Strike Opponents Ears With Both Fists - fs

Strike Opponent’s Ears With Both Fists fo r flute, clarinet, piano and string q uartet

JULIAN GRANT (2008) Strike Opponent’s Ears With Both Fists flute, clarin et, pian o and string q uartet

programme note The title refers to one of the simple components of a Taiji Quan martial arts routine. Taiji Quan, ironically meaning ‘ultimate fist’, has attained unparalleled popularity today as an exercise which links health and meditation to traditional unarmed combat techniques to bring focus and spiritual relaxation to the practitioner.

Lao Tzu, in his philosophical classic, The Tao Te Ching, wrote ‘the soft and flexible will defeat the hard and the strong’; and in just such a way, Taiji Quan negates the notion of force conquering force. Instead, students are trained to meet force with softness, thereby victorious through the attainment of balance.

The origins of Taiji Quan are obscure, though some sources cite a Daoist of either the twelfth or fifteenth century, Zhang San-feng, who created the art after watching a crane and a snake fighting. The styles of Taiji Quan in favour today can be traced back to a general from the last days of the Ming Dynasty, Chen Wang-ting, who, when the Ming fell in 1644, retired to his village and created seven sets of styles, of which only two survive today.

Correct motion can only be born of absolute stillness. Thus, this piece opens with four very smooth chords that blur into one another, ending with a surprisingly euphonious one. Now focused, the music can move. A single movement would be learned and repeated until perfected; and only then could one proceed to the next.

In the music, a lengthy passage ensues of single notes in differing textures and registers that soon streamline, glide into motion and attain a strong yet smooth line, unencumbered by harmony. The aim of Taiji Quan: to generate power using the whole body, is suggested by the piano entering with a rustling harmonic idea, supported by the ensemble, which builds into a powerful sequence. A fleeting moment of angular conflict passes back to the opening smooth chords, after which the single note passage is repeated, but with increasing agility and drama. An intensified return of the piano sequence idea suggests real menace and builds to an ominous climax. The piece concludes with the initial four chords, though not so formally presented. The next to last word is had by the euphonious fourth chord, here presented as a sharp blow of a fist, followed by a dying flute trill, suggesting the possibility of a return to equilibrium.

duration 10 minutes score is written in C commissioned by Chroma first performance 8 June 2008 Park Lane Chapel, Norwich, UK

Strike Opponent's Ears With Both Fists    Flute   q = 104

p

Clarinet in Bb

Piano

   



p

    

Viola

Violoncello

 Fl.  11

Pno.





 

 Vln. I  

Vln. II



Vla.

Vc.

 



   





 



   

           

   

     

         





  

 

 

 





p non vibrato

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  

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con vibrato

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pp

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

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   

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p non vibrato

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p non vibrato



Cl.



p

   

    Violin I   Violin II



JULIAN GRANT





ppp

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© JULIAN GRANT 2008. All rights reserved.

  mf

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pp

2

 Fl.  22

Cl.

Pno.



 

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pp

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    Fl.  31

Cl.

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   Vln. I  Vln. II

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  Fl.  39

Cl.

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Vln. I

 

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  

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 

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  Fl. 



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













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46

Cl.

Pno.



 Vln. I 

 





  f 

D



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53



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       Cl.         f Pno.

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    

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

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5



3 3                f 5                        pp f   









F 64     Fl.  pp

Cl.

Pno.







F  Vln. I   Vln. II

Vla.

Vc.





 

   







 







pp

pp

 

arco



             f 5

                 f             

f

  3 

pp









  



fp

           

pp



f

3

   



f

    

pp

    

5



         

5        

f

3

pp

5

 

3

   

pp



pp

 

          sempre pp 3                     

 



  

pp

  

 f f

 3 

pp

 

f

  Fl.    70

Cl.

Pno.





       f p   5



5

     f        

Vln. II

Vla.

Vc.





 

 



5      Vln. I         f 

f

pp

5

    

     

G           f              3

  

    

f



   

3



   

p

6

fp



fp

fp

fp

pp

 6

6

6

pp

                             

 

G



6





6



      

6



f

  3                     p f                          

   



                       

 

 

f

   f

3



  

6

6

 Fl.    74

Cl.











 6

6

 6

6

6

6

6

6

6

6

6

                                                

Pno.

6

 Vln. I 

6

6



f





Vla.



6





Vln. II

Vc.

6

                       







                            





 









p

p

  

p

  Fl.  76

Cl.





  6



p

 

f 6

6

6

6

6

6

6

6

6

6

                                                

Pno.

Vln. I

Vln. II

Vla.

p

6

                                  

     

6

6

6

6

 f

p



 

  Vc.  

                                      f  

f

f

f

  



   p

   p

  p

7

 Fl.  78

Cl.















p



 

f



                                                   

Pno.

Vln. I

Vln. II

6

6

6

6

p

    



6

6

6

6



6

p

f



f

  

f

  





 

  

 

6





 





mf

6



 f f

mf

  



f

 

 



mf

f

 

 

  

6

6

 Vln. I 



Vln. II





Vla.

 

        

6

mf

6

                   





6



      

Vc.



f

80

Pno.

6

p

f

                          



 Fl.  

6



f



Cl.

6

p

                                  

Vla.

Vc.

6

 mf

 

mf

  p

 

 

 

p

 

6

 







6

6

   





  



6

f





f



  



 f

f



 

f

  p



p

 

p



8 3

 Fl.   81

Cl.





 



 



3

f





 



3



3









3

3

f

 



 



 

 3

 3

 

 

3



3



 











p

3

p

3

  

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

Pno.

6

6

mf



Vla.





f

6

f



p



f

83



3





 





3



f





f

 

  Fl. 





 

Vln. II



6

6

6

6 6  6    6   6    6    6    6                                                                     f  

 Vln. I   

Vc.

6

6

  f

  

f

f



 

3





3



3

 

3



p

  

p









3



3

  

3

 

p













 pp



 

6

p



3

6

   Cl.           3 6 6 pp                       Pno.

Vln. I

Vln. II

6

6

6

6

6

6

6

pp

6

6

6

                                         6 6

 



3

  

  





 









3

  























 











 

Vla.

Vc.

3

3

3

 

3

3

3

3



 pp

6

6

pp

6

6

pp

6

6

pp

6

6

  

9

H 85   Fl.  Cl.

Pno.



6

6

6

6









6

6



6



6

6

6



  f    H      Vln. I   6

6



6

6



6

6

6

6

6

6

6

                            

87





6

6

6

6









6

6

 Fl. 

Cl.

6

                            

Vla.

Vc.

6

     

Vln. II

6

                                



6

6

                                   

6



p

  

p

p

 

f 6



p

 



 



6

6

6

6

6

6

6

6

6

                                               

Pno.

Vln. I

Vln. II

Vla.

p

6

                                  

    

6

6

6

6

 f

p



 

  Vc.  

f

f

f

f

                          





 

  p

   p

  p

10

 Fl.  89

Cl.





 

 



p

 



f



                                              

Pno.

6

6

p

6

6

6

6

f

p

 



f

 Fl. 





Vln. I









 

mf

Vc.

 

  

 

6







f

 

6





mf

f

mf

 



f



 



mf

f

 

 

  

6

6

 

Vla.



6

mf

6

  mf

   p

                                

Vln. II

p

f



   

Pno.





91

Cl.

6

6

6



f



6

                                       f    

f

    

6

6

                         

Vla.

Vc.

6

p

  Vln. I   Vln. II

6

  

 







6



6

   





  



 

f

 







6

f

f

p

  

6

f

 f

 

 



p

 p

 

p



11 3

 Fl.   92

Cl.







 



f

3









 







3



3







3

3

 

 

    













3

3

  

3



p



 

3



p

f









3

3

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

Pno.

6

6

6

6

6

6 6                                        f     Vln. I   









 Cl.   



mf

mf

3





 





3

 

f



 

94   Fl. 



mf

 

Vla.

6

mf

 

Vln. II

Vc.

6

6





6

6

6



6



f



3





3



3





f

p

6

                          



f



6

 

3



  

p

 



p

 

p



3









3

  

p





3





3





pp

6

6

         3 3 6 6 pp                      

Pno.

Vln. I

Vln. II

6

6

6

6

6

6

pp

6

6

                                         6 6

        

Vla.

Vc.

6

6



  

3

 

 

3

3

3

 

 

 









 









 

















 

3

3

3

3



 pp

6

6

pp

6

6

pp

6

6

pp

6

6

  

12

  Fl.  96

Cl.





6

6

6

6

6

6

6

6



 

 6

f sempre

6



     I    Vln. I    6

6



Vla.

Vc.







6

6



6

6

6

6

6

6

6

6



6







f

6





 



f

  





f

 



f



      6 6 6 6                          





  

6

f

 

6

6

6

6

6

                                         Vln. I     Vln. II       Vla.    Vc.

6

6

   

98

Pno.

6

   

 Fl. 

Cl.

6

                          

Vln. II

6

                                



6

6



             





Pno.

I

 

6

6

   6

                                         6

6

 









 



 

6

6







  

 

13

 Fl.  100

Cl.



  

Pno.

Vln. I

Vln. II







 

 

 

 

6



 

 

 

 

  



       

  









  







 





6





  



 3









 

  3







   

f



  



 



  6

6



101

 





  Fl. 

Cl.

  6

6

  





 

 

6

6

                         

Vla.

Vc.



ff



f

                                                              

Pno.

     f

 Vln. I  Vln. II

Vla.

  

6

6

6

6

6

6

6

ff

6 6 6 6                                                                 



6

6

 



 

 

  Vc. 

6

6



 

 



6

 

3

 

 

 

3 

    

3

 

 

3 

  

 

     

 

ff

  ff

 

ff

 

ff

J

14

   103

Fl.

  3 ff

          



 3  



 3 3   3                Cl.              ff   sf



 

   3          ff Pno. 3    3              J 3     3           Vln. I  





  

3

Pno.

ff

3

   ff

    





 

Vln. II



Vla.

 



 



107

 Vln. I 

Vc.

       

   



 

                                mf en dehors 3

3

3

        

  



p

3  3                3      

3   



       p







3

3

 

   

3

   

 5

       



non vibrato

p non vibrato

3

                                      3

p

 pizz   3                       sf 3 3  3                             sf

  Fl. 

Cl.

3                 sf

 3               ff  3   3              

Vla.



   

ff

 

Vln. II

Vc.

3









p non vibrato



p non vibrato



 





 



K

 

p

  

  

   

   

K 



































     



  



15

 Fl.   112

Cl.

Pno.





                         p 



3





    

   

  

 

   Vln. I  Vln. II



Vla.



 

 





 









     

 

   

     

   

 

    

 

 































    







       



 

  



 Vc.  



 

  

    

 

  

   con vibrato  

 con vibrato         

con vibrato







con vibrato

  Fl.  120

Cl.

Pno.





 



   

 



 

ppp









 











 

 

mf

 

 

pp

  

 

 

 

 

 

pp

 

 

 

  

Vla.

Vc.



  

   

mf

mf

mf

 





 Vln. I    Vln. II













pp

 

ppp





   







p









 





L



L















  





  pp

pp



    pp



5

     p

3

 p

  

5

    p     p

               p pizz         

p



16

 Fl.       128

Cl.

Pno.









  

  



p

 







 Vln. I  













pp

 3   3   3         

  Vc.    

mf



arco









pp 3

3

p



p



arco







ppp

mf

 



pizz

   



f



sul E pp

       





p



    

     

 





      





pizz

 

Vla.

   



 

  

Vln. II







p

  













    



 



p

  Fl.  133

Cl.

Pno.



pp





p

pp

3



Vln. II





Vla.







  

3

3

     

f



pp





 pp

p

  p



6

  

mf



 

p



M

   

pizz

f

    





M  f



3

          mf 3

3          3



                        mf    

 Vln. I  

Vc.



 



     3

arco sul G

         f sul D  5         f  arco     

p





 



17

 Fl.  137

Cl.

Pno.















sf 5

Vc.





     









            

3



p

         

pizz

p

 3 











3  



 



  3

3



   

p

p

p

6 6   6    6 6        



p



 



                      



 



mf pizz sul E





   



 

Vla.



    pp   

 Vln. I    Vln. II



   

 3 

  

3







N

           141

Fl.

Cl.



 

Pno.

6



  





N

Vla.

 

6

 

f

3

 Vc.  



 

3

3

3







 p

f



6

        

mf





5

5







                        p

         

f

 



arco

f arco



                 mf 3



       Vln. I  Vln. II

   





3

   

 p

   







pizz

 

mf











3

3

  

     

pizz



3

   

mf



arco

f

pizz

   

   mf pizz       

3



 

18

 Fl.  145

Cl.

Pno.









 





            3       

 Vln. I 







Vln. II



Vla.

 5     p

3

f

3





    



                          



 3

5



 

        









         p





3

arco

 3     Vc.  



  3 









           p

        5

arco

 p



mf



O

 Fl.  149

Cl.

Pno.

  



 

 

 f 

   O   Vln. I 

 

Vla.

Vc.

 





  

arco

pp





3





  

 

pizz

f





      





f

 

    

mf

f

gliss.





f





 arco







 fp

 





f

  

sffz



   

   

       p

f

5 5 5 5 5 5     

  

 

pizz

ff



 

 

 

Vln. II



       f      



 

 

pp

 

arco

     



mf

  

p

 

 

















  

sul pont.



pp









P   154

Fl.

Cl.

Pno.

3

3

3

3







Vla.

Vc.

P



  





 

 



 

 



gliss.



p



6

    



6



   

arco nat.

 

 

 

f



f



p





 

6



   

f

mf



f

 

         

mf

               p





 





 





mf

  Vln. I  Vln. II

   

p



   

3

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

19



f

6

   

f



      3

3

      



  



 

6

f

  









 pizz





  



f

   

f

            



   Fl.     157

Cl.

Pno.





  

  



  

  



f

  

   

                        3

3



 Vln. I  

3

3

3

3



3

3



    

  

  



Q

  

     

         3 3 3 3                   



Q 3 3                                                   Vln. II                                                         Vla.                                                     Vc.   pizz

               3

3

3

3

3

3

3

3

3

    

            

20

    

3 3           

         

    

     161

Fl.

Cl.

Pno.

3

3



3

     

3      Vln. I           3      Vln. II                Vla.

    

3

Vc.





3

3

3

  3     3

3

  3    3   3

6





          6

6

6

3

3



6

f detached

       

3



6

6

f detached

   



   

 

6

f detached

   

   3      

6

6

 

 

                  arco   6               f detached 6  6              f detached 6 arco        

      

        

     6

        





3





 



            Fl.  164

6

3

   



     

     

  

 

   

                                        Cl.        

Pno.





6

     3   6



6

3





     

             Vln. I   6 3              Vln. II   6

 

Vla.

3

       3

Vc.







5

    5

   

 

5

6

      

6

               6

     

      5

6

5

6

5

5

    

6

     

6



     6

             6

     

5

  5



     

5

6

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

                 

6

      6

5

   5

6

   

      6





21

 3     Fl.   

             

3       

167

 

Pno.



    

6 

6

 



6 







                        Vln. I  

R

 Fl.  169

6

6

6

6

6

6

6



 



 





Vln. II



Vla.





R





5

5



   

 3

 









 

 



5

                     5 6 6                                          



pizz



 

6

 

    6                   

6

5

6

    

6

5



  



3



 3

                    6

 

  

6

6



3

3 3

                   

6



5



                 

    6     arco

3

        

6



     

     

5

6

6





3



    



pizz

3 



   Vln. I  

Vc.

6

3            



Pno.

6

                        

Vla.

Cl.

6

5



6

   

Vln. II

Vc.

6



6

6

6 

6



                    5    6 6          

6 6 6 6                        Cl.   









3 6                     5

3

3 6 6                           

f detached

arco



                    6

f detached

6

3

5

3

22 172                                        Fl.  3

5

Cl.

Pno.

5

                   



5

5

3

  

3



Vln. II

 

 

  



5



5

5

ff

ff





6





6

  









                  

5

6

3

        

    

5



ff

  

   

                   5

Vla.

 

pizz     

   

ff



ff

5

3

                              5 5 5     ff     

    Vln. I   

Vc.

5

3

6

























  

















  











ppp



S

                              177

Fl.

Cl.

Pno.





p



  

S  Vln. I 



 

p

  

 



 

 



 



arco p



3

 

   







 

3



     



3 3 3 3 3 3 3 3 3 3 3 3                                                      p                                 Vla.   5 5 5 5 p 5           Vc. 

Vln. II

23

                               Fl.                   181

Cl.

Pno.

Vln. I







p

3

 

3

 

 

      

  



3

 

p

  



 3

3

           

   

 

 

 





 

         

  





Vla.





5

5

5



5



 



p vibrato

3

3

3

     

3 3 3 3 3 3 3 3 3                                                                  

Vln. II

Vc.





 



3 3                      3

  5

5





                    Fl.                        185

Cl.

Pno.

Vln. I

Vln. II

Vla.

 



  

3





 

3





 

 

 

 

 



3 3 3                      5

   3

  

 

3

 

 

5

 

 

 



3             

3

 

 

 

   

 Vc.  

3

 



 

3





3

       

 

3 3                     

  3

 

5

5

24

 Fl.  188

Cl.

                                                       mf





 

  3

3

         

Pno.

Vln. I



   



Vla.

Vc.



      



Vln. II





 









3

3

3

5

 



 

 

3

     



3  



3   

mf

 









3

     

 

3

3

     

5





mf

 3                                  

3

3



3    3   3   3             

   

 

 



3

mf

     



5

3

5

      mf



5

T

                                                    192

Fl.

Cl.

Pno.

Vln. I





p intense





  p

 

 





p



 

3

 

   

 

      

sul E



3

 



T 



3

 

 

 

p



  



ppp

3

     

3 3 3                                                           pintense                          3

Vln. II

Vla.

Vc.







3

3

5 p intense pizz



f

3

3

3

5



5



3

3

3

5

5



arco

  p

5

25

                Fl.                           196

Cl.

Pno.

Vln. I





crescendo poco a poco

 3

3

3

       

 





 

 



 

crescendo poco a poco

    

  

 

3

 

crescendo poco a poco

 

 



3

3

3





 



3

             

 



3 3 3 3 3 3 3 3 3 3 3 3                                                  crescendo poco a poco                                  

Vln. II

Vla.

5

Vc.







5



5

5

crescendo poco a poco

 



5





crescendo poco a poco

              Fl.                  200

Cl.

Pno.

Vln. I

   



 

 

  

 

 

Vla.





  

3

 

 

3

5

3

 

 

3

Vc.

 

                

Vln. II

 

  3

 

 





3





             

 

3

     

 

3

      



 

3

 

 

 

 

3 3 3 3                                            3

 

5

5

3

 

5

26

                                             Fl.  203

Cl.









3    

Pno.

Vln. I

 

 3







3

 



5

 3

Pno.

Vln. I

3    

 

5





3

 



      5



3 

 



       

    



 



 

3



3

 

       3





     5

f



f

3

 



U

                 



  

 

          

  

mf

f

   





 





mf

f

   

 

U



   

 

     



 

                    mf                         

Vln. II

Vla.

mf 5 pizz

Vc.

3 

3

mf

Cl.

   



206

Fl.

 



    

 

3 

 

        3

  



 



 

Vla.



 3

  

Vln. II

Vc.









 f

5





    

                         

    



       

     

       





     

          



 

     



   

     

 

          



                                                    5



5



27

        Fl.      209

Cl.

Pno.

Vln. I





mf

3





           

 

 

 

          

Vla.

Vc.





 

arco



      





   

 

 

 



 

 

          



             

         

5

 

mf weighty



      

 

 

 



             

 

 

 

 

 



   

 

 

  

5

   



   

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



 

3

     





5

 



          

3

         

mf weighty

Vln. II



3 3                       

3





 



  Fl.  211

Cl.

Pno.

Vln. I





        

3

3

   



3

 



   

Vla.





 

 

 

 

                



 

   

 

 

gliss.

 

         

5

gliss.

   

    



crescendo poco a poco

3

                         

Vln. II

Vc.

  

 

 

 

 

crescendo poco a poco

        

crescendo poco a poco

 



             

 

 

 

 

crescendo poco a poco

       crescendo poco a poco             5

crescendo poco a poco

 





         

3





 

crescendo poco a poco

 

 

 

 

   

  

   

3

3

     

   

 

 



          

          

 

 

       

       5

28

       213

Fl.

Cl.







3

 

Vln. I

  

  

 

 

 

 

 

     

 

 

 



   

       5

  

 

3

 



       

 

 







3

      

       

 

3

    

 

   

    

 

       

 

    

5

  

   

 

    

3

                   

3





     

3

                     

               

 

Vla.

 

3

 

 

Vln. II

Vc.

 

          



         

       

Pno.



  3       

 

 

     3            Fl.  3

215

Cl.

Pno.

Vln. I





3

  

 

  

                          

 

 

 

   

 

 

   3



Vla.

  





 

 

 

 

5

 



3

  

     

3

 3 





  



3

 

 

 

 

 

 

 

 

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

 

 

5

 

 

 

3



                                     

      

5

 3       

3

                                                         

Vln. II

Vc.

3

3 





           

29

 Fl.  217

Cl.

Pno.

Vln. I



3



          



 

    

3 

  

  3    

 

  



Vla.



 

 

3





3

 

  3    





3

 

 

 

 

 

 

 

 

 

  

  

  

  3     

  

3

         

 

 

 



 

3









   

 

 

 

                    

          

          



 

 

3

                            

                  

Vln. II

Vc.

       3

 

 

                                       

    

5

5

   

   

 

5

 

5

 

   

5

 

 

 

5

5

5

 

 

   3          Fl.    3

219

Cl.

Pno.

   



piu f



piu f



         piu f    

      piu f   Vln. II   Vln. I

  

 

 

3

  



 3      

    



 

 

 



Vc.



  





   

 

        

    

   

 

 3      

  

  





     

   

 

  

 

 

 

3

 



 

                                                                                piu f

Vla.

 

 

 

     3

3

    

 

 

 

piu f 5

  piu f

5 3





5



5 3





5



5 3





5



5 3





30

  3      Fl. 

 

221

Cl.







Pno.

    

  

 

Vla.

   

     

 

 



5

 









3

3  3    3 3                                                            

 

5

   f    f Pno.     V   Vln. I   



   f

Vln. II







 



   



   











[VS]

   

Vla.

Vc.



 

pizz

 

 

f



3

3

3

3



3



  

5 3

   

 



 







 

 

 

 

       

3

     



     



3

     

5

  



      

     

 

  

arco

 

                                  





f

    

   

5 3

V

f

 

               



223

3 3 3   3                      

 

  

 

5

3

   

 

 

            Fl. 

Cl.

3

       

   

 

 

                          

Vln. II





 

 

   Vln. I 

Vc.

 

  

3





5



3

   



  

         



 

 

                    

 



  



 

5

 

  



  

   

gliss.

 

 





                 

 Fl.  225

Cl.

Pno.

Vln. I







  

Vla.

 



        





     

 

        

 

        

 

 

         

  

    

       

    

      

Vln. II

Vc.

31

         

 

 

 

                                             

 

  227

Fl.

Cl.







Pno.









 ff

  

 



ff

 

 

   

  

mf

mf

mf

 

          Vln. I            

Vln. II



Vla.

Vc.





 

  

 

ff

 

ff

 

ff



ff

mf

 

 

crescendo

  



 

crescendo

 

 



  

 

 



 

 

 

 

 









crescendo

gliss.

     

  mf   mf

crescendo

 

 

  crescendo 

crescendo

 

  

        

 

  

 

  

  

   



 

 

 

 

 





 

 

 



 



   

 

                                                                mf

 

   

 

crescendo

 

     

    



       ff



  

  



 

   

 

  

     

                          

                   

 

  

         

 

        

  



          



32

  Fl.    229

Cl.

Pno.

Vln. I

      



  

  

    

Vla.





  

      

  

 

 

 

 



 

  

 

W   231    Fl.  Cl.

Pno.





 



  

piu f

 

                   



piu f

   

 

 

  

   

    

 

piu f

 

 



   

         

 

 

 

 

    

piu f

 

 

 

 

 

 

  



 

 

 

 

 

  

  

 

     

 

  

 

 

  



    



 





 

 

 

 

 

 

 

 

 

 

 

 

 

                                 Vln. II              piu f         Vla.      piu f      Vc.      piu f

 

  

  

 



                                            

   

 

                       

 

 

       

  

 

            

  

  

   

 

 

W  Vln. I   

  



 

 



 

  

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

                

Vln. II

Vc.

  





      ff

   



 

         

 

ff

      ff

           

                             ff

 







  

     

ff

ff

 

    

ff

  

 

233

Fl.

 

    

  



 



       

      Cl.                                                         

Pno.

Vln. I



Pno.





 

  























Vla.





    



 

        3 3

fff



 

fff

                                        



X

fff



fff

 

 

     X   

fff

 



    



 

fff



ff



 

 

   

   



ff



ff



  

  

ff







pizz

 ff

  

  

  





 

  

f

 

 





fff





f



3 3

fff







ff

            

 

         

         

fff

fff



fff

















mf







mf

   



p





 

   

f

f

 

f



f

  

  

  

  

  

  

   mf

   mf

































    

3 3             p



   mf



      





p





33

fff

 

239

Vln. II



 

 Vln. I 

Vc.





 

 Fl. 

Cl.

fff



                                                                                                             fff                                 

  

Vla.



     



      

Vln. II

Vc.

 





           p

              p arco

  pp

34

 Fl.   244

Cl.

 



 

 







           pp





pp

 

Pno.

 

Vln. II

 

Vla.

Vc.





 

 Vln. I  





 pp

3

Pno.

Vln. I

Vln. II

pp







 















  

  

  



  



 

ppp

f

  







sf



 

mf



    



mf



mf

     

sf sf

sf

   

      sf

ff pizz

 3

3

           ff     

 



p







    



















fff

fff





 

  





    

      



vib.



fff

 



pp

fff

























3

  

 

  

 





     



pp





3



pp

 

       





vib.

 

ppp





 

 

non vibrato 





 

ppp

 

p



3

 Vc.  

   

 





pp





p

  



non vibrato



vib.

Vla.



non vibrato













pp







 

 



 

3

   



248



3





 



3





pp



     Fl. 

Cl.

 



fff

fff



fff



FINE: BEIJING May 13 2008