Page 11

7

 Ob.  33

Bsn.

Tpt.



Perc. I

f

 

 

5

3

3  

Vib.



    

timpani

3

p

5

mf

mp

    3

 



 Sop. Sax. 





 

Cb. II

Vln. 1





3  3        

f

          3

Vln. 2

f

 3         f

3 3    Vc.         

f

446-41220

5

mf

mp

3

   mp

3   

mp

    

3



3

p

5

3

    

     

mf

    3

3   

mp

mp

 

(cymbals)

mp



3

       3

 

       

mf

 

mf



    





    



    

 

damp      



f

p

5

f

 

f



     

 

    



    

     



 





        



   



5

p

mp

 

5

mp

5

f

 temple blocks          f

f

5     mf

3

  

f

 

mf

    

mp

     mf f          

mp



mp

5  

mf

mp

 

mp

mf

  

5

  

 



f

 

f

3

5

5

= 69-72

mp



 

mp

5

f

   mf

f

f

mp

 5

     

5

mp



5

f

f

 

    (espr.)   

  



3

3

Vla.

arco



mf

mp

    mf f         

  

 

3



Pno.

mf

mp

mf

       

f

3

mp Cb. I

mf

   

 

mf

5

q

     f     

   mp

      

mp

3 

5

       

mf

mp

       

f

       

f

5

 

f

 



mf

mp

mf

mp

mf

mp

  

  

mf

   

 



5

3

mp

     

mp

3   3      

 Fl. 

mf

       f



mf

mp

        

mf



f

Perc. II

  

mp



5

3

mp



         

 

Hn.

Tbn.

Cl.

4

 

     

p

pp

(espr.)

p

pp

unis. (espr.)



 





unis. (espr.)



3   

     

p



3   



mp

p

Daniel Asia: Rivalries  

Rivalries - Daniel Asia

Advertisement