Toccata

Toccata

Nathan Wright Shirley

q. = Allegro

                                                   

mp



      

5

mp

f

  

       

 

 

 

     



                     

                      

17

            f

   

  

   

 

 



 

         

  

p



       

           

            

   

                   

         

            

   

      

9

13

   



        

          

mf                          



 

        

               



         

2001, by Nathan Shirley - www.NathanShirley.org



  

2 21



                                                          26  1.                                                                          30

 2.

                 f                               

                        

             p                  35                        p   mp                                                40                                           mf                                 45                                    

                                      mp

  

49



    



3

            

     p                 53                f                    

             

   

  

                                                                 61                               57

      

65



     



   

 

 

 

      

   

   



       

   

 

 

  à poco           cresc.

  



   

poco

4

   

      

  

            f                         

69



                                                  77                  



   





  







 



 

 





 



 

                             

     

        

 

 



   



 



   

    

             

  

 

  





  

 



 





   

81





  

  



 

 



     

79



73



           

           mp              

83



             f                                      

5

  ff

 

 

                                                                           

87

                              

92

96

               

101

                          p          

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

                         p                     

                  cresc. poco à poco             

6 106

 

                          

110

   

114



 







 







 

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

ff

                                     



 f



   

 :12   9

      f



   



mp

                             f                            

              

 

 

   

           9:12                                

                                   118

  

     

  

                  

                                                       p                                    

123

         

127

                

7

                                        4 

                           4 4 mf                                      136                            p                                          140                                4

 









           





132





    

           

   

       

   

  

                                  

145

 





  

  









8



             mp



           

150

         

    

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

3



  

        154                                       p                               158                                                   f                           163

                         p                  

168

                             

                                     f cresc. poco à poco              2     :1   9    



 

172

                        

ff

        176              

                         

       f

   

   

      2  9:1                         

mp                                    

 

9

     

  

                                                  

180

                            185                                                         

f

 

 

 

                  p        

              

                                                                             p                                                                         

190

10 194



  ff

      199          203

   

  

 

  

        

       



mf

    

         



         

                        

206

210

     

   

                

       

                                                    

       

p



         

   

       

                         



                                   

             

       

    

            mp

f

           ff                         



          

    

      



               

 

        

        

   

                              f                                

11 215





  

  

 

   

                                  

 



                                                                223                                                                  219

228

                        p                                       

233

               

                 

                    

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

    

                 

12 238

 

                                                 

243

                  

253

 







               

257

 



                

 

                        f                       

                      

248



                 

  

  

  





 





 

 



  

      



                                      

         



 



 

 

     

 262 

    



  

     



   

  

13



                               266                                                                                     270                       

      p

        274                

 

   



 

  

  



 



 

                                        277                                      281              

           





 

pp             

          mf                                         

 

 

              285                                                   ff                                                       289 .       liss   g                          fff                                          

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