Laderman SYNERGY

Ezra Laderman

SYNERGY

From the G. Schirmer Rental Library Date of Printing_________________

G. Schirmer, Inc. New York, NY

Ezra Laderman

SYNERGY

G. Schirmer, Inc. New York, NY

Instrumentation Piccolo 2 Flutes 2 Oboes English Horn 2 Clarinets in B= Bass Clarinet in B= 2 Bassoons 4 Horns in F 3 Trumpets in B= 2 Trombones Bass Trombone Tuba Timpani 4 Percussion Strings duration ca. 15 minutes

  Piccolo   

Slow q = 55

Flute 1

Flute 2

Oboe 1

Oboe 2

English Horn

Clarinet 1 in Bb

Clarinet 2 in Bb

Bass Clarinet in Bb

Bassoon 1

Bassoon 2

  

Trumpet 1 in Bb

Trumpet 2, 3 in Bb

Trombones 1, 2

Bass Trombone

Tuba

Timpani

Percussion 3

 

 

  







  

  

  

 p



p

Ezra Laderman





 

 

gl.

sfz

pp



 













  1



2

3

mp





  







  









p















 

sfz



p



p











  









  

















  



 



  



  

 

Sus. Cym.





 







 con sord.      





p

  Contrabass  

 



 p



 

 



 

 



 

 

3

  

p



 

     

 

 

 









pp



p

p

  

 



      p







p

 





2. st. mute      









 



pp



  1

p





2

3







 



















Temple Blks.





 



pp

 p

   

 



 arco

 

p pp (pizz.)

  

p





 



  p







p

 

Copyright ©2007 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 prosecution.

p

p



pp





1

  arco

2

 5

 

 

p

5



p

5



p

pp

pp

   

 

 

             



 



 



 

 



 

 



 

 



 



 



 



 



 

     p   

pp

(all but first Bass)



   

p

  



p 5





p pp

p





 

    

   



p



   





p

 

mp

p



 pp





sfz

 

 

mp





    p      

2

3.

 



 1



 





 







 

 



pp

 



pp

con sord.

p

p



p

p

 



 



st. mute   



   

Tuned Dr.



p

  

pp



p









 

  

 

sfz pp

  

p pizz.

p

gl.

  

pp 1.



  

mp

 

3

   



pizz.



2



pp



  

 1

sfz

p



  





sfz

  



 



 gl.      

p

  

  





 



p



 









  Violin I   

Violoncello





Slow q = 55

Viola





 Percussion 4    

Violin II



  

  Percussion 1    Percussion 2

 

  Horns 1, 2 in F    Horns 3, 4 in F

SYNERGY

 

pp

pp

pp

pp

  

 

 

Solo       

 

p

3

mp

p

2

  Picc.   7

 



   1

Fl. 1

Fl. 2

Ob. 1

Ob. 2

E.H.

Cl. 1

Cl. 2

 



 

 



 

  





  



  



   

     (1)  Hn. 1, 2   B. Cl.

p

 p



p

Tbn. 1, 2

B. Tbn.

Tuba

Timp.

Perc. 3

Perc. 4

Vln. I

Cb.

  

1

p

mp

2

 1

2

mp

p

mp

p

pp

 p

pp



mp







 

    







 

    







 







 

    







 

    







   





2

2

 



mp

1









 















 















 

 













  

 

senza sord.

   

 

 







 



 



 

p

pp





2

mp

 

1

2

p

mp

 1

2

p

mp



p



pp

 p

pp







  p  

mf

mp

  

 





 



 











  



 























  



p

     pp



   

 



 



  

  



   

       

 

 

 

 

 



 

 



 

pp

 

     pizz. p

 

Lg. Sus. Cym.

  arco







pp

 

   



Tuned Dr. (6)



div.

Vc.



2

1   

pp







p

Vla.

1

p



    



pp

Vln. II

mp

 



 

  Perc. 1   Perc. 2

p



  



2





 

pp

 

mp

p

(3)

Tpt. 1, 2, 3

p

1



1   

     



2



ritard.



p

Hn. 3, 4



accelerando





        pp

     

unis. arco

  

            pp

  

pp

 

Solo



 

Solo pont.

mp



mf



mf







 









 



 



 





  

p

        pp

         

accelerando





  

mp

 



  

mf



    

ritard.

tutti, norm., div.



p

      



f



   



tutti, norm., div.



tutti, norm., div.



tutti, norm., div.









tutti



p

       p

  p



f

  

 



Bongos



Solo pont.

    

 



p



Solo pont.

pp



Solo pont.

          



         



p

f

 

 

pp

  

 



  

  



f





  f

  f

         

3

  Picc.  



 



 



 



 





 





 



 



15

Fl. 1

Fl. 2

Ob. 1

Ob. 2

E.H.

Cl. 1

Cl. 2

B. Cl.

 

Bn. 2

   

Tpt. 2, 3

Tbn. 1

Tbn. 2

B. Tbn.

Tuba

Timp.







 

 















 









      











pp

      



 



  



ppp

pp

ppp









  

con sord.

 



 p

  p

 





                 

  Cb.    

p

p

   

p

p

 

p





 













 

   

  

   



con sord.



pp











(div.)



     pp

 

pp

 





col legno



col legno

pp

    

div.

 

 





















       p



       sfz p pizz. arco

pizz. arco         





p













 

2

      sfz p pizz. arco

pizz. arco         

      

3

mp

2

3

mp

 1

2

 1

 1

p

 



 1

mp

  

pp

2

2

mp 3



sfz

      

pp





pp



 1



   

ad libitum (but very fast)

      p

 

 



pizz. arco

sfz

  





p



pizz. arco

sfz



 

    p 









col legno

p

1



sfz

pp

p







  

  

p

3, 4 unis.





pp





p

              st. mute p      



  





  

st. mute p





  













  

(div.)

 





   





  

p









 











 con sord.













   



p

 



 con sord.

p









st. mute

p

          

    





sfzp



  



 





     







ppp

  





p

     











 

      





 

     

         



non-div.

Vc.

pp





  



pp



p

p

Vla.

p



    Perc. 4     non-div.          Vln. I   Vln. II

pp

        

p

 



 

p



 

 

 





 







 





p

  Hn. 1, 2  











pp

 

p



            p



   

Tpt. 1

p



pp

Bn. 1

Hn. 3, 4

        





      

3

mp 3

mp 2



 

3

mp

     



 

 

   

 

 





  





   



 

   





  



 

   





    



 

col legno bat.

col legno bat.

col legno bat.

p

4

  Picc.   

 

23

Ob. 1, 2

  

 

  



1, 2

B. Cl.

  

  



 

   1, 2





 

 

p

     

Tpt. 2, 3

Tbn. 1

Tbn. 2

B. Tbn.

Tuba

Timp.

Perc. 1

Perc. 2

Perc. 3

   

 

mp





   

 mp

p





 



   

p

p

p

  









 

   









 









 









 







 







 

    

mp

   

 mp



 



 

   

 mp











 













 









 











     



3

p



3

p



3













 p



p



p

p



















  











 













Tuned Dr. (5)

  



 





 







pp

 

          

  Cb.   

3

 

3



3

 

  

  

  

 p

 p

   

 norm.



     pp





   



f

p

 senza sord.

   

arco

senza sord.



pp

      

pp

               arco

pp

       pizz.







senza sord.



senza sord.

 

 

   



           

        

 senza sord. arco



   mp

  

 

f

   

mp



  

   

mf



 

f



    

f

    

f

 

f

mf

 

 

f

  



 

f



mf

    

 





mf

mp



 



mf

  

f



mf



 

f





mp



mf



mp

    







mp

p

pp









mf



mp

   

Bongos

        





p

 

pp







mp



p

Lg. Sus. Cym.

 





p

      

 





p

         

pp

       







pp

Vc.





 

  Vln. I  

Vla.



     

p

 Perc. 4        

Vln. II

 



     

 

p

Tpt. 1



    



p

Hn. 3, 4

  

 

p

  Bn. 1, 2   Hn. 1, 2



p

mp

Cl. 1, 2

 

p

1, 2

Fl. 1, 2

 

 

 



f

    

f

 



   

   

   

    

  

  

    

   

mp

   

   

   

   

    

p

p

    p

p

    p

mp

mf

mf

mp

   

mp

mf

    mp

mf

    mf

f

f

     f

f

     f

5

   Picc.   

       

31

Fl. 1

Fl. 2

Ob. 1

Ob. 2

E.H.

Cl. 1

Cl. 2

B. Cl.

p

  

pp

       

  



  



  



p

        p

pp

    



 



p



 

       p pp        pp









  







  Tpt. 1  



Tpt. 2, 3

 



Tbn. 1

 

Tbn. 2

pp



 

B. Tbn.

Tuba

pp

  p

 

  

 p

Perc. 1

Perc. 2

Perc. 3

Perc. 4

       

  

f



Vln. II

Vla.

Vc.





p









     

 







p



 

    



p







 p





     

p

















p





  

 

p

 

 

 



   



 

    mp

 

   

 

   

mp

mp

        



 



 

 



 

 



p





div. a 2              p  col legno  div. a 2   non div.       col legno non div.



pp

 



pp

 

pp

 



 



 

   



 



 

p

p Woodblock

p

     

Tom tom









Temple blks.

    

 

 



 

        p



 





p

  

p

 

(pizz.)        p



        p



 

       p



       



 



 

pizz.

(pizz.)

sfz pizz.

(pizz.)

sfz

p







col legno







col legno



 

 

 

pizz.



 





sfz



 

    

Tom tom

p

 



col legno

p



 

p





Temple blks.





   

 



mp







p

 

to Xylo.                            p p



        



             p   



  



    







   





p

senza sord.

Woodblock



   

mp

     







p



                   p             p

 



p

div.       non        

p

p



 

 

NB: All trills are 1/2 step

    

mp





  



mp

 dim.

p



 

p



 div. a 3   dim.

p





p



   Cb.  



 dim.



p

       



p

  

         

      

p



p











 

  

dim.



senza sord.



   



        



 

dim.



mp









senza sord.









 

 





  mp









   Vln. I





 

mp





          







  

 

  

                   p All trills are 1/2 step NB:                   

NB: All trills are 1/2 step p

pp

  



3

Timp.

p



   

p NB: All trills are 1/2 step

p NB: All trills are 1/2 step

    



 





p

Bn. 1, 2





p

 





p



 

    



pp



 



p

       



        p

 



 



   



 



 

   



 



 

p

p

6

  Picc.  



  

 



 







 



 







38

Fl. 1

Fl. 2

Ob. 1

hold back a tempo

  

   

mp

Ob. 2

   

Cl. 1

  

Cl. 2

B. Cl.



 Bn. 1  

2

3

p



4

p











p

  p

 p

1 



2

3



4

p



 





 



 





 



 





 



   



   



mp

 

p







 









 

 







   



 



  







p

 



p

mp

 





  

       

 





 1

2

p

  1



 



p 2

3



4

p

mp

p

     



p

p

   



 





 



 





 

4

p



mp p

3





mp

p

1. open

Hn. 1, 2

1

p

    



 



E.H.









Hn. 1 in normal position, open p







 



      







 





 

         mp p



Tpt. 1

 



 









 





 

Tpt. 2, 3

 



 









 





 

Tbn. 1

 



 









 





 

Tbn. 2

 



 









 





 

B. Tbn.

 



 









 





 

Tuba

  



 









 





 

Timp.

 



 









 





 

 





 

3. open

Hn. 3, 4

  

hold back a tempo



 



Solo, arco





mp

Vln. I

 



 







p

    

altri

p

Vln. II

Vla.

Vc.

 



 



 



 



                    



mp

sim.

   

  

   

  

sim.



 

arco





arco

   p

  

   

 

 









   



p

   



 





 

   



 





 





 



p

p

 Cb.  

    

p

arco

              mp

   

                  p



  

 





 



  

 





 

7

  Picc.  



 







 







Ob. 1

 







Ob. 2

 







 







 





      f

45

Fl. 1

Fl. 2

E.H.

Cl. 1

Cl. 2

B. Cl.

Bn. 1

 





 





               

    p

     Hn. 1, 2           sfz

  

Hn. 3, 4

Tpt. 1

 

Tbn. 1





   



p

            sfz

Hn. 4 bell up, stopped

  

                 sfz sfz

p Hn. 2 in normal position, stopped Hn. 3 bell up, open p

  

mf



p

Bn. 2



  



  

sfz

p

  

       p

          sfz p

mf

p





Tbn. 2

 







B. Tbn.

 







Tuba

  

Timp.

 

    Perc. 4      Vln. I  

Vln. II

Vla.

 

 

 

 

 

 

  



  



 



 



 



  



3

     

 

pp

                        p

Vc.

 

pizz.

 p pizz.

 Cb.    p

   

      



    









 



          

 

  

  3





     mf







 

     

mf

       

mf

   f

  

   

f



 



p

sfz

           f          

f

f

 

       f      

f

 

 

 

 



 

3

 

   

  



   

pp arco all trills are 1/2 step



 

 

pp tutti, arco all trills are 1/2 step





   

sfz

     p





mp

  mf             sfz

mf



 

mf cresc.

mf cresc.

  

 

 p

 

mf cresc.

3        mf          sfz   3 sfz







   





mf cresc.

  

senza sord.





 

mf



    



  



senza sord.

mf cresc.

  

3







   

 

mf cresc.



  

 



mf





  

 

p



mf

  

p



  







  



  







mf



   



         mf

    

mf

  

      arco

mf

 

 

mf

 

 

pizz.

8



49   Picc. 

Fl. 1, 2

  

 

  

  



 



E.H.

mf

 

B. Cl.

       

ff

p





ff

p



   

  

f

  

    

 ff

p



 

 

 

   





      

  

mf

f

  

  

mf

f

     



f





f

   f

  

ff

   

p

    

       





 

    

     





 



 

f



 

f

f

      

   

    

a2

f

 

 

    



 







 







 









 







 

   sfz



 





 





 

Hn. 3, 4

      

Tpt. 1

      

f p

   

Tbn. 1

f



 

Tbn. 2

B. Tbn.



mf

  

mf

    

Timp.

mf

 p

 Vln. I  

   

 

 

Vln. II

f

              p p

   f



    f

f

sfz



f





















f

f

f

 

  

 

f





p

 



 f



      f



f









f

     

p



f





p

f

 

  gl.  

           

p



 

p

 

    





f

f



sfz

   gl.  





 







       

   

      

     f 





mf



f p

    





Tpt. 2, 3

 

 

f



    f

Vc.



        

f

  f



     

sfz



 

   



  





 

 



  





 





 

 

 



  

 

   

        

    

       

gl.

  

         



   gl.  

f

f

   

 

                                                   f f                                                      

Vla.

Cb.

a2   



  

a2

   

 



 

a2

         Bn. 1, 2  

Tuba

 

  



a2

mf

Hn. 1, 2

  

f

a2

 

Cl. 1, 2



f

a2

Ob. 1, 2



 



 

             

 

         

    

 



pp

 

p

pp

 



 





 





 





 





 

f

mp

9

  Picc.   55

Fl. 1, 2

Ob. 1, 2

E.H.

Cl. 1, 2

B. Cl.

Bn. 1, 2

Hn. 1

Hn. 2

Hn. 3, 4

Tpt. 1

Tpt. 2, 3

Tbn. 1

Tbn. 2

B. Tbn.

fp

  













 







 















 



 



















 



















  



  



   



mf

 



mp

       fp

 







 







 











  

 





 



   





    



 





























 

   

 



   sfz









sfz





 sfz



















 









fp

 fp



     





sfz

 

 

  

  stopped      



fp stopped

 

fp









fp

     

















fp













































































  





    



mp

   

ppp





 

  



   

 

  









































 







 









 



 

    



     



    





    

  







 









  

 

 



   







p





ppp



Tom tom

p

Bongo



p



 

 

  



   



p



      p

S.D.

    



    







  



 



    



 fp



ppp







   

p



  

lowest tuned drum

S.D.



ppp

    

hard mallet



   







  







  

  







(open)



 



  





 

fp

fp

 

Perc. 3

Cb.





 

Vc.





Perc. 2

Vla.





Timp.

Vln. II





 

Vln. I





  

Perc. 4



 

Tuba

Perc. 1



 

 



 

 

 





 



pizz.

  

 

 





  



 

   

  









     





  



 

   

  









     



mp (pizz.)

mp

sfz

 





mp pizz.







sfz



sfz

 

fp



 

sfz



 



 

10 65   Picc. 



























p a2



Fl. 1, 2



Ob. 1, 2

p a2



Cl. 1, 2



Hn. 1



 

 

 

 









 





 

Hn. 2

Hn. 3, 4

Tpt. 1



   





















































  

 

 











  















 

    

  













 





Tpt. 2, 3









 

p

Bn. 1, 2





   p

B. Cl.



p



E.H.







 







  









































Tbn. 2















B. Tbn.



















 

Timp.

Perc. 1







   



 

(Bongo)



Perc. 3

Perc. 4



    

     

 Vln. I 



   (S.D.)













    



    

 



2. mp



 

     mp  







sfzp











     

p

Vc.

Cb.





 

   

 

 

 

























mp











         sfzp







  











 



a lot of bow

f

a lot of bow

   



  

a lot of bow arco







   f

a lot of bow arco











   f

 



f

p

f

  p

f

 p

f

     sfz

  



sfzp

 

p



sfzp

sfzp

        

  

p









  

sfzp







mp









  



a lot of bow arco



 



sfzp

 



 



f





sfzp

      





p









 

f

Vla.



mp

mp







3. mp







      



p



sfzp







 

          pp





fp

 

 

 

   

p

 

 





 

  



    



p









  



 





Vln. II





(Tom tom)

Perc. 2

   

(tuned dr.)

 



fp



Tbn. 1

Tuba

 





 

sfzp

       sfzp      

          

            p f p

f

             p

f

p

f

                      sfz

 

 Picc.   72



 







 

 



 

 



  



 

 





   











 



mf

f

f

Cl. 1

 

Cl. 2



B. Cl.



 

  

Hn. 2

Hn. 3, 4

f

f

 

mf

f

 



  

f















sfzp

f

  





  

 

Tom-toms

   

   

  Perc. 4   Vln. I  

Vln. II

 

Vla.

     

 

              

S.D.





 



 





 



 



 























  









   

sfzp

   





norn.



col legno



norn.



 

col legno



norn.



col legno



norn.



   



  

 

 

   



col legno

 



col legno



 

 



 



 



 



 







   

sfzp

     sfzp      

  



 

   



 



 

 



 



norn.



 

col legno



col legno

 



norn.







 



norn.

 

 





 



 



col legno



norn.

 

col legno

 

 

 

col legno

col legno

 



 

col legno





 

 

  

 

 



  



norn.



col legno



  

sfzp

 



 



pp

sfzp





 



 



sfzp



sfzp

sfzp



p

  

fp



 f  

sfzp

   



  

 

fp



fp





 

fp



  

 

 

 





 

f

   















   

fp











f

 

f





   





f



f



col legno

 

 

 





 



f



norn.

 



   



    sfzp   col legno







Bongo





    



p

 

 

f

sfzp

sfzp



f

    









  fp  

 

f

f

2. f



 Tuned Dr.

 









    





   



 



fp











 

  



mf

(open)

 

mf



B. Tbn.



 



 





Cb.

  



mf

 



Tbn. 2

Vc.









Perc. 3

f





f





 

Perc. 2

f







Tbn. 1

Perc. 1

mf





Tpt. 2, 3

Timp.

f



 

Tuba



 





Tpt. 1

f

f

 Hn. 1 

f



 

mf



 



   

 

 





E.H.







Ob. 2







Ob. 1

Bn. 1, 2





Fl. 2







f



Fl. 1







11

     

   

   

     

       p

f

p

f

         p f         p f         p f        

12 76   Picc. 



Fl. 1









   

   

Fl. 2



Ob. 1

f

Ob. 2





 

E.H.



Cl. 1



 

Cl. 2

   



 

f





   

       Bn. 1, 2   Hn. 1

  

Hn. 2

    

Hn. 3, 4



Tpt. 2, 3



 

Tbn. 1

   

Tbn. 2

  

B. Tbn.

Tuba



Timp.

Perc. 1













  



Perc. 4

 

 Vln. I    

Vln. II



 



Vc.

     

pizz.



 

pizz.

  



fp



    ricochet 5    

   

ff snap pizz

sffz





   

    mf  

  

f

   

fp

 

sim.

mf

sim.





mf









       

mf



pp

     

    



  

 









  

 



    

    



     

mp

   5   





















 

  

 



  

sffz

  



    



 

pp



  



 

sfzp





   



       5     

    

 



 





     



    



    





     

  fp  

        



 

   

fp

   

fp

   



   

   

 

















       



pp

sfz

p

 

   







     

    

      5    

  

 





    



    



  



    

fp

sffz

 

    



    



 

    

5    



    



 





   

    

sffz

 

 





                       

 

fp



  

 

 



sfzp





  

 



 

      

mf

  fp  

 

 





mf

fp

   

 

   

 

 

      

 

  

            

   

 



    

            

                             

















                             





mp







sfzp



fp

 mf





  

            



  fp  

fp





  





pp



   

fp

mf





f

   





f

 





 



       

mf

 









f

    

        

mp

 

                            



   



             



f

 



      







Vla.

Cb.

sfzp



  

  



pp

mp

Perc. 3

 

 

     

Perc. 2

         







 

mf



 





fp

 



 

fp

 

 

Tpt. 1



 

 



 

fp

    



f





      f       f       f       f      

 

         







f

     

 

B. Cl.



 

    sffz

    

     

 

  

13

 Picc.   

                  

81



E.H.

Cl. 1

Cl. 2

B. Cl.









fp

   

 

fp

  

B. Tbn.

Tuba

Timp.

Perc. 1



















 

 Vln. I  

Vln. II

 

Vla.

 



mf

    

  

        

  fp  



 



    



         5      

   



 

  

   

 

   

 

   

 

  

fp

             





 





mf











   



mf

 



  

sffz

 

 



  

 



 

  



   

    

  



sim.

 



3

 



3

 

     

sffz

 



  

 

  



 

  

 3



 

mf

       mf f                 f

  

           







         f          

  















 



         



mf

     

     

 



 





























   









   

 









fp

 



 

  fp  





      

  

fp

   



 

   

 

mf





  

      





sffz

 

      



    

mf

   

      





         

 

      



     

   

 



  

   

 

      



mf





   

 



   



 







 Perc. 4  

Cb.

 

   

   

 

 

mf



 

Vc.



   

fp

       

 

 

   



mf



   

Perc. 3



fp

 

fp

  

 

  fp  

       

 

   

  

   

               



Perc. 2

ff



fp



  

 



fp



 

Tbn. 2

    

   

 

Tbn. 1

 







fp

Tpt. 2, 3

 

 

 

  

Tpt. 1







 

  



Hn. 3, 4







  

                                                        

  Hn. 1     Hn. 2

  

                  

  

Ob. 2

  

                  

  

Ob. 1

  

                  

  

Fl. 2

Bn. 1, 2

                  

  

Fl. 1

  

        

3

       

sffz

     



  

sffz

  

  

sfz

3

3

           

sffz

  

  

  3      3 3     arco    3

  arco     

arco

14

 

  Picc.   85



  



a2

  

Ob. 1, 2

Cl. 1, 2

Hn. 1

 

   



 









 



 

   





   





ff



ff

 

ff



ff

 ff



B. Tbn.













 

Timp.





(tuned drums)

 

(Tom-toms)

 

Perc. 2

(Bongo)

 

Perc. 3

(S.D.)

Perc. 4



 

                

3       Vln. I     3



Vla.



Vc.

Cb.



 

Vln. II





  

 



   





 





 

 

ff

   

  

mf



mp

 



   



 mf

   

mf



   



 



mp



mp



mp



mp

 



mf

 

mf















 

 













  



  

  





  













mf



mf



   mf   



f







mf



mf

 





f











 











 











 







    div.

 

div.

 

div.

 



mp



mp

 

  

mp

 

mp

 

mp

 

  



 







mf

mf

 

mf

 

 

mf

 

mf



non div.



  

f





 

f

 









f

  

div.

  

f

non div.





  

non div.



f





        





   

 



 

p





ff

ff

    







    

pp

ppp

 



 



 



 



 



    

 



 

ff

ff



 

ppp

 

ff Bongos

 

     

 

 

ff Tambourine

 

    



  



 



 



 

    

ff div. a 3



  ff

ppp

ppp

ppp

ppp

ppp

ppp

  

ff div. a 3

 



ff Low Tom-tom

ff div. a 3

ppp

 



 

ff div. a 3

ff



sfz S.D.

  

 

    

irregular ys

ff div. a 5



     



ff

f

 



 







    

p

ff



accelerando

  

f

div.

 

pp









   



ff



pp

ff

f



   

sffz

f

 



sffz









  f 





sffz

f

 

 





mf

sffz

p



   f  





mp

    

   mf    mf



f



mf

f

f

mf





 

mp

sffz

 

 



         



mf

   

f







   f

mf



sffz



 

f

  

mf

mf





  



  



 

sffz



   

mf



 



f







mf



  ff

 

 

mf







mf

 

 





 



mf

   

ff

  

open

 

Tbn. 2



mf

ff

ff

 

 

Tbn. 1

Perc. 1



 

open

 

Tpt. 2, 3









ff



 

Tpt. 1

Tuba



ff

 

Hn. 3, 4

   



  

Hn. 2



ff



  

B. Cl.

Bn. 1, 2



      a2               

E.H.

accelerando

ff

a2

Fl. 1, 2

        

 

ppp

ppp

ppp

ppp

         

          

15

   91

Cl. 1, 2

hold back



  Bn. 1, 2   Tuba

1.

      

    Vln. I  

1.

 









pp





pp





    

non div.

Vln. II

  

non div.

Vla.

Vc.

 

 

non div.

    Cb.  

non div.













 







 



 

pp

pizz.





pp

   



 



pp

  pp

  pizz.

pp



arco

      mp

 





 



 



       bounce

   

   





mp

Allegro

     

    



 

  

pp

div.

 

     

  

pp

 

   

 

pp



pp

 

 



pp

 

pp

 

     

  

 

pp



 







  

 

pp





pp

  





 

    

div. a 2



  

hold back



pp





 





Allegro

 

 tutti, pizz.

 



mp









 Picc. 







Ob. 1, 2





E.H.





98

Fl. 1, 2

          mp  1.            Bn. 1, 2   1.

Cl. 1, 2

mp

Timp.

Perc. 1

Perc. 2

Perc. 3

Perc. 4

 



       









































mf

    mp      mp

 

   

     

mf

    

2.

mf



mp

mp

   mp

  

2.

     

mf





mp



    mp





























 











          





        bounce               Vc.     mp      Cb.     

        

                    



   





   

           



   



mp

mp

mp

 

mp



   







Vla.

       



 Vln. I  Vln. II



         







     

mp

  mp

 

 

                                  

sempre staccato

mp sempre staccato

         mp                       

     



     



   

                                                       

16

 Picc. 



















104

Fl. 1, 2

Ob. 1

Ob. 2

E.H.







               



             



p







p







         p











       

p

            



p





               



p





     1.         p

 

                p

Cl. 1, 2









B. Cl.





























 













Hn. 3, 4















Tpt. 1















Tpt. 2, 3















Tbn. 1, 2















B. Tbn.





























Bn. 1, 2

Hn. 1, 2

Tuba





 

Timp.

   

    Perc. 1 



  





Perc. 2

     

    



Perc. 4   

   







    

 

Perc. 3

   

  

          

Vc.

Cb.







 







      

  





   





    



         

          

sim.



 

  

                       sim.              

Vla.



  



                                       Vln. I  

Vln. II

 





  

    

    

                

    

    

    

                 

      

         





   

    





 



  

 

   

   

   

p

p



  

   

  



 

 



   

 

   

 

 

   

 

 

 

pizz.

    p



   

   







     p



pizz.

     

       

   







     

    

       









17

 Picc.  



 



110

Fl. 1, 2

Ob. 1

 

Ob. 2

   

E.H.

 

 





 





 

 





 





 



 





 





 





 





 





 

  



 





 

mp

mp

 

  

mp



   

mp

   

Cl. 1, 2



B. Cl.







 





 







 





 





 



Bn. 1, 2

Hn. 1



 



(open)



 

 mfp

Hn. 2







 





 

Hn. 3, 4







 





 

Tpt. 1, 2, 3







 





 

Tpt. 2, 3







 





 

Tbn. 1, 2







 





 

B. Tbn.







 





 







 





 

Tuba



 

Timp.

Perc. 1

  

Perc. 2

 

Perc. 3



Perc. 4



 

Vla.

 

Vc.

   

  



 





   

    

   

   

        mp

   

  

      





      

             mp



       





     

          

                 



                                              

arco

mp

     

                    mp arco



  

 

mp



   

        



  





        

mp

   

   

      

mp

    



   

 

   

 

  

    

Vln. II



   

   

 Vln. I  

Cb.









         mp

                    



           

                    

arco

mp

     



   

                             







    

18

  Picc.  



 



 



 



114

Fl. 1, 2

Ob. 1

Ob. 2

   



 



                mp

 



 



 



B. Cl.

 



 

Bn. 1, 2

  



E.H.

Cl. 1, 2

Hn. 1

    

Hn. 2

Hn. 3, 4

Tpt. 1

Tpt. 2, 3

Tbn. 1

Tbn. 2

B. Tbn.

Tuba

Timp.

   

Perc. 3

Vln. II

Vla.

 



  



 





 



  

 



 

  

  mfp

   

mf



 



   



    mf  

 



 

       

 

      

                Vc.                   Cb.      p

p

mf

mf





mf



 

 



 

 

 



mf

 

mf

 

 





 

 



 









 







   

 



 

 

fp







   

fp



 



fp



 



 

 

 

fp



 





 



 





 



 





 



 





 



 

 p 

mf

 





 

 







       

  



mf



 

 

 

  

  



                   

 

 

 

                                 Vln. I  







Perc. 4



 





 

   



 

mf

         

mf



   

   

   

 



   



      

 

 

  



   

mf



   

            Perc. 1   Perc. 2

mp

  



mp

      





  





mf

 

 



     

   

        mf          





mfp

              



                        

 

 



mp



   

mp

     



 



mf

                   mp                   

 p

   



     

    

   

      

 

 



mp



   

   

   

  



 

 



mp

 

    

    

    

    

mp



 

mp

mp

mp



 



 

19

   118                      Picc.   

     

    

                        

                           

     

    

                        

                        

     

    

                        

                        

     

    

                        

          

   

   

         

            

     

   

                

  









 







f

Fl. 1, 2

f

Ob. 1

f

Ob. 2

f

E.H.

 



f

a2

Cl. 1, 2

B. Cl.

Bn. 1, 2

 



  



    



   Hn. 1       

 

   

 

Hn. 2

Hn. 3, 4

Tpt. 1

Tpt. 2, 3

Tbn. 1

Tbn. 2

B. Tbn.

Tuba

Timp.

 

   

 



 



 

  



f



  

   

  

 



  

 



 

    f

  f













 



   



   





f



f

  

   





   

 

 

 

  





 





   

 

  



 

 



                

                         mp                           mp









 



 







  



 

 







 



 

   







 



 



























 











 

 f





 

f





f

     



  



f





  

f

mp

Vla.

 

 



    Vln. I   

Vln. II

 

 

 

f

f

 

       





       

        

  





 



 



  





 

f

        

         

       

   

f

    f

       f

 

  

       f

       f

Vc.

 



 









Cb.

  



 











20 123    Picc. 



Fl. 1, 2



Ob. 1



Ob. 2

  



B. Cl.



 

   1, 2

3, 4

  

Tpt. 1

  

Tpt. 2, 3

Tbn. 1

Tbn. 2



Perc. 1

     

Perc. 3

 



       



 



       



 



       



 





        



 





f

f

 

     

 

   

 

 



f

   

 

 

               

f

     

f





 

 

mf



Cb.

 









   

 



 





 



 





  





 





  





 





 





 









 









 





 





f

 f



  

 p





  



















  













 



 





 



                      







                        



  

 



       

 

 

mp



 

mp

ff

mp pizz.

 

                            ff mp pizz.                                   

     

ff



 





 



pizz.                          mp pizz.

                         mp

 



mp pizz.

                         



mp



 







 

   



 



  

Vc.

 

                      

                Vln. I    

Vla.

 

mp



 

f

   



  



       

mp

 

f





   





  

mf



        



 

 

mf

 

mp

f

mf

    



f

 





Vln. II

f











     

mp

  



 

 

 

f

 

     

 

Perc. 2

Perc. 4





Timp.



f

  

 

 

 

       

     



 

 

B. Tbn.

 

               

 

Hn. 3, 4

     

           

  

 Hn. 1, 2  

Tuba

   

   

Cl. 1, 2

 

           

  

   

E.H.

Bn. 1, 2

   

 

  

mp

mp

          

        

        

                        



21

 Picc.  128

       

Fl. 1

  

 

Ob. 1

Ob. 2

E.H.

Cl. 1, 2

B. Cl.



Tpt. 2, 3

Tbn. 1

fl.

   

 

 



 

     

f

 fl.

  

     

f



   

 







 



  

  



 







 

  







 

f

   

(mp)





(mp)



(mp)









fl.

   

 

fl.



fl.

         



fl.

   







fl.

   

 



   

   





      

fl.







  





 



fl.

 







   

f

fl.

       f









 









     



 

1.

 









 











 















1, 2     





 







  







  







  



Tpt. 1

mp

mp

 Hn. 1, 2  Hn. 3, 4

      







Fl. 2

Bn. 1, 2



   



f



    

 

st. mute

f 2. st. mute

     f

   

Wah Wah mute

mp

 



    

     

           mp





         



            



  

mp





mp

Tbn. 2







 











B. Tbn.







 

















 











 



    f



Tuba

Timp.

Perc. 1



  

  

mp

Perc. 2





Perc. 3

 



     Vln. I 

Perc. 4

Vln. II

     









  







  







  

  

  



 







  



                                              

                    Vla.                              Vc.                           Cb.      



   

   

  

  

  

 



  

 











 











 











 











snap!

 

  

 

 

 



sffz snap!

sffz snap!



sffz arco



     







 





 









f







 





 









f





























f













sffz

sffz

f

  

sffz

sffz

sffz

f



sffz

sffz

sffz

f

 

sffz

sffz



f



sffz

     

f arco

 





 

  

f





  

mp

 





    



  



 

sffz









f

f

 

22

Ob. 2

f



  

Bn. 1, 2





B. Cl.











  Hn. 1, 2   

 

Tpt. 1



Tpt. 2, 3

 

Tbn. 1

 



 

Tuba

Timp.



 Perc. 1  Perc. 2

Perc. 3

Perc. 4



mp

  

 

  

  

 









cresc.



    

  

 

    





f



 



ff

ff



     





 

pizz.

sfz arco

 

sfz arco

  sfz

 

 

 

                     arco mp                  

pizz.



 

mp

           arco

     

       ff       













  



  



 



 



ff

ff



   ff

mp

  3

3

3

3 

  3

  3

                    

         

  





    3                





     

              









   



3     





     





    





    



  

  

  



sffz

3

sffz

3

  

   



sffz









 



 



 





 



ff

 











ff





f

 

 

  









 

sffz

     



ff

sffz

ff



    ff    



       















 

    



sffz

  

 



3

ff

    

                          

 

 

ff

3





Temple Blks.

div.              

arco                  mp ff pizz.



Tom-tom sffz

     arco           mp pizz.



     3 sim.  3      3 sim.  3     



S.D.

    



pizz.



sim. 3 3



      ff       

 

arco





 



      

 

     

3

ff



arco



   



 



        

   



f

 

 

sim. 3 3

3

ff



  

ff 3

 

ff 1, 2



       





   



f

ff 3



        

 

 





     

     

ff

   





3

ff open





ff 3

ff



  

3

open        f

 







sffz

Cb.





sffz

Vc.

mp



sffz

Vla.

 

 



           



 Vln. I   Vln. II



 

 



ff 3



sim. 3 3

      

   



mp





  

f

3

      

     

   

ff 3

     ff fl. fl. fl. fl.                               sfzp sfzp sfzp sfzp ff (2.) fl.  2, 3 (st. mute) fl.                          ff                          



B. Tbn.



 



mp Wah Wah mute

Tbn. 2



  

f

               f                f        





Hn. 3, 4

 

f

Cl. 2





    

Cl. 1







E.H.



3

 



  



ff 3

sim. 3 3

        







Ob. 1

         



      

f

  

3



      3 sim. 3       



      

ff 3

3  







3

     

                     

                        

f



ff 3



 





     

sim. 3 3



f

fl.

Fl. 2

     







Fl. 1



 

      



f



              fl.





fl.

