AlLGO 2

Estudio Nº 2

Guillermo Lauzurika

q = 70

    

  

  

    

  

    

  

 

 

 

     

* Las alteraciones sólo afectan a una nota

ppp

 

  





3er Ped

6

 

   

 

       3

10

   



   

 



14

 

      

  

       

 

         

 

          

 

          

    

10

     

3

   

 



   

 

  



3

3

 



  



 

 

 

  

 

 

 

3

3

    3

                       6 * 3er Ped  





 

 

   19 6                       pp



                       



  

3



3

  





 







  



                

                        3     

 

2 24

     

                     6

   

3

 

3

                                                    3 6 3 3         28                                             

mf

    

32

  



 



3

3

   

10

                        3 3   

 

pp

       

   

3

 

               3

3

3





  37        6                      

  

 

 

 

  

 

 

    

    

 

   

   

 



 

3    

                                                                 6   3    3er Ped  *              41                                                       p

      

pp

10

p

    

3

              3 3       pp

p

mf

p

pp

3

3

                      3 3       p

                            

45

    

3

3

10

   

3

 

p

    

3                             3 3        



   49     6 3                              p

mp

                         6    3er Ped  *

mp

      

                p

mp

           3 3           54    3                         3

         

3

p

                               3   3  3                 57 6                                              mp

3

3

              

           

 

3



    

61



3

    



p mf

3

3

                     mp

 3

3



  

                                   3

6

6

                              3





3





3





6



4 64



 

 

 

  

   mf

   

 

   69       p

        pp      73





  

      

   

p

    

 

5

        

     



mf

      

     5 * 3er Ped                                                   3 3 6 mf mf p    3                                               3      6      

                                                3

mf

f

  

 

6

6

6                                3   3

 75                                                           3

6

6

6

  6 3 6                                       3          

  

77

 

 

                        f



 

  

 

mp

                     * 3er Ped       

          3

3

f

 

        

3





   81                  mp

    

                      83        

 



                3

3

5

 

f

                       3



 

6



3

 6   6    3                     

f

ff

 3                                         6         85           3 3                                       6 6



6 6                                             3    3 6      

f

      

           

87

 



 6                3

f

 3                                    6       

  89    



6

3

 

      3

          3





 

   

  ff  poco rit 3                  

   

 

  

  fff

 

 



  