Two Pieces No.1

Two Pieces no.1 

I

h = Adagio



Nathan Wright Shirley







               

3

 

  

         

5

 







              9

  



13

 

  



    

   

17



 



3

      









 



  

        

   











 

 

  





    



3





      

 



   

  

3



    







       

 



3

 



 





      

2003, by Nathan Shirley - www.NathanShirley.org



 

2 20







 

3

    



 



     



    







      







 

27









3              



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

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













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35

  









  





 



 

 



 

  rit.





  

 

 





 

 

      

 

 



    



31

 

3

       

      

              

    





      









     

24

3

3

 







II q = Moderato

        

   

48

  

 





                 

        

                               

 

53

                          

                              

43



3 Nathan Wright Shirley

  

 

 

   

 





 



 

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   

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 





              

                        







 



            

                                57

   

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 

 

 

 

 

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 

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  

  





        

                         2003, by Nathan Shirley - www.NathanShirley.org

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  

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       

  

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   

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                                

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

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  

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



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        

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      

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            

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

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               







       

                                     

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









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

69

               

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 

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  

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   

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   

                       



     

  

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