W A MOZART Cuarteto K80-1 2. Allegro (partitura de referencia)

Page 1

Transcribed by G. Lehr http://www.emeraldimp.com/

Erstes Quartett Second Movement   

             

Allegro.  

   Violino I.     (f)                Violino II.        (f)   Viola.               (f)

Basso.

    

    

W. A. Mozart

K.80 - 1770

        

 

 

 

 

           

(f)

    5

 

                 

 

                 

 

              

 

                  9

          

    



       

 

 

 

 

 

 

                     

                   





              

  

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2

   12

 



                 

A    16

  

              

       

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

       



 

  

 

 

  





            

  

    

 

 

  

   

 

             

      

    

21

     








   24





   



  



 

 

 

30

 

 

            

  

  

 





3

               

27

    

                

  

 

   

              

 

     

    

 







          



  

   



           

    


4

       

 

   33



  

    

 

 

B            

      

   

 



 

    

    

 

 

 

 

 

               

  

40

   

     

36

   

 



  

                   

 


   44

            

 

                                 





 

 

 

                                       48

  

           

 

 

 

 

52

5

      

C

 

    

                 

 

                 

 

   

  

   

                

 



                    

                

       

 


6

                                



 

        

 

57

 

         

              

 



   

   

                     63

        

      



 

 

                  

D 

 

           

         



60   

  





               

       

 



 

 



  

      

 

 

  


68    



 

   



    

 

  

  

72              

     



   75

 

                           

 



 

 



 

    

     

7

 

               

      











 

  




8

                   78

    

 

    81

 

 

     

    

   



 

    

     

 



 

    

 

                                        

    

 

     

 

  

     

    


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