In The Park

In the Park      

  

Adagio giusto



Turtle I.

  

p   

      7   mp







  

mp



   



  







 

         mf         

 

             f                

              15                rit.



                 

                  p                  11                    p

Nathan Wright Shirley

    

Allegro





pp      

    mp       



  

 

    

Two Sparows To Emily

                              Allegro, light, playful



p

       

6



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

2000, by Nathan Shirley - www.NathanShirley.org

2

                                     

24

6



       28             





6







p

. . . . . . . . . f

 

 

  

   



                6

 

6



6

cresc. . . . . . . . . . . .

  

       



                                           

32



   

36





6

6

                                                    





pp

    

42





mp

  

 

f

                                                                 mp

  48   



         

6

p

f

p

mf

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

      

mf

   

p

   

mf

   

mp

cresc. . . . .

          

54





           

      

 

    



  



. . . . . . . . . . . . . . . . . . . . . . . . .

       

      

 

f

  

3









      p

    



                                          

60



6



 

6

        

6





     



   

                                              

64



6

6





cresc. . . . . . . . . . . . . . . . . .







72





6



. . . . . . . p



  

 



6



decresc. . . . . . . . . .

 

 

 

mf

   

mp

p

mf

   

                      p



f

                           

        

67





6

     

        

mf

     

           

   

6



6

cresc. . . . . . . . . . . . . . .

      



    



  

4 77



      

 

 







  









  

 



. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .











                  [     p simile.       [ 

 

  

     

     

simile. ff



  

   

85









     

83



    

. . . ff







 









         81        







       [    p       [     

    

  

     

 

 

    

simile. ff

 

  



 



   

      

86

 



  

    

     

    p  

 

 

 

 







 

   

attacca

  

 

5

Turtle II.                               p mf                 f              

Adagio

                                                     f mp                                       f

93

97



               

              100



mp

             

                                  

     

             

 

                      

     

               

f

 



                         p

rit.

ff

     

 

                                                    ff    attacca 

6

Duck  



 

Allegro giusto with clumsiness





   



p





       111                  mf                  



118

 

  

     124

   

       p       

 



                 

                         a tempo  

 

                   mf

130

 



  pp

    





       accelerando cresc.                

      

   

 



   

                    

a tempo  

mf



  

 



   



 

 

 

 

 

           rit.



    

p



 



            rit.

 



      p

rit.

   

 

    

                

    

136

 

a tempo

           



 

  rit.   

 

  f

                 pp



             





3

3

 



rit.

3

  

 



 

pp

f

3

accelerando

cresc.

 

a tempo

140

7

3

3

3

  



 



  





 

 

3

3

  sf  





f   

attacca

 

  

sf



Storm 144

 



Moderato

 

     149 Adagio     pp    



pp

       







cresc. . . . . . . . . . . . . . . .

   

 

     

        

 

               

              cresc. poco a poco Accelerando poco a poco                              159                                                                155

 

      

 

f



8

   

164



Moderato

 

pp

  

   



 

 

cresc. . . . . . . . . . . . . . . . . .

  

 

 

f

    pp     

169

time) (double 

 170



      

     

  

   

             

                                             171                                                     172                                            173                f 3        3 3 3  3 3                   



 

          3   3 3  3 3  3                          3 181                    3 f  3 3 3  3 3                              

177



 

 

  

  

3

 

3



   

185





  3

   

   





 193     





 3

  3  





3



3

         

    3

3

3

   

3      3

       3

3



  

 

  

  

 

3   

3    3

  3

 

       3

  3

3

3

 

189

  3

          

3

  

  

  

    3

   3

   

3

  



9

 197    

10



  

  

      3



3

       3

3

   3   

 3 201                3   3 3 3               205              

 



  3

3

  

3

    

 

           3

 3

  

3        



3

3



   

3

3

     

   

3

      

3

  

  

3

  

  

 

3

   209               3 3  3 3               3    213         3  3 3          

  

  

   3

     

3

     3

3

3

     

  

  3

  

3

   3

  3

 

11

   

216







 

   





       

   

217

  

    

     

   





219







220



   

    

              

    

   

   

   

   



   

     

  

   

218



   

       

   

  

       

 a tempo                                         222  3                    pp                    

 

   

   

12 226





  

 

228







 

 

 

    

 







     rit.







  











a

  





  

  





poco

 















poco





    

 

  

attacca

Turtle III.     Adagio

 



 

234







 

p

                   

     





     





mp

    



 

236

  





     





  

 





 

rit.









   

  

   



 

    



 

 

 

      pp

 

attacca

 

   

Spider Web

13

                                p             Allegro, delecite



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

242



 











f



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

246



      

p





                                                      

250



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

254



 



f













 



 



 

              mp                    

                     

258



14

                        265                            262

 

 

 

      mf           

             

                       p                       

268

 



                       rit. pp             

272

a tempo              mf                

                                                    281                            3 mp                           

276







p

288



   









 

   f   







        

15                        3  p  mp   3         

              295                                    3 3 3 3 3 3 3     rit.  3                  



p

         

 302 



     

308



             

          rit. 

              

311









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



  



  atempo              

p



        atempo                 rit.           

                         rit.     

314

   f  

a tempo  

    

a tempo                                

16

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

317



 



 

 

 

 

ff

 

 

 

                                                

321





 

   

325



   

 

            

330



 



    











      

     

      

       

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

335

  

   

      

p

  







 





      

     

     

        







     

     

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



 340  

                        



17

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



                               

345



                               rit. (to end)

     



352





  









 









  





 

  

 











   







 













  



 

350

 attacca

   

Frogs  



Allegro



ff

      

 



 

  

 





 



mp













  

 





mf



  

18 362

   





   

     

 

   

           

 

    

                p             

                                     p mp                             373                                                  p                        368





                 

378



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

                         mf             

383

       



  

    

389

       p      



           p         

 

                            mf                   

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

  

        mf p              

                                    pp        mf                          

19

395

    









         401                   p             



407



  

 

412











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

 



  







 





      a  tempo                                      



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

rit.

      

6





6

                                         

      

416

 

       

        

6

      





6

      

 

   

    

 

   

    

  

 

     

  

 

     



        

6

  

  

     

  

 

      



   

  attacca

Turtle IV.

20

   

  

     

         

Adagio

 427

mp





       

  

p   





                  

                    



mp



f





                         431         a tempo                          ff rit.    3 3 3 3                                                              434                                      





                                               437                       7 7 7                       3

3

3

                    7

 

     

21

439



  



    

 

  7

 

  

 

 442



 

  

 

   

 

 

       

3

3

 

7





 

  

 

3

  

441



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

7

7



   

 

   

3





 

3

    

3

 

   





   

      

  

 

   



  

 

                        ff 3                              

443

3

 

    

       

   

 