Page 29

   128

Ob.

Tpt.

Perc. I

 pp

 

pp

 pp

mp

 

 

 



mp

               Fl.  3



Cb. I

Sop. Sax.

     

3

3          

p

Vln. 1

 

p

     3

 

Vla.

 pp

f

 

  

         5

 

f

 

 

446-41220

 

 

                       

                              pp

p



mf

     

   

 f

    ff

   

 

tutti (pizz.)

p

f

mf

pp mp

pp

p

pp mf

pp mp

pp

p

                            

f

pp

          

pp

mf

p

    f

sfzp

mf



 

    

 

        

mf

        

ff

  

pp

pp

 

              p f                               

pp

   

  

Vln. 2

Vc.

ff

ff

Pno.

 p  p

ff

Cb. II

 

ff

ff



                                       

Vib.

   

ff

5

p

               

  

    

   

(wood blocks)

5

ff

pp



   

              

           

      

               

                

3

Perc. II

              

             

 

  ff   

pp

  

         

             

  

Hn.

Tbn.

pp

 

Cl.

Bsn.

25

19

mp

p

mf

       sfzp



mf



 mf

 

f

 



f

ff

                

    

ppp

     

 

pp

mp

    

sfzp

   

 

p

mp

   

       

pp mp

pp mf

ppp

       

p

mp



    



mp

     p

 



pp

p

             mf

    mf

  

  mp

 

 

     p

pp



mp

  p

  pp

                       

ff

p

f

pp mf

pp mp

ff

p

f

pp mf

pp mp

                                           div.                         ff

p

f

                            pp mf

pp mp

pp

div.

                                         ff

p

f

pp mf

pp mp

pp

    p

  

unis.

pp

          p

Daniel Asia: Rivalries  

Rivalries - Daniel Asia