Images

Images for Piano         

q = Moderato

ff

Nathan Wright Shirley I                                                                     

 

mp

    

7



                                   4                                                             mf                                                   

      

  

 

  



 

  

   

   

 



                                                        cresc.

poco

à

poco

                                                                 mp f                                                 

10

                                                                  cresc. poco à poco                                                          2002, by Nathan Shirley - www.NathanShirley.org

13

2

                                             

16



ff

                         

 6         6                 f                

19



                   

        

                                                                        

                                

21

 

                      

 

                                                                

23

                                    

25

   





 

    

 

 

 



ff

    

                 

     

28



  

   

   

  

 

  

  p

 3

                       30                                            3     3

      



  

    3

                   ff             

 

3

II

4 q = Grave

7

                                  pp pp mf                       37                                                              



5







5

7



f



 

38

 

5



          

40

pp

 



piu mosso

 





                  ff    

    

  

     rit.                  

                

42

18



q = Grave





                               p                  2002, by Nathan Shirley - www.NathanShirley.org

5 44

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

f

   



46

 

 



   

 

 

 

                             p                                     

48

 





ff

  



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

49







   51            fff

 

  

 



      





 

 

    





              p



 

       





    

 

 

 



    

   

  

   

 

 

54

            p         

5



 



      

              pp            rit.





   





    

                             



52





6

III 7

q. = Allegretto

 

    

        

   

mp

60



  

 



 



   

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

  

63



 

 



                        

  

     



   

 

 

 

  

  



          



                                      66

 

           

 



   

mf

   

   

                                      69

   

        



  

      f                                    2002, by Nathan Shirley - www.NathanShirley.org



8 72



                                                

 

     



           

                                                            

75

                                                            

78

 

 

 

                                                                

81

    

      

                             

              

84

87

       

p

  



 

  



   

 

 



  

     

 

                   

          

                     

90



  



   

93



 

  



 

   

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

   

 

 



    

 

  

   



 

9

         

            

pp

                                                                                                                          

96

 

 rit. p

    

 

  



 7

 

] L.H.   



                         

99

  





IV

10 q = Adagio

                              

legatissimo p



  

  



 



           

  



106



                                                               

109





                                                             

                                                          116                                                                                



113

2002, by Nathan Shirley - www.NathanShirley.org

                  



  

119

 

             

                              

11

      

                            3                                       3  3   

122



  



           6

 

                       131

                                    

                             p                                      

      



                     mf                

128





     



125

 

12 134



                                           

136

           

     

          pp               

   

V q = Andante

 

  





 

 



 

13

                        

mp

6

6

  





  

f









   



  



 



 

 

 





 





 



 

   

 







mp

  

 

 

 

  





 





 



 



 

  





p

  

  

146

 

 





 

f

   

 

     



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

144

          

 









 

 



 

 

mp



  

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

   

142

 

   





     



 

  



140

                                        2002, by Nathan Shirley - www.NathanShirley.org

14

6

6

                                             p                               

6

6

149

                     

      

  



148

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

 

  







 

150



     

                              



  

 



  

 





  

 



  

 



 



 





    

151



pp

                               







    

152



ff

mp                          

                       p

         

    

 

         

        





 



  

155

 









        

 



 

 



   





     

153

15

  

pp





   

   

   

  





VI

16

 

q = Andante

                      mp                     



162

                                   mf                         

165

                         

                      mp              

                                              cresc. poco à poco                    

168

                                                                   

172

2002, by Nathan Shirley - www.NathanShirley.org

 

        

176

 

              mp             rit.                    

             180            dim. poco à poco               

f



    

17

                      







VII

    



   



   

 

 

   

 

 

     

  

 



  





                188                                  



 

 





 



    

   

192



            







 

   



   

190

 

 



 

 

       

                  



          



                    



                  





 





p



     

186







     

 

 

q = Andante



18

3

mf



          

2002, by Nathan Shirley - www.NathanShirley.org

194



 

 





 

  

  

19

3



  

    

  

5

            



 

                                3 3 3 11                                   

196



    3

       3

3

                       





rit.



    pp                     

200

 

  



  

 

 

                  6      6 

                  ppp mp                     

202



  





  





 



198

 



VIII

20 q. = Allegretto

                mp              

                  

        

         

                                                                             

209

     

                                                                                                    

214

 

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

218

f

  

 

                               222                                                                                                       2002, by Nathan Shirley - www.NathanShirley.org

21     226                                      p                                          231                                                                     235                                                                                                                                        240                                                      mp mp                                           245                                           pp

cresc.

poco

à

poco

                                  250                         

































  

mp

      

      

           

22

                                              f                                                258                                                                                          254

          

263

     

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

                                      

            p           

268

                       

                                                                 

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

273

f

  



 

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

277                                              allargando                                                      281 A     tempo                                    accel.                                                285                            mp      f                       

23

XI





à poco       



cresc.

 

     

  

  

 

  



 

3



   

  

  



    3 mf       

 

 

 

 

       

poco

     



311

 

  



 

 





   

   





   





  

                              3 6                          

2002, by Nathan Shirley - www.NathanShirley.org



        f            

 

  

 





  







 





   

   





              3      3                   

 

   

   









 



 



        3     



306



 



6

 

  

 

     

3







  

 

  



 



3





302





 





 



   

299





  





 

      

 

 

     

                  mp                                 

 









   

 

294

   

  

  

   

   

   

      

   

   

      mf              

  

q = Andante



24

 







   

 pp  



 

ff

       

 

 322                        mp   

                                      



 

      

 

25









  

 





  





p



 

 



318

 

     







  

    

   

  



 



315

   



     





X 26

q = Andante

                                                                    326

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

329



   

                                                                 



                                                             

331

                                                                                          

333

                                           

335

                       2002, by Nathan Shirley - www.NathanShirley.org 

 

 27     

                                                           340                                                                        343                                                                       345           337

              348                                        350                                         

28 352



 

 

 

 



     

                                     354              355







                      

                       

                          356                                               



                                          358                            

 

                         

                                                   

359



                                







29

                                                                     364                                                                     367                                                          370                                                   361

                   373                                                              376                                                      

30

                                                  

378

    381

  384



 

 

       



   385





 

 

   

                           

 





 

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

                                          

                                      387                                                                                                         

388

31         389                                                    390                                                                          391                               392





  











  











      

                                 393                                                                                    395                                                           

32 397

 



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

      













                 399                                                                  

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