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.begin verbatim
Example 8. Mozart, Sonata in F, K.189e (280), first movement.
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It is clear that A%4F%1-D cannot be the critical tritone, since
the E%4N%1, a whole step above D, rules out E%4F%1 as tonic. The context of the
passage makes it doubtful that A%4F%1 could be interpreted as G%4S%1, because the
G%4N%1 is a normal goal for the flatted sixth in C Major-minor. No such
problems come with the interpretation of (G)-F-B-(C) as the tonic-defining
intervals, and so C is the tonic at that point. It should be seen that
there is no reason to indicate the tritone relation between notes such as
the E and B%4F%1 of measure 18. The E%4N%1 becomes altered to E%4F%1 and unless there
is some reason to call the E%4F%1 now D%4S%1, there is no tonic-defining element
present, but rather a move into the minor mode. The same line of thought
will apply to the rest of the passage, due to its sequential nature.
The preceding discussion has been in terms of a succession of
tones -- a melodic line. The same things prove to be true when dealing
with the interval relations in chord progressions, since chords, in tonal
music, may be thought of as simultaneous vertical occurrences of scale
parts. Every chord progression is inextricably bound up with linear
implications; chords grow out of the verticalization of melodic
combinations and melodies are directed so as to serve the purposes of
particular chord progressions. Since music never exists in a static form,
the linear impulse -- the impulse to move forward -- is always
predominant. However, early in the history of tonal music the
relationships of the vertical elements became so conventional that their
abstract manifestations were clear to all. Strike any dominant 7th chord
before even the most untrained listeners and they will be able to sing
back the notes of the expected tonic chord, but without any particular
regard for voice leading between the two chords. Thus in tonal music the
simple melodic impulse must share primacy with the impulse of the harmonic
progression.
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.BEGIN VERBATIM
Harmonic Functions
.END
Harmonic functions are the basic relationships between the
chords -- the relationships of the %2roots%1. It is not inferred that the
roots are to be heard as a kind of imagined bass line. Nevertheless, the
roots might be called the generating tones of each chord, in that the
relationships of the roots to the tonic note usually give fair representation of
each chord's function. Chords seem to be less stable -- that is,
they tend to move on to other chords -- when the 3rd, 5th, or 7th appears
in the bass. In fact, the simple %4A%1 position (with the 5th in the
bass) most often has no independent existence.$$See section on substitute
functions, page 16.$ Usually the upper two
notes of such a chord act as appoggiaturas or neighboring notes to
a following chord.
.begin verbatim
Example 9
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