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MIRRORS    

Violin

Violoncello

Piano

 

 

   

Vlc.

pizz.

 



 

       



 

pizz.

   

 

3

 Pf.

on the strings

6 Vln.

Valentina Velkovska-Trajanovska

 

 



  

  

 

3      

        ord.



 





  

                                     

   

 

  3

3       

 

     3


2 11 Vln.

Vlc.

       

  

 

 

   

3 3                   

Pf.

Vlc.

 

     

Pf.

Vlc.



           

 



3

 

       

         3

 

 

   

  

3

 Pf.

21 Vln.

 3   

 

3  3                           

 16

Vln.



                      3

3

cresc.



 

decresc.

 

3         

    

   

   3

 3             

3



3

   

3

 

      

decresc.

   

   

3

decresc.

3  

 



 

cresc.

 

 

  

 

  

3

  3

3

 

     




24 Vln.

Vlc.

Pf.

       

 

               

Vlc.

  

    

                



cresc.

    

      

 3

  

         3    3            

            

27 Vln.

 

     

      

Vlc.

Pf.

  

          3

3

3

               





 

         3

                         29                              Vln. 

Pf.



3   

3

 

3

   

 

  

 3      

3         3

3

  

3

       

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


4 31 Vln.

Vlc.

Pf.

    

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

3

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

Vlc.

      

             

      

Vlc.

 

  Glissando       

  

   

 

ord.

       

     

3

 

3              3

      

               3

arco

                          

issan Glissando ando   Gliss  Gl         do              3           Col legno tratto          

  Pf.

  

Col legno tratto

  3                 

         

38 Vln.

3

Pf.

        

 34

Vln.

3

arco

   

  

      3

    

        

Glissando     Gliss.         

 3     3        


 

   cresc.   Gliss.   Gliss.   Glis ord. s.    ord.

42 Vln.

Vlc.

 3             

          cresc. Pf. 3                       3    46 3               Vln.       san  do do  Glis an iss Gl          3

Vlc.

  Pf.

   

        

    

        3   

 sand o            Glis 50     Vln.  Vlc.

Pf.

     

            ssando  Glissando  Gli    3   

3

 Col legno tratto                3 Glissando   Gl   ss.       Gli iss.        3

   

          

   ord.   3          Glissando Glissando  Gliss.  Gliss.   3 Gliss.                      

    

         

     3

3

              

                

  

5

           

      

     3      3

 

3

                

 

  

   

     

     

   

3

cresc.

         

3

 


                                3                      

6 53 Vln.

Vlc.

Pf.

3

3

            

3

3

3

          cresc.

3

3

3

           

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

               

 3

cresc.

    



    

                                3                      

56 Vln.

Vlc.

Pf.

3

3

            

 

3

3

3

       

3

3

3

           

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

      

            

                                3                      

59 Vln.

Vlc.

Pf.

3

3

             

 

3

3

3

    

3

3

3

           

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


      

62 Vln.

Vlc.

Pf.

 

7                                                        3 3 3

3

3

         

 

3

3

3

       

3

         

               

                                                 3  3   3  3 3 3 3 3 3

65 Vln.

Vlc.

Pf.

             

poco

a

poco

poco

a

poco

           decresc.

decresc.

 

         

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

poco

a

poco

decresc.

                                                     3      3     3 3 3 3 3

68 Vln.

3

Vlc.

Pf.

         

3

           

            

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


8

 

  

71 Vln.

Vlc.

Pf.

3

 

    3

                          3 3 3

 

  3

                                    

  

     

 

 

 

 

3

3

3

              

                                  

                                       3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 ord.                                                          

74 Vln.

Vlc.

Pf.

           

79 Vln.

                                                            3

Vlc.

Pf.

                         

3

3

3

3

3

3

3

3


84                                   Vln.     3 Vlc.                                          Pf.    3                 

9

                                         triler using more notes freely              

88 Vln.

Vlc.

Pf.

           

95 Vln.

Vlc.

Pf.

  



 

     

calmo                    



 

 

espress.



    

      

       

       

3

 

      


10 100 Vln.

Vlc.

Pf.

   

Vlc.

 

      

Pf.

 110

Vln.

Vlc.

Pf.

    

espress.

 

     

                    

    

   

     

   

105 Vln.

       3

    

 

 

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

       3      

 

 

 

   

3

  



         

     3   

 

 


            

115 Vln.

Vlc.

Pf.



 

Vlc.

Pf.

         

3

 

125

Vlc.

    

Pf.

    

Vln.

      

       

 

     



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

120 Vln.

 

        

    

3

 

 

  

        

   

    



    

    cresc.  

      

    



  

3

cresc.



       



   

   

 

3

 

11

  

         

   

  

 


12 130

Vlc.

     

Pf.

    

Vln.

Vlc.

Pf.

Vlc.

 



     3

     

     

 

 

   

         3            

 

            



  

    

 

     



   

     

               

     

      





     

3



  

cresc.

Pf.

     

    

140 Vln.

    

   

                            135

Vln.

   

3

         3

  

                  

  

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

3



    

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

3

 



     


  

Vln.

Vlc.

Pf.

    

  

 

       

Vlc.

Pf.

     

Vlc.

Pf.

 

3

 



               

3

               

                  





 

               





         3   3             3

3

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

           3 3 3

       

13

     

  

3

149 Vln.



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

       

 

 

         

               3

3

3

     

147 Vln.



                                            

144

 

    3

   

             3

3

                                        3

 

3

3



3

      3


14

Vln.

Vlc.

Pf.

151    

 



   

              

 

 

3



       



 

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

  

 

 

 

 

 

 

                      molto rit. 

   

Vlc.

Pf.

    

 

Vlc.

Pf.

   



 

pizz.

 

                                                

 

    

   

 

155 Vln.

3

 

 

 

153 Vln.



   

      


Mirrors