1.GAUDIUM ET SPES 10min

I SYMFONIA - SYMPHONY OF PROVIDENCE
Paweł Łukaszewski
2 fagotti






(1 e 2) 
2 contrafagotti
4 corni in fa
(3 e 4)

(1 e 2)

4 tromboni
(3 e 4)
timpani




tam-tam
campane
tubolari
SOPRANO
SOLO
soprani
violini I
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Adagio q = 52
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div. a 2
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violini II
(7 - 12)

viole

violoncelli

contrabbassi
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
Gau - di - um
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Gau - di -
Gau - di -
Gau - di -
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div. a 2
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div. a 2
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div. a 3
div.
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um
um
Gau - di - um
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q = 52
 Adagio
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(1 - 6)

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(7 - 12)
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gliss.
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

1997-2008
I. GAUDIUM ET SPES




tenori
(1 - 6)


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alti
bassi
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pianoforte
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gran cassa
campanelli
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triangolo


Adagio q = 52
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S
B
1-6
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1-6
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div.
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2 fg
2 cfg
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
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pf
p
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tn
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3
10
 a tempo


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pp
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7-12
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1-6
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vc
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pp
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4
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2 fg
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2 cfg
1, 2
cr

 

3, 4
1, 2
tn
3, 4
tp



cmp ne
S
 



p
 







A
T
B

 

p
1-6
vn I
7-12
 
1-6
 
vn II
 
7-12
p
vl
vc
cb

p
cmp lli
Ss

 
gr c
pf


 

 

 













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















mp






mp

2 fg



 

2 cfg
1, 2
cr

3, 4
tn
tp

tt








mp













 








 
mp

 






























mp
mp



1-6
 
 
mp



mp



vc


7-12
vl





mp
7-12






 
vn II







T


mp




mp




A
cb




cmp ne
vn I



cmp lli
1-6

mp
gr c
B

 
trg
S




 

3, 4
Ss
mp

1, 2
pf
5
20









































 








 








 









mf






mf

6
2 fg





2 cfg
1, 2
cr

 

3, 4


mf

mf















tt



trg



tn
3, 4
tp
 
gr c
cmp ne
pf
Ss
S



B

vn I





mf







mf









mf
mf


mf
































 

mf




 
cb



1-6
vc




vl


7-12
7-12



 
vn II


mf
1-6

mf





T


 



mf
 



A


mf
cmp lli

mf


1, 2




















 








 

 











































f





f

2 fg

2 cfg
1, 2
cr

7



f













f
 
  








 


3, 4









tt



trg



1, 2
tn
3, 4
tp
 
gr c

pf
Ss
S


cmp ne
B



f






f
f


f



























 
f
 




 
cb


1-6
vc
f




vl




 
7-12


7-12
vn II



vn I


 f

1-6


f





T


f

 



f
 



A



f
cmp lli


 

 










































































ff






ff

8
2 fg

2 cfg

30

ff
1, 2
cr
ff

 
3, 4
 
1, 2
tn

3, 4
 

tp
 


 
 








ff


B

1-6
vn I
vc
cb


















ff



ff





ff
ff













ff

ff




ff



ff

f

ff





ff


























ff
vl



 
7-12



 
1-6




vn II



 ff

7-12









ff
 


ff
 



T



A



 





ff
 
f
S
ff
ff




Ss





trg
pf

 


ff
ff

cmp ne









cmp lli

ff
tt
gr c
 

 

 

 






























































fff














fff















fff
fff





fff






fff
 
2 fg




2 cfg
1, 2
cr



1, 2
tn

3, 4
 
 

tp

tt
fff





 
 
3, 4
fff









 
 











fff
pf
fff
f
f
fff
 


A
T
B
1-6
vn I

cb






f



























p
 


 
mf

mf
 

 
p
p


p


r i t e n u t o















r i t e n u t o










 




 








 









 


f

vc




1-6

















mf


vl
fff

7-12
7-12



 

vn II



fff
 




Ss 


S 

 




 



fff
fff
cmp ne

f
 
cmp lli


 




 
gr c


9
r i t e n u t o


 
trg

fff


f





















fff
fff






























10
A meno mosso (q = 42 - 44)


2 fg


 
 
2 cfg
1, 2




p
cr
 

 

3, 4
p
1, 2
tn

3, 4







tp


tt


 
trg

a2








 
p
p



 


p
p




 
p








a2








p




pp




cmp lli









pf

Ss














A meno mosso (q = 42 - 44)

 
mf commoso



 

Gau - di - um
mp
bocca chiusa
S
bocca chiusa
 
A
T
B
1-6
vn I

bocca chiusa
 

 bocca chiusa


et
 


spes
p
,



 





 
mp


p
A meno mosso (q = 42 - 44)





 

lu
mp
 


 









-
ctus
et


p

7-12




1-6




7-12




vl












vn II
vc
cb

an
p






mp




p






 

 








gr c
cmp ne

















p





40
















-
gor














pp





















unis.
pp


2 fg







2 cfg
1, 2
cr













3, 4
tp


1, 2
p
1.

3.

1.

3.
p



tt





3, 4
tn


11
p
















































gr c






cmp lli























trg

cmp ne
pf




Ss 


S


T
1-6
vn I
7-12
1-6
vn II

  

  
-
hu
mi - num
3
-


3
ius tem - po
-






 
vl




 
a





,






a
p
,






























spes

a







et



f
a,
a,





a,

























div.
div.

div.

div.




unis.

unis.
f

a,
f
f


sunt
 

,



Gau - di - um

3
a


 
cb



 
 



3
,

 


,
p



ris

 
f




 
f
 










7-12
vc
ho

A
B
ad libitum (poco)
p























12
p o c o

2 fg
a




p o c o
a c c e l e r a n d o
50




















































tt







trg








gr c








cmp lli































2 cfg
1, 2
cr
3, 4
1, 2
tn

3, 4
tp

cmp ne
pf
Ss

p o c o
 

mf
lu
S


A
T
B

vn I
-
ctus
3



et
an
-



gor
,



p
 bocca chiusa









 bocca chiusa


 bocca chiusa


 




bocca chiusa
p


7-12
 





1-6
 











vn II
vc
 

 

 
cb

7-12
vl

mf









 
3

e - ti - am Chri

mf
1-6



a
p o c o
mp





mp



- sti



3




mp
mf
a
3


-

p o c o
ff


ff

gliss.
a
gliss.

gliss.

gliss.

(m)

a
(m)

a
a
ff
(m)
f
a c c e l e r a n d o

f



ff



































mf



div.







div.
div.
mf




rum
f


fff

(m)

p o c o
 


sfp
a c c e l e r a n d o
dis - ci - pu - lo
mf


3





f








ff






2 fg



2 cfg




1, 2
cr
3, 4

1, 2

tn

3, 4


tp

tt
cmp ne


B

1-6
vn I

fff







vn II
,
Gau - di - um
fff










 







vl




vc




unis.
div. a 3

fff

















gliss.

gliss.



Gau - di - um
Gau - di - um
fff


































f
f
 
mp 
3
 
mp 





fff


.
gliss

.
gliss
fff
 





Gau - di - um
et














 



Gau - di - um
Gau - di - um


spes



Gau - di - um

et
Gau - di - um
et
,


,
spes
,


spes















,


 

 


 

 
 


p
mp


mp

pp






spes
mp

pp







p



mp



fff
3
 



et



et
p

mp
pp







mp

3
p
 
,


 




ritenuto







 
mf

a,


 

 
a,

a,
a,
mf















mf
mp

unis.



unis.

unis.



div.



div.

div.


mf
mp


a

a

a

ritenuto


mp
a
mp
unis.




 
p

p

spes
3
mf

mf
p

 


mf

mf

ritenuto


fff


 
 



fff













Gau - di - um


fff








 

 


 






Gau - di - um
fff


fff
Tempo I (q = 52)
fff

  
    





fff
7-12

fff
 
1-6


fff

I (q = 52)
  Tempo
 


7-12
cb

 
,



 


,


,



fff
fff
,

fff

fff








fff





.
gliss


T
 


 

 


 


.
gliss

A
 


13






Ss 

S
 



pf
 

gr c
cmp lli
 
fff


trg


Tempo I (q = 52)



14

2 fg
poco più mosso (q = 60)




2 cfg
1, 2
cr











3, 4


1, 2








tn

3, 4
 

tp



mf
 
tt
vn II
7-12




























f
 

 
  










poco più mosso (q = 60)


 

 

 
 ,
 
,
  
mf

  

  
  

o



 

 


 
 
 
 
vc

 
cb


vl
f

 
  





f


o
,







o
o

,


,

o
mf
  








o
  
  
o
,








  
o
,
o












,

























  
  
  
  
o






















sfp
muta in F, G, A, E




  




,
,
















,














,


  


o
o



o
o




 
,






f












  


,








,
sfp

mf

f
1-6


f
poco più mosso (q = 60)
7-12


,
vn I


,
1-6





 

Ss  

B

60


f
T
ff



 
A
sfp

mf
S





gr c
pf





 
f

 
trg
cmp ne
ff







mf
cmp lli














sfp
o
  
o

  

  
o
,
o






























15
ff
 


 


ff


 
2 fg
2 cfg
1, 2
 

cr

















mp


ff
3, 4
mp

 
1, 2
tn

3, 4
ff

 

tp
ff













mp


mp



















tt





trg





gr c





cmp lli


























cmp ne
pf
Ss
S



 
,
A
T
B
 
,

 
 ,
 


,




div.
1-6
vn I
7-12

 
vn II
7-12

 
div.

 
 
 
 
vc

 
cb


vl

























div.
div.
1-6


































































































































16

2 fg




 
2 cfg
1, 2
cr
3, 4
1, 2
tn

3, 4























 

tp

tt

trg

gr c
cmp lli


mf




mf
 
pf


f
 

f

Ss  

S
A
T
B
1-6

 
 
 

 



 
vn I
7-12
1-6
vn II
7-12

 

 
vc

 
cb


vl

 




  
mf

 
o
  
 



 
sfp
 

o









































,
,


,







 



 



 




,
 
o
 

o






,
,


o
,




















































 



 
 
f




 

o








sfp



 






,


,












 



 

,
o





,


 







,
 
o
 
 


o
o











 

o
 











 
sfp

mf

,



















,
o
mf
ff


o






















f

ff



o


 

 



f
 





mf
f
cmp ne






sfp


o
 
o
 

o

 

o










































17
ff
 


 


ff


 
2 fg
2 cfg
1, 2
 

cr









70


ff
3, 4

 
mf

mf
1, 2

 


ff
tn
3, 4

tp
ff















mf




mf



















tt





trg





gr c





cmp lli



























cmp ne
pf
Ss
S


 
,
A
T
B

 
,

 
 ,
 


,
1-6


 
vn I
7-12
1-6




 

















































 




 

 
vc

 
cb














vn II
7-12
vl




















































































18
ancora più mosso (q = 66 - 70)
 
2 fg




2 cfg
1, 2
cr
3, 4
1, 2
tn
3, 4








 

 


 

 

tp

















sfp
fff












sfp
fff
B
vn I
7-12
1-6
vn II
7-12















sfp
fff
 


ff
ff
 


 
 










ancora più mosso (q = 66 - 70)

 
 

f




  
Gau
 
 

 


 
Gau
















 
 















 
 




  















 


ff


ff
ff


















   
di
 

di

 









f




























   




















  
um







sfp












sfp






























 
 
 














um




 


um
  
um
   

,









a
di



di






ff
fff




sfp


















 
 



fff








Gau
ff

 

 
















sfp



Gau
 

,
a
 
ff









 
 

ff 

vc


ff 

cb
 
ff 
vl



ancora più mosso (q = 66 - 70)
1-6


ff
T


f
A

 
ff



gr c
S

fff







mf
Ss


















sfp

trg
pf



f
cmp ne

 
tt
cmp lli


   

spes
  
spes
   
  
spes



spes














 










 











19
 

 


 
 

 

 
fff
2 fg
2 cfg
1, 2
cr
3, 4
1, 2
 


tn
3, 4
fff
 

tp


















 
tt
 
ff sempre

 
gr c
cmp lli
pf
Ss
S
A
T
B
1-6
vn I
7-12
1-6
vn II
7-12



 


cmp ne


 


 

 

 

 
 





sfp
fff

































sfp
fff












sfp
fff



  

 
lu
  

lu






























sfp






sfp



















fff
























fff






















,










 




ff















 






















  

 
ctus
  



,
a







ctus





























ff


 
  






  

an
  





ctus



 
 




ctus
  


 















,
a


   
an














sfp















































ff












 
 



an







an














sfp


lu




lu
  



a






ff



 

 
vl  
 
 
vc

 
cb













 
 


 
fff







f
trg














sfp
80
  



,
a

gor


gor
  

gor

  

gor




fff


fff





















20
 

 




 

 



 
fff
2 fg
2 cfg
1, 2
cr
3, 4
1, 2

 

tn
3, 4
fff
 

f

tt 
f


trg 






















sfp


























sfp
fff

cmp lli

pf



f
 


Ss  

S
A
T
B
1-6
vn I
7-12
1-6
vn II
7-12
vl
vc
cb


 
 

 

 






























 
 





ff
 
 
fff
   
an
 
 
a
,

an

  
an














 







 
 
an
fff




 
 





ritenuto


 
 

 
 
 
 

  
gor
 
gor
  
  
gor








gor
ritenuto
























 







ff
ff






 
 




p


ff





mp subito

fff
ff

fff


mp subito
muta in E, F#,G, H



























sfp







 
 














fff




fff
 






 

fff
 




f
fff





f

fff















ff
f

cmp ne 







tp
gr c
sfp
fff
Largo q = 44 - 50
B
ritenuto













f



p

p








B
commoso
Gau

.
gliss

 
mf
-
Largo q = 44 - 50

-

 
-

-
di
-



um
,
 
































B Largo q = 44 - 50




p



















p
p



p











Gau
-
2 fg









2 cfg
 
 
1, 2
cr
 
 

3, 4









mp

 
 
mp




 














tt





trg


gr c


cmp lli















1, 2
tn

3, 4
tp
cmp ne
pf
Ss
S


  



A
T
B
1-6

-
7-12
vn II
7-12
vl
vc


p

p


















di - um
et
spes
,


lu
-


-
-

p







ctus
et
an

p

-






















 







 




 



 




 
























 



gor





p


 

1-6

p




 
vn I
cb
-






21

22
2 fg
2 cfg
1, 2
cr












3, 4

1, 2
tn
3, 4
tp

90






 























 
mp







mp





pp

pp






tt



trg




gr c

















cmp ne
pf
Ss
S







A
T
B
1-6

  

3




3
ho - mi - num hu - ius
tem - po -
ris
pp






Gau
,
-

-


di - um
sunt

et

spes


,
















 
 
 
ord.


 
ord.

 
 
ord.


 


ord.

vl












pp

























7-12


p









vn II
cb




vc






vn I
1-6




pp
pp



7-12




p

 



cmp lli
pp






pp



a3



a3



mp

lu
-
23

2 fg
2 cfg
1, 2
cr
























pp






pp



gr c




cmp lli








tt
trg

pp


cmp ne
 


 
Ss 

S


A
T
B
1-6
vn I
7-12


-
ctus


et

 
 



an

-
-


gor



 
 

 div.


div.
vc





vl
-

 




a3



a3


 

 
 

 





 

7-12




 
vn II
f









3



ppp
mf
e

  





 



 



 
 
p
 

 
















pp

 



 

1-6
cb



pp


 

pf




tp




1, 2
3, 4





3, 4
tn



ti
-
am
mp subito


Chri

-


-







 
ppp

 

 

 

 

 


 
ppp
sti
24

2 fg
2 cfg
1, 2
cr




























tp
tt


trg


gr c



cmp lli





Ss
S
 




T
1-6
vn I
7-12


7-12
vl
vc

dis

-
ci
-
pu
-
lo
 
  
  

 




p

-
-


rum





 
 
 
 

 


































L'istesso tempo









mp


mp



 





 




 






  
vn II






  



  
1-6
cb
,

3



 
 
p
 
 

p



p
 
  

A
B





pf


cmp ne
100

1, 2
3, 4
L'istesso tempo



3, 4
tn




Gau
-

Gau
-


-
-
 
-


mf
mf
-
-
-
di
-
-

-
-
di
Gau

-
-
di

-
Gau
-
-
di
-


L'istesso tempo











25

2 fg
2 cfg
1, 2
cr





























tp


1, 2
3, 4





3, 4
tn





trg





gr c





cmp lli


























pf
Ss
S

 
 

A
T
B
1-6
vn I
pp

cmp ne
-
-
  
 um
 






tt






um
,


um
,
 


mp

mp Gau

Gau



  
-
-
-
-


mf

mf
,

um

,







-
di - um
et
-




di - um

et

et
et,


et
et,

pp





spes
,
spes
,
 
 

mp
lu
-

mp lu
-
lu
-






spes


spes
ctus


-
-
ctus
-
ctus
ctus
,
lu
-
ctus
lu
-
ctus
 
lu

mf

mf
,


-

,




-

,













1-6










7-12
 
vl
 
vc
cb

 
p
 



div. 


pp
div.
p
pp






p
  
 



p
pp



pp
et


7-12
vn II


et



26

2 fg




2 cfg
1, 2
cr

3, 4

1, 2

tn
3, 4
trg
gr c
cmp lli
cmp ne









 
 an
 
 



1-6

vl
vc

p







-

-
-
gor



-
ho - mi - num hu - ius
3
   

bocca chiusa
gor


gor


 bocca chiusa
gor



bocca chiusa


















pp
pp

sfp







fff


fff
ppp
a3




a3






ppp
fff

ss.
gli

gli
fff

ss.











,

 
 
 


 
,



 
 

 




 Adagio festivo (q = 58 - 60)
    
C


f



Gau
f


.
gliss

.
gliss

.
gliss

.
gliss

gliss.
Gau
Gau




Gau
f


fff
 


 


 
fff
-

-
di - um


sunt

-
di - um


sunt
-
di - um
sunt


-
Gau


-
-










fff













fff











tem - po - ris








fff

tem - po - ris
 








ff






  
ff
ff
ff



sfp
  
  









ff

p



ff 






bocca chiusa
gor

-
3






 

sfp


   







ho - mi - num hu - ius
gor















 

7-12


 
 
vn II


7-12
cb


an
vn I


an
an
1-6




A
B


an
T


an
S






 
tt
Ss


tp
pf



C
Adagio festivo (q = 58 - 60)
-








-
di - um

sunt

-
di - um
sunt
et

et

et

et

et
C
Adagio festivo (q = 58 - 60)
fff


 



 


 

 
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 
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div.
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


 


 
110
2 fg
2 cfg
1, 2
  
 
  
 
   
   
    
cr
3, 4
1, 2

   
 
tn
3, 4




tt  



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
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
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





 



 
cmp lli
cmp ne
pf
Ss



 

spes
S

spes

A
T
B
1-6
vn I
7-12
1-6
vn II
7-12





spes
spes

spes

 



 


 
 

 


a3
 
vc



cb
 

a3
vl







  
 






g
f

f
s
lis
.
.
iss
gl
lis
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ff

ff
s.
ss.
gli
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lis
fff
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s.
fff
s.
lis
ss.
gli




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
,




,
 
lu
 
lu
,
 
,
 




,
lu
lu

-
-
-
-
 
lu



-

  
 
 
  




-


ctus

 
et
g
f

lis

ctus
 
-

ctus
 
-
ctus
 
s.
ss.
gli
g
ff

ff


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  
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

  



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
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
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s.
g
fff
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fff
lis
s.
ss.
gli
g
lis
s.
lis
g
-
-
gor


-
-
gor

an

-


et
an
-
 




 






 

 
div.
 








 

-
 
 
div.
 

ctus
et
 







a3



a3


-
-
gor

gor




fff





 


3
e





,



an




  
gor
et



-




-
et


ffff


s.
ffff
an
-








an
lis
ss.
gli












f





ffff


 







  
 


ffff


 




 

  
 


g
ss.
gli
 







 



 


 











 




 

  

  





 

 
gr c
  

tp
trg
  
  







27
,
,
,



 
,
 
 
 
 

 

- ti - am
3
  

  
3

  
3

3
  

e
- ti - am
e
- ti - am
e
e


- ti - am
- ti - am


2 fg



2 cfg

28

cr


1, 2
tn

3, 4


tp
tt

trg

gr c

cmp ne


















.

ss
gli

ss.
gli
.

ss
gli

ss.
gli
ff
f




ff


ss.
gli
fff
fff


-

-
Chri
-
Chri
Chri


 

.
ss
gli

ss.
gli

s
gli
ffff
ffff
-
sti

sti

sti













sti
sti

  



vl



 

vc
cb







s.

7-12
vn II




















 
 

 
 
 

 

 

 





 
 



 
  
 
 









s.
fff












dis





dis

dis

dis



3
-
-

3
-
ci

-
3
-
ci

-
3
-

dis
ci

ci

pu

pu


-
pu
ci
-
pu
3
-
pu



-


ss.
gli
f

-

lo
-
-

lo
-
-

lo
-




s.

ss
gli
.

s
gli

ss.
gli

s
gli

lo
lo




















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


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







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
 



 

 




 
 
 
 


fff
 








s
gli
s.

s
gli

ss.
gli

gl i
ff
s.
ff
ss.
-
r i t e n u t o


rum


rum


rum


rum







 




 







 
fff
( ) iss.
gl


(
g
r i t e n u t o






















s.
lis
) s.
s.
lis
lis
g
g
fff






m o l t o
rum





s.

 


-
-
.
ss
gli









m o l t o






f
 

r i t e n u t o
fff






1-6






s
gli



.
 
7-12

ss
gli


vn I


-
Chri





Chri







T
1-6




 


A
B



f

S





cmp lli










 


 
3, 4
Ss








 
1, 2
pf


m o l t o




























2 fg

2 cfg


1, 2
cr

3, 4

1, 2
tn

3, 4


tp
pf
Ss
S
B
1-6
vn I


fff
muta in E, A, C#, E

7-12

vl



f





,


s.
lis
s.
lis
f

 

f

 







,



















f
mf









a2
mf
a2

mf
































f



,


 


a2
 
 
f


f
 
 
 
f


f
 

f 



mf


poco meno mosso (q = 56)



 
mf

,
1-6



f
,


120









ffff


7-12
cb

g

vc

ffff


vn II

g




fff

T



A









fff


cmp ne




cmp lli



gr c

fff

trg




tt







poco meno mosso (q = 56)
29





f


ni - hil - que
ve
 3


-
ni - hil - que

ve

-
ni - hil - que

ve

-
ni - hil - que
ve
 3
 3

 3


 
-
ni - hil - que
ve
-
  3

f
f


























 








f




re
f
hu - ma




  



  



re
re
re
re






 

 




  
  




f


 

poco meno mosso (q = 56)








mf












3
 
num
in
3
 
in
-
in
-
in
-
in
-
hu - ma
-
num
hu - ma
-
num
hu - ma
-
num
hu - ma
-
num
  
 
f
-
3
 
3
 
3

 


















 



















  


-

 
ve


-
ni - tur
-
ni - tur
-
ni - tur
ve
-
ni - tur
ve
-
ni - tur

 
ve

 
ve
  

 




 

 




























30
 

2 fg


f

2 cfg
 

 

1, 2
 
3, 4
f

 
1, 2
tn
 


3, 4

tp


 
 


f


mf
a2

f
f
a2

f


 



mf
ritenuto
 
 
 


f
cr
 
 

 
 
f










a2



 


mf

f
mf




tt





trg





gr c





cmp lli









pf


cmp ne

 

 


Ss  







 

 

 
 ,

,
S
,
A
B
1-6
vn I
7-12
1-6
vn II

 

,


f






3


3

ni - hil - que



3

f ni - hil - que




 



f

3
ni - hil - que


 
 

vl

 
vc
 
 
cb
  

ni - hil - que
f

7-12

3
ni - hil - que
,
T
f









ve


-
ve

-
ve

-
ve

-
ve
-
















 
 


re
  
hu - ma



  



  



  

re
re
re
re
















hu - ma
hu - ma
-
-
-

num


num




in
3

-


hu - ma
-



















 



















in
3
num



in
3
 
 

 
hu - ma

3
num


in
3

num


in




-
-
-
-



ve


ve




ve
 
ve

 
-
ve
ritenuto

-
ni
-

ni
-

ni
-

ni
-
-
ni

-
-

-

tur,
,
,
,
,
,
tur,
ritenuto
 









,
,
tur,



 

 


,
,
tur,

-
,
,
tur,


,
f






,

 

 


 


,
,
,
,
,
,
,
31

2 fg

2 cfg
1, 2
cr























tt



trg


f
gr c



cmp lli





pf


cmp ne
 
ff
 
   

Ss 

S


T
B
1-6
vn I
Andante (q = 60 - 62)
3
 3





quod
f

1-6

7-12

vl

vc

cb


3

quod



cor



in
3
quod
f

vn II

cor
in
quod

7-12

in
3
quod









 



cor






in
3
cor
in
cor
-
de
3
-

de
3
-

de
3
-
-

e

e

e


3


de
e
de
Andante (q = 60 - 62)
f



e
-

o
-
o
-
o
-
3
-
-



-
3


o
-

3
o
-






rum

-
rum

-


rum
-


rum

rum






















f




-
















f




mf


-








sfp



3



f
3




f

A
130
sfp

tp


1, 2
3, 4




3, 4
tn
Andante (q = 60 - 62)






























,
,
,
,
,


 




 




 




 










 





 




 










 





 






 




32
2 fg









2 cfg


 

 

 

 


1, 2
cr
3, 4
1, 2
tn
3, 4
f

tp

















trg

f

tt







mf
gr c



cmp lli





pf
Ss


cmp ne



 


3
o
-

3
o
-
f
3
quod
 

f
S
in
3
quod

A
T
B
1-6
vn I







3
quod


3

mf
3

cor


in
cor



in
quod
quod
f





cor

in
cor



in
cor

3
-

de
3

-
de
-

3
de
3
-
-

e

e

e

de

3


de
e
e
-
-
-
-
-

o

o
3
3

o
-
3
-

rum


,






,











-
-
rum
rum





mf





 unis.








cb

rum

vc

-






rum















 



 unis.




-

f


1-6




vl



mf

unis.


f











mp




sfp


 
7-12








7-12
vn II





-

sfp

 

mf

 
 mf

 










,
,
,
   




 


 


 


 





 


 


 


 





   





2 fg

2 cfg
1, 2
cr












tt

cmp lli
cmp ne
S


vn I







pp


1-6

vn II
7-12

vl


vc

3
quod
3
quod



in
3
quod



in
3


in
3
3

in
quod


mp



in
cor - de

e - o

-
 3  
cor - de
e - o
 3  
cor - de
e - o
   
-
3
cor - de
e - o
 3  
cor - de
e - o
rum

-
-

rum














mp













re
f
, 
, 

non
3
re
non
3
rum



3
rum

f
non
rum

-
3


,  
, 
,
p
non
3

non


mp

mp
3
-

 
so - net,

 
3
so - net,
re
-

 
3
so - net,
3

 
3
3
re
-
so - net,

3
re
f
-



so - net,



3
non
re
-



non
3


re


re




non
non
non

re
re
3
3
3
3
-

 
3
so - net,

 
3

 
3

 
3
so - net,
so - net,
so - net,



so - net,




mf


non
re



3
3

 
so - net.

 

Al
-

-
so - net.
Al
3
-
le

-
lu

-

so - net.
Al
3
-
le

-
lu

-

so - net.
Al
-
le
-
lu
ff
-
ia



3
re
-
3
-

 












div.






ia
-


ia
lu





ia
ia
 q = 60
 
ff






































div.
mf
f
ff



-
re


-




le


lu
ff
-

 


-

3


le

3


ff
Al
3


f
 q = 60
  

3
so - net.
non
non

-
re
re

f
f



f


non
non
3







q = 50
mf

mf
q = 50
3
f











mp

mf

sf





3


mf




mf


















 
a3


sfp
mp
p


a3

sfp




p



sfp
mp



 Grave q = 40
 






sfp
 











p
pp
quod
mf
7-12
cb

 Grave q = 40
     


T
1-6


A
B

 

sfp



 

 

p










 q = 60







mf

sfp




sfp



mf









pp

gr c

f






trg





sfp


tp
Ss
p


q = 50
f


1, 2
pf

p

3, 4


 
3, 4
tn


Grave q = 40
33


34



140
2 fg




2 cfg
1, 2
cr








tp
cmp ne

fff

g


pf




Ss 

S



A
T
B




s.
lis
ss.
gli
vn I
7-12
vn II

,




,

,
,





unis.
fff


fff



fff











Al - le - lu
Al - le - lu

-
-
-




ja
,






ja
,



ja
Al - le - lu

-

Al - le - lu
fff
-
ja
,
ja
,




,






s
lis
.
.
iss
gl




s.
lis
g
fff
s.
lis
g

































 
fff



fff


fff











Al - le - lu
Al - le - lu

-
-
-




ja
,






ja
,



ja
Al - le - lu

-

Al - le - lu
fff
-
ja
,
ja
,




,

















fff



ritenuto molto















ritenuto molto




 



fff
Al - le - lu


fff




ff
 

fff

f


fff




fff



 
Al - le - lu





.
iss
gl

 


g








fff
fff

 

 


 
ff






 


fff
fff





 
f










fff
fff
Andante q = 70
fff
 

   
3
a




 







fff









s.
lis
 
 
vl
cb

 Andante q = 70
  



g
fff
,
7-12
vc

fff
 




1-6




fff
1-6


fff
fff











fff
gr c






fff




fff

trg
ritenuto molto
 

 


 




fff





 




fff



 

 



fff

tt
cmp lli


1, 2













3, 4
fff




3, 4
tn


Andante q = 70

























2 fg

2 cfg


f
 
 f
   
mp
3
   

mp
1, 2
cr
3, 4
 
p
1, 2
tn

3, 4
p
pf

 
cmp ne

 
p



3




p



 
3


  
p
pp


p
-
-
 
 A
 
-
-
-
-
-

-



pp

-
-
men
-

-
-
-
men
-
-
-
-
p
Tempo I (Adagio q = 52)
p
 mp



 



m
o
  

r
e

n
d

men
p
pp

pp


ppp





.


  

.

m
o
r
e
n
d

 









 













































pp



  
1-6
p


.

mp









o

  





.





















  

 

 
vc


cb
 




.




vl





 
7-12





7-12
vn II





pp





-

  


men


  
al niente
pp





ppp
pp
men
-



  


  




-



-



150
  


  
ppp
pp




p
-



pp


-

o
pp
p



  

 

d
p
p


n


  
p

e

p
pp

r
p




o
p
  

p
3
    
p
Tempo I (Adagio q = 52)
A
p
p

 
p

 

3
pp
mp
A
 
  
p
p



p

 
A
 

p



mp
 
3


p

-
T

p
 

  
 
A
vn I
 


p
1-6
p
 
A
B
p
mp

Ss 
 
S
mp
p


mf
p
p
cmp lli
p

  
tp
gr c
mp

  

mp
3

    

 

mp

tt  
mf

mp

m


3
 
trg


Tempo I (Adagio q = 52)
35

ppp




o






  

  


  










 
 
 
 
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