Exalted full score final watermark2

EXALTED in memory of my Father 

Michael Gordon

  Soprano 1  



 



 



  















T

q = 105













Soprano 2

N

Alto

O Tenor

Bass

  

5x





f sempre

Yis









-

-

-



 ga

-



f sempre

Yis

-

-



-

-

ga

-



Yis

-

-

  dal

-

-



-



-

-

V'

-

 dal

-

-



 ga







f sempre





-



 



-

yis

-

 V'

-

 dal

yis

-

 V'

-



-





-



-

-

-



-

 yis

-

5x    Violin 1                           

                                                                                                                       

                           f

                                                                                                                       

FO

distortion on driving and intense

f distortion on driving and intense

Violin 2

R 

distortion on driving and intense

Viola

  





f







f





f

6

ka

ka

-

-



-

-

-

Sh'



-



-

-



dash

 ka

f

 









sim.

-

-







may



Sh'

-





dash

-



-



may

 Sh'

-





 

-

-

 



















-







 



(non dim.)



Ra

-

-



-

bah. .

(non dim.)

-

   may



  Ra

-

-

-

-

-

-

  Ra

  bah.

-

(non dim.)

-

-

-

  bah.









                                                                                                                                                                                                                                     

Vln. 2

Vla.

Vc.

dash





E

Vln. 1







sim.



C

B.

 









AN

T.

-

-

f



M



A.



-





R



S.

-





FO R

   S.  





PE

  



f

distortion on driving and intense

Violoncello





 



 



 









 









 









 









Copyright © 2010 by Red Poppy, Ltd. Administered exclusively worldwide by G. Schirmer, Inc., (ASCAP) New York, NY. International Copyright Secured. All Rights Reserved.

Warning: Unauthorized reproduction of this publication is prohibited by Federal law and subject to criminal prosecution.

 









 

2

 S.  



 



 



12

.

S.

A.

N T.

.

Yis

-

-

-



-

-

dal

 ga

-

 Yis

-

-



-

-



-

-

V'

-

 dal

-

-



 ga







-



-

 V'

-



-



dal



























 



 









yis

-

 V'

-

-

-

-



-

-

-



-

-

 



dash





ka

 yis

-

-

-





-



  Sh'





-

-



dash

 ka















-



-

-



 





may





Sh'











dash

 



















Sh'

-

Yis

-

-



-





-





 Yis

may







-

  may

-



-

-

-

 Yis

-









C



ka







AN

T.



 yis







M



A.



-



R



S.

-





FO R

18





PE



R



 

   S. 

E

                                                                                                                                                                                                                                                                                                  

Vln. 2

Vla.

Vc.

-







Vln. 1

ga

 

                                                                                                                                                

Vla.

B.

-



                                                                                                                                                 

Vln. 2

Vc.

-



FO

Vln. 1

-



T



Yis



 

O B.





 



 



 









 









 









 









 









 

3

  S. 

 

24

ga

-



S.



-



A.

N T.

-

dal

ga

-

-

-

-

ga

-



dal

-

V'

-

-



dal



-

-

ka

-

 yis

-

 V'

-

-



-

-

-

-



dash



ka

 yis

-





-

 



-

-



 dash

 ka

-

-



-



























 



 











Yis



-

Yis

-

 dash

  

Yis

-

-

-



-

-

   

-

-

ga

-

-



-

f



ga

-

-



dal

-

 -



ga

-

-

    -

-

-







V'



dal

-

-

sim.



dal

sim.



dal

-





   

f

ga

 



 Yis

-















-

-

V'

-



dal



   



V'

V'

-

-

-



  yis

-



    







-

-

-



V'

-

    -

    -

-



yis





ka

-

-



-









yis

 yis





-





-

 ka



yis

   

-

-

-

-

-

-

    -



ka



ka



-

-



 ka

-

-

-

    -

   

C

Yis

-

   

f

 B.  

-





AN

f

T.

ga







M













A.

-



R



S.

-





FO R

  



PE



R



 

A

-

-

-

E

                                                                                                                                                                                                                                                                                                  

Vln. 2

Vla.

Vc.

-



 



Vln. 1

yis



                                                                                                                                                

Vla.

S.

-







-

-

 

                                                                                                                                                 

Vln. 2

Vc.

-



FO

Vln. 1

V'







-



T



-







O B.





 



 



 









 









 









 









 









 

4

  S.   36



dash



S.





A.

N

dash

-



-

dash



   



Sh'

Sh'







-

-

Sh'

-

       

-

-

-

-



  may

-







   



-

may



Ra

Yis





 Ra

-

   

-

-

-

-

-



-

-

-

 Yis

-



 Yis

bah.







   



bah.



-



   

bah.

   

-



bah.

-

Ra



bah .



-

Ra



-



-

   

may

-

Yis

-

-

-

    -

   

Yis

-

-

-

FO

 



 









42

ga



-

-

ga

-

- ga

-

-

- ga

ga

-

-

dal

    -

-

-

-

-



-

V'



   

dal



-

-



dal







  yis

-



    

dal

-





   

 















-

V'

 

   

V'

-

yis

-



yis

-

-

-

-



-

 yis

-





ka

-



    

V'



-







-

-

-



-



-

yis

-

    -

    -

ka

ka

-

-

-

ka









   

 

 



dash



-

-



 dash



f



Yis

-





-

   







-





f



-

-

Yis



dash

-

-

   

C



-

-

V'





AN

  











M

-

T.



dal

-





 





A.

-



R



S.

-





FO R

  S. 





PE



R



 



                                                                                                                                             

E

Vln. 1

-

                                                                                                                                                

Vla.

B.



Ra

may

-

Sh'



may





   





                                                                                                                                                 

Vln. 2

Vc.

-





dash

T

  

-



dash

Vln. 1

-



O B.

Sh'



  

T.

 

mf

                                                                                                                                                

Vln. 2

mf

Vla.

Vc.



 



 



 









 









 









 









 









  

5

B

mf    S.  

Sh'

-

 

S.



N

    ga

Sh'

-



-

-

-

O (f)

-

-

   



-

-

-



may

dal

V'

f    

dal

-

V'

   

may

-



yis

-

yis

Ra

-









ka

-

-

ka

 Ra

-

-

-

-

   



-



bah.



 -

-

-





Sh'





bah.

 f    dash

Yis

f    

dash

-

Yis

-



ga

-

Sh'

-

-



bah.

-



-

Sh'

-

-

-

-

-

   



-



may



ga

   





 -





  Ra

-





may

 f   

dal

V'

 f  

dal

V'

-



yis

yis

   



may

 Ra

-

Ra

-

FO

   

 

R

   





mf

 

 f

  S. 

  

55

bah.

-

-

bah.







ka

-

-

    -

-

   

dash

Yis

   

  bah.







    

f





 





 f    



f

 

 















    



    



 f    

f





f



V'

dal



f     



ga



 

 



ga

 



 



f

-

-

 

 

dal









V'





C



-

Yis







 

AN

 

T.



    dash









 

M



A.



 

 

R



S.

 

FO R



 

PE



 

mf

E

                                                                     mf

                                                                             mf                                                        

Vln. 2

  

Vla.

Vc.

-



ka

 -



-

                                                                                                                                     

Vla.

Vln. 1

Ra





                                                                     

Vln. 2

B.

 

 f     

-

T Sh'

Vc.





  B.   

Vln. 1

may



-

ga

T.

-



mf

  

A.











  



  



mf

  f

mf

 



mf

 



f

 



 

 



f

mf

 

mf

 



f

 



 

 





f

mf

 



 

f

mf



 

f

mf

6

 S. 



























62

S.

    

    

f



A.





N

  

T.





 





    









dash



  







 

mf

f





 





 

f

 

mf















S.





  

T.





Sh'



 

f

mf











    f



Ra





may







f     







may



mf



f



f



Sh'



mf



f     

Ra









-

-

-

-





-



-

-

-



C





 



AN



f     

 

f

   

f

A.



M



    



R





mf





f



FO R



68





PE



R



  

 S. 

E

                                                                                                                                                               

Vln. 2

Vla.

Vc.

f     

ka





Vln. 1

dash

f

                                                                              

Vla.

B.



                                                          

Vln. 2

Vc.



FO

Vln. 1

f

ka

f

T





yis

O B.



yis

  

    

f



  



  



 

 f

 f

     

f

 

mf

3

3

 



 



3

   3





3

 f

 

mf

        3

 



3



       

3



3

 f

 

mf

3

 

   3



C

  



f

S.

Yis

-

f

 

S.

-

 Yis

-

    

 -

 

T.

bah.

N

O 

Yis

-

Yis



3



3



   



    

3



yis

-

 -

      



3

  



   sfz

-

-





 

 

-

 

3

 

  

Sh'

-

-

    

-

-

  Sh'

  

3

-

 

3   

Sh'

-

-

Sh'

 

3

 

  

sfz



-

-

-

  

3   

-

  

sfz

  

3

3

 

 



   



bah. .



-

 bah.

 Ra

-

-





-



Ra

may

-

-



-

 bah.

-

may

3

  

-



-

3

 

-

  

Ra

-

-

-

3   





Ra

      3

      

    

 3









     



-

3



-





      

3





-

may

    



       







3



 -

-

-

-

      







       

    

-

-

 -

-

   

Ra



may

-

  sfz







-

        



-

V'

3

-

-

-



3   

    

Ra

dash

3

       

may



      



-

dash











Sh'

  

 

  sfz

may

-

3



V' 3

 

-

-



       



yis

dal

        





-

3   

  sfz

 



-



-

3   





3



  

3

-

dal

-





-

    

-

V'

 

-



-

3





3



-

dash

-

3

  

-

-







       





ka

ka

-

ga

  sfz

 



-

        

    

-



       

  sfz

   



dash

      



Sh'

ga

-

3   



3



  

dal



yis

-



3



-

3   

    

3

 



-

3



-

-

3

Vc.

-

ka

-

  

-

3



-



-

     

-

-

-



-



 V'



-

-

   f

3

  

E

  

Vla.

-

   sfz

 3

-





 yis

-



-

dal

-



-



 ga

V'



-

-

C

-

        

Vln. 2



-

-



-

-

dash

-





 3    

-

-

yis

AN





-









dal

-







-

-



-

 



M

 

-

-

-

R

Vln. 1

-

ka



V'

FO R

B.

-

-







dal

-

ga

       

 

dash

ka

-

    yis

-







-







-

-

-

-

 3      



 



ga







-

     



f

-









3

 

 



 

ka

T.



3

3

81

T.

-

     

      

  S.  

A.



3   

f

S.

-

Yis

  

 

 Yis



-

 

 



PE



-

-



-

f



-

R



-



-



f

     

f

Vc.



-



-

-

f



  

-

bah.

        f

Vla.

-

ga

 -

   

  3    f

Vln. 2

-

-

FO

Vln. 1





T

B.



bah.

 

T.

-

-

    

-

-

f

A.

-

  

7

 



 

   

8

 S.    

N

 

T.







-

 3    



   

         

-

   

V'

B.

   

mf

V'

-

    f

 

-

-

-

f





    



-

yis

    f

-

yis

f

-

mf



yis

-

    f

-

mf

-

    f



yis

-

   

mf





f



         sfz

-

-



   

mf



ka

f

-



ka

f

-

mf



ka

-

    f

-

mf



ka

-

   

mf

-

 

-



Yis

-

 

Yis

-

   

mf





3



   



3

-

-





mf

-

dash





ga



ga

-

   

mf

   

mf

f   

mf



-

dal

f

-

dal

f

-

dal

f

    f



-

-

    f



-

-

    f



-



ga

mf

    f

dal

f   



-

dal

                                f

mf



  

    

mf

    f

f

    f



   



f

-

-

    f

-

mf



Sh'

   

f

mf

Sh' f

   

mf

Sh'

dash

f

f   

mf

ga

   

f

3.

      

(gliss. first time only)

dash mf

mf



mf

dal

                                          

dash

mf

    f

mf

3

         

3

 

mf



   

Yis

   

mf

f

mf



 3     

3

         

-

ga

   



-

mf



   

-

-

    f



Sh'

-

f

mf

-

 

   f

 

   

mf

mf

   

may mf



-



 

   

mf

    f

    f

f

   

mf



Ra

may

mf

   f

mf

f

f

 

f

-

   

mf



Ra

f

-

mf



-

-

    f

may

mf



may

Ra

    f

-

mf

    f



Ra

-

-

-

E

                                                                                                                                                              

Vln. 2

Vla.

  

   f

  

   f

mf

Vc.

-

-

mf



-

    f

C

Vln. 1



f

-

         

3

 

    f

ga

mf

AN

  

Yis

mf



    f

M

   

mf

T.

f

-

-

   

R

V'

 

-

FO R

 

-

PE

    f

-

Yis

mf

f

mf



 3     

-

mf

-

Yis

3

mf

A.

3

3

  

-

-







V'

-



Yis



         

    

mf

-

    f

mf

-



 

f

.

1.2.

 Vc.   

94

-

- Yis









 3     

3

3

 S.  



-

Yis

3



-

Yis

R

  

Vla.

-

bah.

         

          

Vln. 2

-

  

mf







3.

-

f

FO

Vln. 1

-

-

Yis



T



-

-







  bah.

f



O B.

Yis



   bah. .

T.





 

A.



f



.

S.



1.2.

87



mf

 

   f

 

   f

mf

mf

 

   f

 

  f

mf

mf

 

   f

 

   f

mf

mf

 

   f

 

  f

mf

mf

 

   f

 

   f

mf

mf

 

   f

 

  f

mf

mf

  



 



101

S.

D

9

























bah.

A.

bah.

  

T.

B.







Yis

 

  

 -



ga

-



-

Yis



 -

-

-





ga

-

-



-

-

sim.

dal

V'

mf

sim.

   

dal

mf

O

         



mp

-

V'

-

  



mp

Vln. 2

   

mf

mp



N Vln. 1

mp

mf

yis



yis

-

-





ka

-





ka



sim.

   

-

-



sim.

  





- dash



Sh'

-

   

-

- dash

-

-

-



Sh'

-

   



may

   

 -

-

Ra

-

may

Ra



  





  



  





  

-

-

                                                           

T

  

Vla.

mf



   mf

 S.  108

-



-

-

bah.

Yis

   

bah.

Yis





  

-

-



















 



ga



ga

-

-

-



-

-









dal

V'

 

-

dal

V'

-

-

  



yis



yis

-

-









ka

ka

-

   

-

-

dash



Sh'

-

   

-

dash

Sh'

-



  



   

 -



-

may

   



-

Ra

-

may

Ra



  





  



  





  

FO R

  





-

-

                                                                                                                                                           





Vln. 2



 

-

-

-



-

-

Yis

 -

    -

bah.

-

-

-



    bah.

 

Yis

ga

-

ga



dal

V'

mf

-

 

-



mp

mf



-

-

 -

-

-

V'

 

dal



yis - ka

-





 

dal



V'





  





  





  





  

-

-



yis



yis

 

-

-







ka

-

dash





ka

  

-

-



Sh'

Sh'

  

mf



-

-



   

dash

mp

-

may

 -



  



-

-

may

Ra

  

   





  





  



  





  

-

-

dash

Sh'

-

 -

-

-

E

 





C







Yis - ga

  

T.

mp

AN



116

M

R



A.

may

Ra

-

                                                                             

Vla.

Vc.

-

   





Vln. 1

-





 S. 

B.



 -



PE



Vla.





 

 



R



Vln. 2

Vc.



  

T.

Vln. 1

mp



A.

B.

                                                           

FO

Vc.

mp



                                                                             

10

  S.   124

mp

-

 

-

-

mp

-

N

  

T.

-





-

Vln. 1

 

sim.

bah.

-

bah.

bah.

dal

 

 -

Yis

-

-

Yis

-

-



ga



dal

V'

-





yis - ka

-

-



-

-

dal

V'

-

 

-

dal



-

yis - ka



-

V'



  





  



  





  

-



yis

-

-

-



yis

-







ka

 

dash

Sh'

  



dash

-

Sh'

-

-

-





ka



  



 



ga

-





 -

V'



-

-

dash

dash

-

may



  

-

may





Sh'

-



Sh'

   



-

   

-

  



   

-



-

-

may

   



-

Ra

-

may

Ra



  





  



  





  

-

-

mp



Ra

-

 

-

-

mp

S.

-

-

-

-

-

-

Yis - ga

  



bah. mf

-

  

-

bah.

mp





Yis

Yis

-

 -

ga mp





bah.

    bah.

-

Yis

 -

ga

ga





-

-

-

-

-

ga

-

 -

-



dal





   



V'

-

mf

-

-

-

dal

dal

V'

  

dal

V'

-

-

yis



yis

-

  

-



-

V' - yis

mf

-

  

yis - ka



-

  



dash

-

-

V'









ka

ka



-

-

-

-

-



-



-

   

dash

Sh'

sim.

dal

ka



yis - ka

-

-

-

   

dash

Sh'

  

dash

Sh'

-

   

  

  

  

  

-

dash





-

-



Sh'



may

-

 -

-

 



-

-

-



-

-



-

-

-

may

Ra

 

may

Ra

-

-

  

E

  

-

C

  

  



Sh'

sim.





 -

-



Yis

   

 -



Vln. 2

-



 

 

-



AN



-

bah.



sim.

M

  

T.

-



mf



Ra

  

 

mf

R

 

-

mp

A.

-



Ra

mp

mf

FO R

PE

                                                                             

132

  

                                                                             

Vla.

Vc.

-



R



  S.  

Vln. 1

-



Yis - ga



B.

-



   

-

 



                                                                             

Vla.

Vc.



mf

FO



Vln. 2



Yis - ga

   

-



-

bah.

   

-





T



-



O B.

-





A.

-



Ra

sim.

   



Ra

S.

mf



                                                                             

11

  S.   140

Ra

-

may



A.

N

-



-

may



-

-

 



-

-

-

bah.

bah.

Yis

-



ga

-

   



-

bah.

Yis

-

-

-

-



ga

-

-

-



-

-



dal

-

dal

V'

   

-

dal

V'



yis

-



-

yis

-

dal

V'









ka

ka



-

-

   

-

-

yis - ka

V' - yis

-

   

-

-

   

-



ga

-



V'





ga

dal



-

-

-







ka

-

-

-



ka

dash

-

Sh'

  

  

  

  

  

  

-

Sh'

-

   

-

dash

Sh'



Sh'

dash

-

dash

   

-

Sh'

   

   

-

-

dash



yis



  

-

 -



-

-

-

-

-

-



-

 

S.



may

-

may

    Ra

   

Ra

-

 -

-

   



may

Ra

-

 -

-

-

-



-

Ra

-

    bah.

Ra

-

-

bah.

-

-

Ra

  

  

mf

-

3

  

mf



-

-

-

-

bah



          3

         

 

mf

 3



-

Ra

bah

-

-

 -

-

3

 

bah

-

Ra

bah

3   

3

         

    

-

Ra

        

 3

 



-



   

-

  

-

   

-

-

-

-

-

3

 

  

-

3   

-

-

-



-

          3

         

    

bah

-

Ra

-

   



-

Ra

   

-

bah

Ra

-

   



-



bah





Ra

   

 -

-

   

-

-

-

Ra

   



3   

                                

Vla.

bah



 3

 



-

-

3

 

bah

   

-

  

Ra

bah

Ra

-

-

3   

         3

         

    



3

  

E

    

-

-

-



-

 -

-

Ra

  

-



    bah.

-



-

-

    bah.

-



Ra

   



-



   

 -



Ra

bah.



C



Vln. 2

-

-

-

   



may

 

Ra

   

AN



may



M

 

T.



R

 

A.

-

  

FO R

PE

                                                                    

147

Vc.

-



R



 S.  

Vln. 1

-



Yis

-

-

   

-

-



Yis



B.

bah.

-

   

-

-

ga

   

-

  



                                                                    

Vla.

Vc.

-

-



-

-

Yis



FO



Vln. 2

-

 -

bah.



Ra





-

T Vln. 1

-



Ra

O 

-

   

  

T.

B.

-

    

S.

  



 



 

   

3

                                                                     mf

12

  S.   154

-

-

-

-

-

-

-

-

-

N

   -

-

-

-

-

-

-

-

-

-

-

-

T

3

 

-

  

3







   

yis

-

yis

-

-

    -

   

- yis

-

 

 

-

 -

      



   



   

ka

 -

ka

 ka

-

ka



   



-

-

    -

   



  

  

-

    

-

 

   





-

 -





   





       

dash

1.

   





    

   



f



   

Sh'

 -

Sh'



   



-

-

    -

   



  

  

-

    

-

   





-



may

 -



may



-

  sim.

  sim.



 f

               

may



   



    

   



 sim.



dal

sim.     

-



   



   

dal

sim.     

-

   

dal

  



   



   

    ff





Ra





Ra





-

Ra

  



   



   





   



   

V'

V'

 -

 V'

  



   



-

   

-

-

-

    -

    -

      

   sim.





V'

V'

    -

    -

   

-

    

-

    -

   

 -



 -



   



   





   



   



   



bah.

bah.



bah.



bah.

  



   



  

   

 

  

-

Ra



sim.

dal



-

-

may

  

  

    ff





Sh'

-

 

   

Sh'

dash





f

    ff

 

   





dash

f

ff



dash



      



ga

ga

   ff

-

    

-

dal



ff



    

 

 

 

   

1.

  

  

3

ga

ga

-

 

  

-

ff

Yis

3

     ff





   

  

 

  

   

  

   







E

  



 



bah.

         

-

ff

-



C

  

 

Yis

-

   

AN

   - yis



bah.

-

3

   

 B.  

Vc.

-

 

ga

ff     

ff



-



sim.

M

-

 

-



R

 

Yis

     ff

FO R

-

Vla.

-

    

bah.

-

-

ff

PE

160

Vln. 2



 



 

    

      

 S.  

Vln. 1

-

R



 

-

         



T.

-

     Yis

ff

 3   

 

3

A.

-

-

ff

bah.

 

FO

   

-

 



ff

-

-

-

         

          

Vla.

-

Yis

  -

 

    

ff

bah. ff

-

E



ff

3      

Vln. 2

-



O

 B.  

-

 -

Vc.

-

 

T.

-

 -

Vln. 1

-

 

A.

 

 -

S.

ff

   

  

13

  2. S.   167

Yis



dash

 

N

  2.  

 

  

-

-

-

-

-



   

-

-

 Sh'



-

 



O



dal

   

-

-

-



  f

 



 

sim.



sim.

ff

T

                                              

Vla.

-

  

  

  S.  172

-

Yis

Ra

      



Ra

-

   

 ka



  

dal

   

-

dal

-

-

-

 



dash



Sh'

dash

 





 



-

Sh'



-

-

  

-

-

-

  

 

ga

-

-

-



-

-



-









  





  



 

-

      

 

            

-

         

   

-

-

-

dal

     -

ka

-

    

-

  

V'



-

-

-

-

dal





 



 



  

   



  

-



-

 Ra









V'

yis

  



-

-

  

 

 



-



-

-



ka

  

-

-



 -

  



-



   



  



ga

yis

 







                                           

  





yis

                                    

bah.



   

Ra

  

-

   



may





                                              

 

may



                            

-



bah.

   



-







 

-

   



 



-



 -

-

  



Yis

-



-

 



  



       

 -

ka

-

-



-

   -



-

bah.

 -

  

bah.

                          



  

  

E

  

 

-

 





   



Yis



V'

                  



 

 





  

  

 

 

   



 -



 



sim.

dash

V'

-

Yis



                  



   

-



 

-

   



-



 



ga

-

-

dash

C

Vc.

-

-



  

Vla.

-







   dash

Vln. 2

-

-

-



AN

Vln. 1

ga

   









   

 

-

ka

-

  

-

M

B.

   



yis

-

 

                          

178

T.

yis

                              

  S. 

A.

V'

dal





-

  

-



-

-

  



   



-

R





-

 



-

FO R

Vla.

Vc.

-

  

Vln. 2

 

   



ka



   

  

PE

-

 B.   Vln. 1

-



   Yis

T.







A.



  

R

ga



FO





-

 

ff

Vc.



yis

   

may

may



V'



   ff    

f



  

 Sh'

   ff

f

ga



  ff

f

 

 

  

  B.   

Vln. 2

-

  

    dash

T.



ff

 

A.

Vln. 1





                 

   

14

F

  S.   

4th time only: choir very slight gradual crescendo to m.195 pp

   Yis

  

S.

A.

T.

N



  

pp

   

pp

   

pp

-

 

Yis

Yis

-

-



-

 

-

 Yis

-

T Yis

   

ga

-

-

-

ga pp

 -

-

ga

-

-

-

-

-

-

-

 

 

  

Vln. 2

pp



   



 

  

pp

dal

      pp

  

        

 

  

  

    



 

S.

  

Vc.



Sh'

  

 -

-

-



 Sh'

dash



-

    

  



   

 

  

  



          

        



    

 

 

  

    



-

  



-

-

 

   



        



  



  

    



 

-

    

          

        



    





 

bah.



-

   

  

-

-

        



 

bah.

 

 

 -

-

-

   

  

      

        

bah.



 

bah.

    

 

  

  

      

        

bah.

  

4.

  

bah.

 

     

 



  

  

   

bah.



    

-

 

ka

    

4.

bah.

1, 2, 3.

          

-

 

  

   

bah.

ka

 

 

bah.

-

-

 

 



  

ka

-

  

        





-

-

 

  

   

  

-

  

-

 

 



 

 



-

-

   



-

-

 

Ra

   

-

-





-



-

-





may

 



  

 



  

Ra

 

  

-

Ra

 

1, 2, 3.

-

 

 

-





-

  

ka

-

yis

 

 

-

 

Ra

may



    



may

-

          

   

-





Ra

 -

-



may

-

-

 

  





        

Ra

 



  

   

  



may



Sh'

  

-

  

may





-

 

 

-

-

-

-

 

dash

 



-

Sh'

 

 

  

dash



-

-

Sh'



        

  



-

 

dash

  

   

Vla.



dash

 

Vln. 2



  

 

-

-



 

bah.

 

  

bah.



 

     

     

  

E

Vln. 1

  

-



  



-

-

 



C

B.

Sh'

 

    



  

dash



  

   

 

 



 

  



-

-

-

AN

  

T.



 



yis

ka

-



-

 



-

M

  

T.

-

  

 

   

-

 

 

R

 

A.

  



 

-

 

-

-



-

-

yis



FO R

189

   

        

  S.  



-



-

ka





  

-

-

V'

yis

-



-

  -

-

 

yis



 





PE



  

 

   

R

   

Vla.

Vc.

   

FO

  pp

-

-

-

V'

 



-





dal

3rd and 4th times only: Freakout: violin 1 plays high octave C's, pressing deeply into the string to create an exalted noise.

Vln. 1



sim.

 

ga

 

-

  



-



  

V'





yis



  



dal sim.



-

V'

  

-





dal sim.

-

-

 



-

-



 

pp

 

-





  

sim.

-

 





  



-

V'

 

-

-



dal



  

 



-

 

V'

sim.

-

  



dal



pp



-

 

  B.  

pp

-



-

 

  

-

 

ga



-

 

pp

pp

sim.



-

 -

 

-

Yis

ga



  

O

T.

-

pp

pp

  



  

      

        



   S.   195

sub. ff



Yis

ga

sub. ff



 

 





dal

V'

yis

ka

dash





 







Yis

ga

dal

V'

yis

ka

dash

sub. ff



 







 

ga

dal

V'

yis

ka

dash

  

S.

  

A.

Yis

   

T.

   

sub. ff

N

Yis

   



Yis

-

 

-

   

sub. ff

T

  B.  

3         sub. ff

   

-

 

        sub. ff

Vln. 2

ga

-

-

-

 

 -

ga



        

 

-

dal

 

  



Sh'

T.



  

T.

Sh'

 

 

Sh'

   

Vla.

   

   

  



-

   

-

-

3

 



 

 

  

  

  

    

 

 -

-

ka

              



              

 

may



 

    

    



-

-

-

-

  

 

Ra

-

Ra





may

 



Ra

 

    

    

3

  

  

  

 

    

   

 

-

-

-

  

-

-

-

bah.

-

bah.

 

 -

3

-

 

 

 

  

  

  

    



              

bah.

   



  





  

    



-

-

 

bah.



   

           

bah.



   

bah.

1.2.

 3   









  



dash

3.

bah.

bah.

may

 

  

  

3 3           

              





-



bah.



   



3

-

3 3         

1.2.



    

 

Ra

-

dash

 







-

-

 



Ra

-

 

ka

 





-

-

           

Ra

-

-

-



 

    

    

   bah.

 

    

 

    

    

3

bah.

 

 

    

    

   



   

bah.

  3      

  

  



3.

3



  

    

3

 

E

  3    

Vln. 2

-

  

-



           

              





           

 

 -





   

C



-

-

   

AN

Sh'



yis

dash

           

may

  

-

   

-

3 3           

may

Sh'

 

-

M

  

-

   

ka

R

may

yis

-

FO R

Sh'

  

-

PE

 

A.

-

-

   



   

V'

-



   



3 3         

              

202

yis



-





sim.

  S.  

S.

  

-

   

V'

   

 -





3 3           





Vc.

    

           

    

V'

dal

sim.

R



sub. ff

Vln. 1

-

   



   





-

 

dal sim.

3 3         

     

sub. ff

B.

-

   

ga

    sim.

 -





3     

   

Vla.

Vc.

    -

-

-

FO

Vln. 1

Yis

-



-

sub. ff

O

T.

15

 

 

  

  

    

    

16

G

  S. 



mf

Yis



S.



A.

T.

N



ga



Yis

ga

dal

V'

yis

ka

dash

Sh'

mf



 

 

 

 





Yis

ga

dal

V'

yis

ka

dash

Sh'











V'

yis

ka

dash

Sh'







 

 

V'

yis

ka

dash

Sh'



   











 

 

  

   

mf







-

-

 



  



    Ra







bah.

 



 



 

 

  

  

   

   





 

 

 

 













may

 







may





 







may

  





may

may

 

 

 

 

 



 

 

 

 

 























 











Ra

Ra

-

-

bah.

bah.





 

Ra













Sh'



 

may





Ra





bah.













 



















 

 

bah.

Sh'

     

decresc. poco a poco

  

     

  

        

may

Ra

bah.



bah.

  

 

  

 

 

 

 

 

  

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

  

  

  

  

  

 

 

 

 

 

 

 

E

 

Sh'

bah.

C

bah

may

Ra

AN

bah

Sh'

may

M

  



mf

 



may

R









decresc. poco a poco

Vc.

may



Ra

  

 





decresc. poco a poco

Vla.

Sh'





bah.

decresc. poco a poco

   

dash





decresc. poco a poco

Vln. 2

ka

may

  

Sh'

decresc. poco a poco

   

 



 

decresc. poco a poco

Vln. 1

 





 

Sh'

bah.

Ra



 



FO R



 

mf



decresc. poco a poco

decresc. poco a poco

B.

yis

 



 

V'

 



   Ra





Ra

T.



mf



decresc. poco a poco

T.

mf







Ra

mf







  S. 

A.

Sh'



( h = q)

S.

dash

 



218

-

PE



ka







-

 



R

Vc.

yis

 



mf

Vla.

V'





  

Vln. 2

dal

FO

Vln. 1





T B.

-



mf

O

T.

-



 