durational pacing in handel’s instrumental … · example 4.1: handel, suite in f minor, gigue,...
TRANSCRIPT
DURATIONAL PACING IN HANDEL’S
INSTRUMENTAL WORKS:
THE NATURE OF TEMPORALITY IN THE MUSIC OF THE
HIGH BAROQUE
by
CHANNAN WILLNER
Volume Two: Text
Chapters 4 and 5, Appendix,
Glossary and Bibliography
A dissertation submitted to the Graduate Faculty in Music
in partial fulfillment of the requirements for
the degree of Doctor of Philosophy,
The City University of New York
2005
667
Chapter 4
Exam
ple
4.1:
Han
del,
Suite
in F
m
inor
, Gig
ue, b
ars 1
–18
Pres
to
12 8 12 8
Vord
ersa
tz
Fort
spin
nung
Epilo
g
4
8
12
15
668
cont
inue
d
Exam
ple
4.1:
Han
del,
Suite
in F
m
inor
, Gig
ue, b
ars 1
–18
Pres
to
12 8 12 8
Vord
ersa
tz
Fort
spin
nung
Epilo
g
4
8
12
15
669
Exam
ple
4.1
(con
tinue
d): H
ande
l, F m
inor
Gig
ue
Exam
ple
4.2:
Han
del,
Suite
in F
m
inor
, Gig
ue
a) b)
Redu
ctio
ns to
the
expa
nded
hal
f-not
e ba
sic p
ace
(bar
s 5ff.
)Ba
rs1
Redu
ctio
n to
the
quar
ter-n
ote
basic
pac
e (b
ars 1
–4) a
nd q
uarte
r-not
e fig
ural
pac
e (b
ars 5
ff.)
cont
inue
d
Vord
ersa
tz
12 8 12 812 8 12 8
5 5 1
3
Fort
spin
nung
(
)
7
8 8
10
10
10
1
0
Nor
mal
ized
hal
f-not
e ba
sic p
ace
esta
blish
ed
Figu
ral q
uarte
r-not
e pa
ce ta
kes o
ver;
expa
nded
hal
f-not
e ba
sic p
ace
unde
rlies
Sequ
entia
lly e
xpan
ded
basic
pac
e
_
_ _
_
_
_|Se
quen
tial e
xpan
sion
Qua
rter-n
ote
basic
pac
e re
store
d fo
r on
e ba
r
Basic
pa
ce:
;
Qua
rter-n
ote
basic
pac
e
Bars
beco
min
g
670
E
xam
ple
4.2:
Han
del,
F m
inor
Gig
ue
Bars
Exam
ple
4.2
: H
ande
l, F
min
or G
igue
(con
tinue
d)
a) b) Bars
10
10
Qua
rter-n
ote
pace
abo
ut
to re
sum
e,
but .
. .
12
12 ha
lf-no
te p
ace
mai
ntai
ned
thro
ugh
sequ
entia
l ex
pans
ion
. . .
13
10
10
10
13
15
5
10
5
15 Epilo
g
then
thro
ugh
5–10
pr
ogre
ssio
n . .
.
10
5
10
5
5
5
Qua
rter-n
ote
basic
pac
e re
calle
d
17
17
_
_
_|
One
-bar
se
quen
tial
expa
nsio
n5–
10 p
rogr
essio
n:
expa
nded
hal
f-not
e ba
sic p
ace
in p
lace
Cont
ract
ion:
qua
rter-n
ote
basic
pac
e re
calle
d
Cade
ntia
l ac
cele
ratio
n
Redu
ctio
ns to
the
expa
nded
hal
f-not
e ba
sic p
ace
(con
t.)
Redu
ctio
n to
qua
rter-n
ote
figur
al p
ace (
cont
.)
671
E
xam
ple
4.2
(con
tinue
d): H
ande
l, F m
inor
Gig
ue
Alle
gro
][
7
12
17
Exam
ple 4
.3: H
ande
l, Su
ite in
E m
inor
(172
0)Fu
gue
Lege
nd:
M
otiv
ic en
large
men
ts
T
onal
relat
ions
Basic
pace
:
1. b
–c
–b –
a –g
(at f
igur
al pa
ce an
d
dim
inut
ion
pace
)
1
1
1
1
2
2. d
–c
–b
2
2
1
1
1
b –
a –
g (
at ba
sic p
ace)
3. d
–c
–b
2
2
1
B–A
–g (a
t bas
ic pa
ce)
*
b
: to
bar
40
2
b
4. (f
)
e –
d –
e –b
–a
d
–c
–b –
a –g
b
– a
– g
– f
– e (
at th
e disp
laced
bas
ic pa
ce)
2
2
2
2
2
2
1
1
1
1
1
(2)
cont
inue
d
apho
ristic
coun
tersu
bjec
t
Alleg
ro
][
7
12
17
Exam
ple
4.3:
Han
del,
Suite
in E
min
or (1
720)
Fugu
e
Lege
nd:
M
otiv
ic e
nlar
gem
ents
Ton
al re
latio
ns
Basic
pace
:
1. b
–c
–b
–a
–g
(at f
igur
al p
ace
and
di
min
utio
n pa
ce)
1
1
1
1
2
2. d
–c
–b
2
2
1
1
1
b –
a –
g (
at b
asic
pac
e)
3. d
–c
–b
2
2
1
B–A
–g (a
t bas
ic p
ace)
*
b
: to
bar
40
2
b
4. (f
)
e –
d –
e –
b –
a
d
–
c –
b –
a –
g
b
– a
– g
– f
– e
(at t
he d
ispla
ced
basic
pac
e)
2
2
2
2
2
2
1
1
1
1
1
(2)
cont
inue
d
apho
ristic
cou
nter
subj
ect
Allegro
][
7
12
17
Exam
ple
4.3:
Han
del,
Suite
in E
min
or (1
720)
Fugu
e
Lege
nd:
M
otiv
ic e
nlar
gem
ents
Ton
al re
latio
ns
Bas
icpa
ce:
1.
b –
c –
b –
a –
g (a
t fig
ural
pac
e an
d
dim
inut
ion
pace
)
1
1
1
1
2
2. d
–c
–b
2
2
1
1
1
b –
a –
g (
at b
asic
pac
e)
3. d
–c
–b
2
2
1
B–A
–g (a
t bas
ic p
ace)
*
b
: to
bar
40
2
b
4. (f
)
e –
d –
e –
b –
a
d
–
c –
b –
a –
g
b
– a
– g
– f
– e
(at t
he d
ispl
aced
bas
ic p
ace)
2
2
2
2
2
2
1
1
1
1
1
(2)
cont
inue
d
apho
ristic
cou
nter
subj
ect
Allegro
][
7
12
17
Exam
ple
4.3:
Han
del,
Suite
in E
min
or (1
720)
Fugu
e
Lege
nd:
M
otiv
ic e
nlar
gem
ents
Ton
al re
latio
ns
Bas
icpa
ce:
1.
b –
c –
b –
a –
g (a
t fig
ural
pac
e an
d
dim
inut
ion
pace
)
1
1
1
1
2
2. d
–c
–b
2
2
1
1
1
b –
a –
g (
at b
asic
pac
e)
3. d
–c
–b
2
2
1
B–A
–g (a
t bas
ic p
ace)
*
b
: to
bar
40
2
b
4. (f
)
e –
d –
e –
b –
a
d
–
c –
b –
a –
g
b
– a
– g
– f
– e
(at t
he d
ispl
aced
bas
ic p
ace)
2
2
2
2
2
2
1
1
1
1
1
(2)
cont
inue
d
apho
ristic
cou
nter
subj
ect
Allegro
][
7
12
17
Exam
ple
4.3:
Han
del,
Suite
in E
min
or (1
720)
Fugu
e
Lege
nd:
M
otiv
ic e
nlar
gem
ents
Ton
al re
latio
ns
Bas
icpa
ce:
1.
b –
c –
b –
a –
g (a
t fig
ural
pac
e an
d
dim
inut
ion
pace
)
1
1
1
1
2
2. d
–c
–b
2
2
1
1
1
b –
a –
g (
at b
asic
pac
e)
3. d
–c
–b
2
2
1
B–A
–g (a
t bas
ic p
ace)
*
b
: to
bar
40
2
b
4. (f
)
e –
d –
e –
b –
a
d
–
c –
b –
a –
g
b
– a
– g
– f
– e
(at t
he d
ispl
aced
bas
ic p
ace)
2
2
2
2
2
2
1
1
1
1
1
(2)
cont
inue
d
apho
ristic
cou
nter
subj
ect
Allegro
][
7
12
17
Exam
ple
4.3:
Han
del,
Suite
in E
min
or (1
720)
Fugu
e
Lege
nd:
M
otiv
ic e
nlar
gem
ents
Ton
al re
latio
ns
Bas
icpa
ce:
1.
b –
c –
b –
a –
g (a
t fig
ural
pac
e an
d
dim
inut
ion
pace
)
1
1
1
1
2
2. d
–c
–b
2
2
1
1
1
b –
a –
g (
at b
asic
pac
e)
3. d
–c
–b
2
2
1
B–A
–g (a
t bas
ic p
ace)
*
b
: to
bar
40
2
b
4. (f
)
e –
d –
e –
b –
a
d
–
c –
b –
a –
g
b
– a
– g
– f
– e
(at t
he d
ispl
aced
bas
ic p
ace)
2
2
2
2
2
2
1
1
1
1
1
(2)
cont
inue
d
apho
ristic
cou
nter
subj
ect
672
cont
inue
d
[
]
22
27
32
37
5. b
/d
–a
/c –
g /b
B –
A
–
G (a
t exp
ande
d ba
sic p
ace)
1
1
1
1
2
2
med
iant a
rrive
s (to
bar
44)
6. f
/d
/b
–e
/c /a
–b
/g –
a /f
(a
t bas
ic an
d di
splac
ed p
ace)
2
2
2
2
1
1
1
1
1
7.
d –
e –f
(
trans
-
pose
d in
versi
on at
expa
nded
and
disp
laced
bas
ic pa
ce)
2
2
2
8. (f
)–
e –d
B –
A –
G (a
t2
2
2
dipl
aced
, dou
bly
expa
nded
bas
ic pa
ce)
b :
from
bar
17
–18
*
2
b
a
cont
inue
d
1
Exam
ple 4
.3
:
Han
del,
E m
inor
Fug
ue(c
ontin
ued)
[
]
22
27
32
37
5. b
/d
–a
/c –
g /b
B –
A
–
G (a
t exp
ande
d ba
sic p
ace)
1
1
1
1
2
2
med
iant
arri
ves (
to b
ar 4
4)
6. f
/d
/b
–e
/c /
a –
b /g
–a
/f
(at
bas
ic a
nd d
ispla
ced
pace
)
2
2
2
2
1
1
1
1
1
7.
d –
e –
f
(tran
s-
pose
d in
vers
ion
at e
xpan
ded
and
disp
lace
d ba
sic p
ace)
2
2
2
8. (f
)–
e –
dB
– A
– G
(at
2
2
2
dipl
aced
, dou
bly
expa
nded
bas
ic p
ace)
b :
from
bar
17
–18
*
2
b
a
cont
inue
d
1
Exam
ple
4.3
: H
ande
l, E
min
or F
ugue
(con
tinue
d)
[
]
22
27
32
37
5. b
/d
–a
/c –
g /b
B –
A
–
G (a
t exp
ande
d ba
sic p
ace)
1
1
1
1
2
2
med
iant
arri
ves (
to b
ar 4
4)
6. f
/d
/b
–e
/c /
a –
b /g
–a
/f
(at
bas
ic a
nd d
ispla
ced
pace
)
2
2
2
2
1
1
1
1
1
7.
d –
e –
f
(tran
s-
pose
d in
vers
ion
at e
xpan
ded
and
disp
lace
d ba
sic p
ace)
2
2
2
8. (f
)–
e –
dB
– A
– G
(at
2
2
2
dipl
aced
, dou
bly
expa
nded
bas
ic p
ace)
b :
from
bar
17
–18
*
2
b
a
cont
inue
d
1
Exam
ple
4.3
: H
ande
l, E
min
or F
ugue
(con
tinue
d)
[
]
22
27
32
37
5. b
/d
–a
/c –
g /b
B –
A
–
G (a
t exp
ande
d ba
sic p
ace)
1
1
1
1
2
2
med
iant
arri
ves (
to b
ar 4
4)
6. f
/d
/b
–e
/c /
a –
b /g
–a
/f
(at
bas
ic a
nd d
ispla
ced
pace
)
2
2
2
2
1
1
1
1
1
7.
d –
e –
f
(tran
s-
pose
d in
vers
ion
at e
xpan
ded
and
disp
lace
d ba
sic p
ace)
2
2
2
8. (f
)–
e –
dB
– A
– G
(at
2
2
2
dipl
aced
, dou
bly
expa
nded
bas
ic p
ace)
b :
from
bar
17
–18
*
2
b
a
cont
inue
d
1
Exam
ple
4.3
: H
ande
l, E
min
or F
ugue
(con
tinue
d)
[
]
22
27
32
37
5. b
/d
–a
/c –
g /b
B
– A
–
G (a
t exp
ande
d ba
sic
pace
)
1
1
1
1
2
2
med
iant
arr
ives
(to
bar 4
4)
6. f
/d
/b
–e
/c /
a –
b /g
–a
/f
(at
bas
ic a
nd d
ispl
aced
pac
e)
2
2
2
2
1
1
1
1
1
7.
d –
e –
f
(tran
s-
pose
d in
vers
ion
at e
xpan
ded
and
disp
lace
d ba
sic
pace
)
2
2
2
8. (f
)–
e –
dB
– A
– G
(at
2
2
2
dipl
aced
, dou
bly
expa
nded
bas
ic p
ace)
b :
from
bar
17
–18
*
2
b
a
cont
inue
d
1
Exam
ple
4.3
: H
ande
l, E
min
or F
ugue
(con
tinue
d)
673
Alle
gro
][
7
12
17
Exam
ple 4
.3: H
ande
l, Su
ite in
E m
inor
(172
0)Fu
gue
Lege
nd:
M
otiv
ic en
large
men
ts
Ton
al re
latio
ns
Basic
pace
:
1. b
–c –
b –a
–g
(at f
igur
al pa
ce an
d d
imin
utio
n pac
e)
1
1
1
1
2
2. d
–c –
b
2
2
1
1
1
b – a
–g
(at b
asic
pace
)
3. d
–c –
b
2
2
1
B–A
–g (a
t bas
ic pa
ce)
*
b : t
o bar
402
b
4. (f
) e
–d
–e –
b –a
d
–c
–b –
a –g
b –
a – g
– f
– e (a
t the
disp
laced
basic
pace
)
2
2
2
2
2
2
1
1
1
1
1
(2)
cont
inue
d
apho
ristic
coun
tersu
bjec
t
Allegro
][
7
12
17
Exam
ple
4.3:
Han
del,
Suite
in E
min
or (1
720)
Fugu
e
Lege
nd:
M
otiv
ic e
nlar
gem
ents
Ton
al re
latio
ns
Bas
icpa
ce:
1.
b –
c –
b –
a –
g (a
t fig
ural
pac
e an
d
dim
inut
ion
pace
)
1
1
1
1
2
2. d
–c
–b
2
2
1
1
1
b –
a –
g (
at b
asic
pac
e)
3. d
–c
–b
2
2
1
B–A
–g (a
t bas
ic p
ace)
*
b
: to
bar
40
2
b
4. (f
)
e –
d –
e –
b –
a
d
–
c –
b –
a –
g
b
– a
– g
– f
– e
(at t
he d
ispl
aced
bas
ic p
ace)
2
2
2
2
2
2
1
1
1
1
1
(2)
cont
inue
d
apho
ristic
cou
nter
subj
ect
cont
inue
d
4. (f
)
e –
d –
a
d
-
–c
–
c
–b
–
b –
a –
g
b
g –
f
–
a –
– e
(a
t the
disp
l
ac
ed b
a
si
c pa
ce
)
2
2
2
2
2
2
1
1
1
1
1
5. b
1 /d2
–a1 /
c2–g
1 /b1
6. f
2/d
2 /b1
–e2 /
c2/ a
1 –b1
/g1 –
a1/f
1 (a
t bas
ic a
nd d
ispl
aced
pac
e)
[
]
22
27
32
37
5. b
/d
–a
/c –
g /b
B –
A
–
G (a
t exp
ande
d ba
sic p
ace)
1
1
1
1
2
2
med
iant a
rrive
s (to
bar
44)
6. f
/d
/b
–e
/c /a
–b
/g –
a /f
(a
t bas
ic an
d di
splac
ed p
ace)
2
2
2
2
1
1
1
1
1
7.
d –
e –f
(
trans
-
pose
d in
versi
on at
expa
nded
and
disp
laced
bas
ic pa
ce)
2
2
2
8. (f
)–
e –d
B –
A –
G (a
t2
2
2
dipl
aced
, dou
bly
expa
nded
bas
ic pa
ce)
b :
from
bar
17
–18
*
2
b
a
cont
inue
d
1
Exam
ple 4
.3
:
Han
del,
E m
inor
Fug
ue(c
ontin
ued)
42
47
52
57
[
]
[
]
9.Su
bdom
inan
t arri
ves (
to b
ar 5
1)
10.
Dom
inan
t arri
ves;
prom
inen
t stat
emen
ts of
B in
var
ious
regi
sters
(to b
ar 5
5)11
.Cl
imac
tic en
tranc
e at C
(to
bar
59 )
at b
ass C
a
12
.Pa
ssag
e to
the d
omin
ant (
to b
ar 6
1)co
ntin
ued
Exam
ple 4
.3
:
Han
del,
E m
inor
Fug
ue(c
ontin
ued)
42
47
52
57
[
]
[
]
9.Su
bdom
inan
t arri
ves (
to b
ar 5
1)
10.
Dom
inan
t arri
ves;
prom
inen
t stat
emen
ts of
B in
var
ious
regi
sters
(to b
ar 5
5)11
.Cl
imac
tic en
tranc
e at C
(to
bar
59 )
at b
ass C
a
12
.Pa
ssag
e to
the d
omin
ant (
to b
ar 6
1)co
ntin
ued
Exam
ple 4
.3
:
Han
del,
E m
inor
Fug
ue(c
ontin
ued)
42
47
52
57
[
]
[
]
9.Su
bdom
inan
t arri
ves (
to b
ar 5
1)
10.
Dom
inan
t arri
ves;
prom
inen
t sta
tem
ents
of B
in v
ario
us re
giste
rs (t
o ba
r 55)
11.
Clim
actic
ent
ranc
e at
C
(to b
ar
59 )
at b
ass C
a
12.
Pass
age
to th
e do
min
ant (
to b
ar 6
1)co
ntin
ued
Exam
ple
4.3
: H
ande
l, E
min
or F
ugue
(con
tinue
d)
674
[
]
22
27
32
37
5. b
/d
–a
/c –
g /b
B –
A
–
G (a
t exp
ande
d ba
sic p
ace)
1
1
1
1
2
2
med
iant a
rrive
s (to
bar
44)
6. f
/d
/b
–e
/c /a
–b
/g –
a /f
(a
t bas
ic an
d di
splac
ed p
ace)
2
2
2
2
1
1
1
1
1
7.
d –
e –f
(
trans
-
pose
d in
versi
on at
expa
nded
and
disp
laced
bas
ic pa
ce)
2
2
2
8. (f
)–
e –d
B –
A –
G (a
t2
2
2
dipl
aced
, dou
bly
expa
nded
bas
ic pa
ce)
b :
from
bar
17
–18
*
2
b
a
cont
inue
d
1
Exam
ple 4
.3
:
Han
del,
E m
inor
Fug
ue(c
ontin
ued)
[
]
22
27
32
37
5. b
/d
–a
/c –
g /b
B –
A
–
G (a
t exp
ande
d ba
sic p
ace)
1
1
1
1
2
2
med
iant
arri
ves (
to b
ar 4
4)
6. f
/d
/b
–e
/c /
a –
b /g
–a
/f
(at
bas
ic a
nd d
ispla
ced
pace
)
2
2
2
2
1
1
1
1
1
7.
d –
e –
f
(tran
s-
pose
d in
vers
ion
at e
xpan
ded
and
disp
lace
d ba
sic p
ace)
2
2
2
8. (f
)–
e –
dB
– A
– G
(at
2
2
2
dipl
aced
, dou
bly
expa
nded
bas
ic p
ace)
b :
from
bar
17
–18
*
2
b
a
cont
inue
d
1
Exam
ple
4.3
: H
ande
l, E
min
or F
ugue
(con
tinue
d)
[
]
22
27
32
37
5. b
/d
–a
/c –
g /b
B –
A
–
G (a
t exp
ande
d ba
sic p
ace)
1
1
1
1
2
2
med
iant
arri
ves (
to b
ar 4
4)
6. f
/d
/b
–e
/c /
a –
b /g
–a
/f
(at
bas
ic a
nd d
ispla
ced
pace
)
2
2
2
2
1
1
1
1
1
7.
d –
e –
f
(tran
s-
pose
d in
vers
ion
at e
xpan
ded
and
disp
lace
d ba
sic p
ace)
2
2
2
8. (f
)–
e –
dB
– A
– G
(at
2
2
2
dipl
aced
, dou
bly
expa
nded
bas
ic p
ace)
b :
from
bar
17
–18
*
2
b
a
cont
inue
d
1
Exam
ple
4.3
: H
ande
l, E
min
or F
ugue
(con
tinue
d)
[
]
22
27
32
37
5. b
/d
–a
/c –
g /b
B
– A
–
G (a
t exp
ande
d ba
sic
pace
)
1
1
1
1
2
2
med
iant
arr
ives
(to
bar 4
4)
6. f
/d
/b
–e
/c /
a –
b /g
–a
/f
(at
bas
ic a
nd d
ispl
aced
pac
e)
2
2
2
2
1
1
1
1
1
7.
d –
e –
f
(tran
s-
pose
d in
vers
ion
at e
xpan
ded
and
disp
lace
d ba
sic
pace
)
2
2
2
8. (f
)–
e –
dB
– A
– G
(at
2
2
2
dipl
aced
, dou
bly
expa
nded
bas
ic p
ace)
b :
from
bar
17
–18
*
2
b
a
cont
inue
d
1
Exam
ple
4.3
: H
ande
l, E
min
or F
ugue
(con
tinue
d)
[
]
22
27
32
37
5. b
/d
–a
/c –
g /b
B –
A
–
G (a
t exp
ande
d ba
sic p
ace)
1
1
1
1
2
2
med
iant
arri
ves (
to b
ar 4
4)
6. f
/d
/b
–e
/c /
a –
b /g
–a
/f
(at
bas
ic a
nd d
ispla
ced
pace
)
2
2
2
2
1
1
1
1
1
7.
d –
e –
f
(tran
s-
pose
d in
vers
ion
at e
xpan
ded
and
disp
lace
d ba
sic p
ace)
2
2
2
8. (f
)–
e –
dB
– A
– G
(at
2
2
2
dipl
aced
, dou
bly
expa
nded
bas
ic p
ace)
b :
from
bar
17
–18
*
2
b
a
cont
inue
d
1
Exam
ple
4.3
: H
ande
l, E
min
or F
ugue
(con
tinue
d)
cont
inue
d
b2: f
rom
bar
s 17
b –18
a
8. (
f2 )
–e2 –
d2
42
47
52
57
[
]
[
]
9.Su
bdom
inan
t arri
ves (
to b
ar 5
1)
10.
Dom
inan
t arri
ves;
prom
inen
t stat
emen
ts of
B in
var
ious
regi
sters
(to b
ar 5
5)11
.Cl
imac
tic en
tranc
e at C
(to
bar
59 )
at b
ass C
a
12
.Pa
ssag
e to
the d
omin
ant (
to b
ar 6
1)co
ntin
ued
Exam
ple 4
.3
:
Han
del,
E m
inor
Fug
ue(c
ontin
ued)
42
47
52
57
[
]
[
]
9.Su
bdom
inan
t arri
ves (
to b
ar 5
1)
10.
Dom
inan
t arri
ves;
prom
inen
t sta
tem
ents
of B
in v
ario
us re
giste
rs (t
o ba
r 55)
11.
Clim
actic
ent
ranc
e at
C
(to b
ar
59 )
at b
ass C
a
12.
Pass
age
to th
e do
min
ant (
to b
ar 6
1)co
ntin
ued
Exam
ple
4.3
: H
ande
l, E
min
or F
ugue
(con
tinue
d)
42
47
52
57
[
]
[
]
9.Su
bdom
inan
t arri
ves (
to b
ar 5
1)
10.
Dom
inan
t arri
ves;
prom
inen
t sta
tem
ents
of B
in v
ario
us re
giste
rs (t
o ba
r 55)
11.
Clim
actic
ent
ranc
e at
C
(to b
ar
59 )
at b
ass C
a
12.
Pass
age
to th
e do
min
ant (
to b
ar 6
1)co
ntin
ued
Exam
ple
4.3
: H
ande
l, E
min
or F
ugue
(con
tinue
d)
42
47
52
57
[
]
[
]
9.Su
bdom
inan
t arri
ves (
to b
ar 5
1)
10.
Dom
inan
t arri
ves;
prom
inen
t sta
tem
ents
of B
in v
ario
us re
giste
rs (t
o ba
r 55)
11.
Clim
actic
ent
ranc
e at
C
(to b
ar
59 )
at b
ass C
a
12.
Pass
age
to th
e do
min
ant (
to b
ar 6
1)co
ntin
ued
Exam
ple
4.3
: H
ande
l, E
min
or F
ugue
(con
tinue
d)
42
47
52
57
[
]
[
]
9.Su
bdom
inan
t arri
ves (
to b
ar 5
1)
10.
Dom
inan
t arri
ves;
prom
inen
t sta
tem
ents
of B
in v
ario
us re
giste
rs (t
o ba
r 55)
11.
Clim
actic
ent
ranc
e at
C
(to b
ar
59 )
at b
ass C
a
12.
Pass
age
to th
e do
min
ant (
to b
ar 6
1)co
ntin
ued
Exam
ple
4.3
: H
ande
l, E
min
or F
ugue
(con
tinue
d)
42
47
52
57
[
]
[
]
9.Su
bdom
inan
t arri
ves (
to b
ar 5
1)
10.
Dom
inan
t arri
ves;
prom
inen
t sta
tem
ents
of B
in v
ario
us re
giste
rs (t
o ba
r 55)
11.
Clim
actic
ent
ranc
e at
C
(to b
ar
59 )
at b
ass C
a
12.
Pass
age
to th
e do
min
ant (
to b
ar 6
1)co
ntin
ued
Exam
ple
4.3
: H
ande
l, E
min
or F
ugue
(con
tinue
d)
42
47
52
57
[
]
[
]
9.Su
bdom
inan
t arri
ves (
to b
ar 5
1)
10.
Dom
inan
t arri
ves;
prom
inen
t sta
tem
ents
of B
in v
ario
us re
giste
rs (t
o ba
r 55)
11.
Clim
actic
ent
ranc
e at
C
(to b
ar
59 )
at b
ass C
a
12.
Pass
age
to th
e do
min
ant (
to b
ar 6
1)co
ntin
ued
Exam
ple
4.3
: H
ande
l, E
min
or F
ugue
(con
tinue
d)
675
[
]
22
27
32
37
5. b
/d
–a
/c –
g /b
B
– A
–
G (a
t exp
ande
d ba
sic
pace
)
1
1
1
1
2
2
med
iant
arr
ives
(to
bar 4
4)
6. f
/d
/b
–e
/c /
a –
b /g
–a
/f
(at
bas
ic a
nd d
ispl
aced
pac
e)
2
2
2
2
1
1
1
1
1
7.
d –
e –
f
(tran
s-
pose
d in
vers
ion
at e
xpan
ded
and
disp
lace
d ba
sic
pace
)
2
2
2
8. (f
)–
e –
dB
– A
– G
(at
2
2
2
dipl
aced
, dou
bly
expa
nded
bas
ic p
ace)
b :
from
bar
17
–18
*
2
b
a
cont
inue
d
1
Exam
ple
4.3
: H
ande
l, E
min
or F
ugue
(con
tinue
d)
cont
inue
d
Clim
actic
ent
ranc
e at
bas
s C
(to
bar
59a
)
62
Adagio
.
67
72
13. C
limac
tic se
quen
tial e
xpan
sion
in u
pper
voi
ce
*
b
–
– a
–
– g
Dom
inan
t re
turn
s
*
b –
*
–
a –
– g
*
13
. Clim
actic
sequ
entia
l exp
ansi
on in
bas
s (ba
sic
pace
exp
ande
d by
3)
2
2
2
14. S
umm
ariz
ing
dim
inut
ion
of p
rinci
pal e
nlar
gem
ent (
at c
ontra
cted
bas
ic p
ace)
15. F
urth
er d
imin
utio
n
b16. C
losi
ng se
quen
tial e
xpan
sion
(at d
ispl
aced
, exp
ande
d ba
sic
pace
)
a1
1
Exam
ple
4.3
: H
ande
l, E
min
or F
ugue
(con
tinue
d)
676
[
]
22
27
32
37
5. b
/d
–a
/c –
g /b
B
– A
–
G (a
t exp
ande
d ba
sic
pace
)
1
1
1
1
2
2
med
iant
arr
ives
(to
bar 4
4)
6. f
/d
/b
–e
/c /
a –
b /g
–a
/f
(at
bas
ic a
nd d
ispl
aced
pac
e)
2
2
2
2
1
1
1
1
1
7.
d –
e –
f
(tran
s-
pose
d in
vers
ion
at e
xpan
ded
and
disp
lace
d ba
sic
pace
)
2
2
2
8. (f
)–
e –
dB
– A
– G
(at
2
2
2
dipl
aced
, dou
bly
expa
nded
bas
ic p
ace)
b :
from
bar
17
–18
*
2
b
a
cont
inue
d
1
Exam
ple
4.3
: H
ande
l, E
min
or F
ugue
(con
tinue
d)
62
Adagio
.
67
72
13. C
limac
tic se
quen
tial e
xpan
sion
in u
pper
voi
ce
*
b
–
– a
–
– g
Dom
inan
t re
turn
s
*
b –
*
–
a –
– g
*
13
. Clim
actic
sequ
entia
l exp
ansi
on in
bas
s (ba
sic
pace
exp
ande
d by
3)
2
2
2
14. S
umm
ariz
ing
dim
inut
ion
of p
rinci
pal e
nlar
gem
ent (
at c
ontra
cted
bas
ic p
ace)
15. F
urth
er d
imin
utio
n
b16. C
losi
ng se
quen
tial e
xpan
sion
(at d
ispl
aced
, exp
ande
d ba
sic
pace
)
a1
1
Exam
ple
4.3
: H
ande
l, E
min
or F
ugue
(con
tinue
d)
62
Adagio
.
67
72
13. C
limac
tic se
quen
tial e
xpan
sion
in u
pper
voi
ce
*
b
–
– a
–
– g
Dom
inan
t re
turn
s
*
b –
*
–
a –
– g
*
13
. Clim
actic
sequ
entia
l exp
ansi
on in
bas
s (ba
sic
pace
exp
ande
d by
3)
2
2
2
14. S
umm
ariz
ing
dim
inut
ion
of p
rinci
pal e
nlar
gem
ent (
at c
ontra
cted
bas
ic p
ace)
15. F
urth
er d
imin
utio
n
b16. C
losi
ng se
quen
tial e
xpan
sion
(at d
ispl
aced
, exp
ande
d ba
sic
pace
)
a1
1
Exam
ple
4.3
: H
ande
l, E
min
or F
ugue
(con
tinue
d)