Page 1

q=ca.88



  



   Violin      f           Violoncello   

  

f

 

q=ca.88

           f 5           

Piano

 Vln.    5

f

Vc.

Pno.

 





   



                      f           

 Vln. 

  

 

6

Pno.

 

   

 

  

   mf

6

mf

6



          

 

  

   

  

 

    

   

 

  

      

  

  

  

  

  

  

ss.  gli 



  mf

    

        

                  gliss.

            

Sun-Young PARK (2013)

               6 mf  6                   

   



   

            

 

f

7

Vc.





              sub pp

 Copyright © PSY

      


2

  10

Vln.

Vc.

 Vln. 

  p

  

 

p



Pno.

       

   

  

   

  

         

    

  

     

  

pp

 

     

16

  

gliss.

      6

   f

 

   

 

 

   

 

    mf

 

mp

pp

 

        

mf

              

      

mp

p

mp

       

       

. liss

  

    

mf

        

f

mp

     

 g

   

 

f

 Vln.  

 

pp

 



mp

sub pp

Pno.

  

 

13

Vc.

  

                sub mf

Pno.

Vc.

    

mp

   

 

   



    


 Vln.  Vc.

Pno.

     

20

p

  

 

mf

 

      

        

   27

Vc.

p

      

 

          

 

      

   

p

    

 

 

           sub f

f

          

       

    

 

 



    

  

   

  

      

      

     

     f

        

p

           

   



     

  

   mp

p

     Pno.

f

Pno.

Vln.

f

f

     

22      Vln. 

Vc.



  

    

3

       

mf

   

 

    

 

   

           

 

  

   

 


4

 Vln.  30

Vc.

Pno.

    

 

    





   



 

                            

     

   

   

Pno.

 

   

p

pp

 

 

 

Pno.

p

    

 

                  

   

                                              Vln.                                         Vc.       

                           

34

      

    

 

        

     32                      Vln.      p       Vc.      p  

         



         

          






5

       36                     Vln.            Vc.

     

mf

           f

 

 Vln.  38

Vc.

Pno.

    

Vc.

Pno.

  

  

    

     

41





                                             

    

 

  Vln. 

 

f

  Pno.



 



  

 





 

 

 

f

 

                                                                                               

 

 

   

  

                                  

  



 

  

  

                             


6

Vc.



    

Pno.

 

 

 

 Vln.    

Pno.

 

      

Vc.

Pno.

     

     

 

 

f

    

    

 

 

  

  

 

   

 

  





                   

  

   

     



 

    

 

 

         

poco accel.

        



pizz.

  

sfz

 

f

poco accel.

   

                        

       

  



   

     

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



 

 

 



   

  

 

  



  

 

 

47

Vln.

                                                                               

45

Vc.



 Vln.  43

sfz

  

                       


            Vln.   49

arco

  

ff

Vc.

 

pizz. (as strong as possible)



    



      

  

ff

  

         

         Vln.                   Vc.  53



 

 

            ff   arco        

            

 

       

 

 

 

 





 

 

ff

        

    

  

             

 

 

 

 

 

              

         

 

   

7

        

  

     

               

 

            

                 

       

   

          

  

      

                    

Pno.

ff

51

Pno.



  

                                 

Vc.

  

ff

Pno.

Vln.



 

   



 

 

   



  

    


8 Vln.

Vc.

  55

 gliss.



  Pno.

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

glis s

 

 

 

  60

Vc.

Pno.

  

s. glis

 

                          

 

    



   



     

    

 

  

 



   

rit.

rit.

 

 

 

pp

                         

(as long as possible)

 

 

 

q=ca.59

 

 

.

. iss gl

       

Pno.

 gliss



 

Vln.

.

        

    Vln.  Vc.

      



57

         

             

gliss.

arco

q=ca.59

 

 

pp

non. vib





 

 

pp

 

normale

        

p


9



sul ponticello

 Vln.   65

Vc.

pp

         

  Vln. 

mf

arco

 Vln. 

             

 

 

     arco



           



p

sul ponticello

pizz.





 

legato

 

  

  

 

pp

 

   mf      





 

mp

     

sul ponticello

    

  

mp

      

       

      

      

   

gliss.

    

75

     

pizz.

   gliss.      

Pno.

Pno.

 

  

71

Vc.

Pno.

Vc.

 arco         pizz.

   mf

  

 

  

 


10

   81

Vln.

Vc.

  

 Vln.  

 

Pno.

       

mf

 

  

   

      

  

  

                                  

f

ff

  

  accel.

     

    



mp

 

     



 



  

s. glis

  

 glis   s.   

sul G

arco

f

                 



  

f

sub p

 

pizz.

mf

mf

       



accel.

89

Vc.

              mf

p

 

Pno.

84

Vc.

sul ponticello

     

              

       

Pno.

Vln.

gliss.     

sfz

sfz

6

 


 Vln.  

93 q=ca.88

Vc.

     mf

  

q=ca.88  

    95

Vln.

Vc.

      

  

    

 

 

   

 



 

   

  

    f

 

 

 

 gliss .  

      

 gliss.  

 

 gliss.

 

  

 

  

   

f

 

   

      

              

  Pno.

 

  

97

Vc.

      

Pno.

Vln.

 

  

Pno.



  

mf

 

        

 



    

     

   

       

    

   

   

   

f

 iss.   gl

  

 

                        

   

    

11

    

  

   

 

  



           

                                            ff                                              


12

    Vln.  99

f

Vc.

   

       

 

f

Vc.

       

         

mp

mp

Pno.

     

Vc.

Pno.

   

mp



f



 











 

     

 

    f   

     

 

 

         

     



 

   

    

                  

    



 

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



  

  



                      



103

Vln.

 

      

                       

           

       

    

 

      

  

    

   

   



  

f

101

Vln.

 

    

  

Pno.

   

 









 

  

  

  

 







 







 

 

f

     

     

     

 

 

 


 Vln.  104

    sub p

Vc.

   

sub p

 

Pno.

sub p

 

                   13                          f

                              f                

  

  

  

           f

                  

                             

       

        

        

             Vln.                      106

mp

Vc.

Pno.

mf

f

mf

f

                       

   

 



f



                                        Vln.  107

ff

cresc.

Vc.

                                           

 



cresc.

ff

cresc.

Pno.

 





               ff                  


14 Vln.

Vc.

Pno.

  109

Vc.

Pno.

    

                            

                          

          111

Vln.

  

          

       

                     

     114         Vln.                 Vc.                    

Pno.

                                

  

 

 

    

    



 





   

    

    

   

    

   

   

    

        

   

        

              

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

          

   

                     

                                                     

   

       

      

              

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

   



 

          



       

       

  

 

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


   

                             117

Vln.

Vc.

Pno.

      

  Vln.   120

Vc.

  

       





glis

s.

 

gliss.

fff





gliss.



15                  



                

              

fff

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

 

 

  

            

      

gli ss.

. iss gl



                                           

        

gl

iss

.

 

. iss gl



    pizz.

   

pizz.

   



. iss gl

  

ss.

 





gli

  

 

fff

      Pno.

. gliss

2013. 07. 31 12:30 PM Universitat fur musik und darstellende kunst wien at Vienna, during my trip

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