding a chord as some kind of offspring
of a parent scale, we might picture a scale as a
broken chord by seconds!
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Which brings us to the place where melody and harmony
meet. It is customary to think of them as separate
elements. This is particularly true for the jazz
keyboard where the left hand usually bangs out the
vertical structures we know as chords while the right
hand moves through the horizontal world of melodic
line. But the best players are able to place and voice
their changes melodically while shaping melodies with
the structural inevitability of a well-orchestrated
chord.
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