ALGO 1

Estudio Nº 1 q. = 154

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     p 

6

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* mf

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     

Guillermo Lauzurika

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mf

    

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* Las alteraciones sólo afectan a una nota

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      

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 

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 

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

               11 mp                                                                 pp       15    mp                                                              pp          19  f                                                   mp          23      f                         

  

  

   

  

 

 











27

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



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     

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   







       

       

 

   





  

    

  





 

   

   







  

 

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  



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  

2 30

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34

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42

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 

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mf

p

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   

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



 

  



   



      





  

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

54





    

  

   

   



 

 







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

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

 

  



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 

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



 

 



 

   

 

 

 







                                           mp                                                        pp               f   mf                       

46





p



50

    

  









   











f

  





   







p

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  

   

   

   

 

  

  

  



   

p

      mp    



  

mf

  

  



 

   



mp

      pp

  

   

 

         

  p  

       





           



   

    mp                

58







 







            mp

  



           mf       

  





 



 

   



 



3

 



  

       f mf    62                                                                 f                       66 ff                                                                          f    ff                            70                                   piu forte                                                        74                                fff                                                          77   loco                                       mf súbito cresc                                                                    ffff                 82                 





 

 



  

    

   

   

   

   

   

   

4



                                                                         91                                                                              96 f loco                     86

    







 



   

100 mf





   

   

  





108





 

112

p

  



 

  

  



  

 

    



  

      

  







        

  



  

    





   

        



  

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    

    



  



    

        

   



  



   116  ppp                                                                     



  

 

    

    



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

      

pp

  



    

    



 

    

104 mp

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