Castles

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Castles I

A Flute

q=70 





f





Double Bass





3 3       

mf

  

     





                                   

                  

 3    

 



f

  





  



B

f

Violoncello

 





f

Viola





 A  q=70 Timpani    Violin I  

Horn in F

Violin II

B

Author: Nikitakis version: 2009-01-11 license: Creative Commons Attribution-Noncommercial-Share Alike 2.0 Generic http://creativecommons.org/licenses/by-nc-sa/2.0/



mf



 



 



mf





 



f

 5

 







  3                                    

   

 





  

 3          









 3       

            

  





 







 3    







  

f









  







                     



2 9

C          

 

  





f

3   3                      

 

                           mf

  

3

   

 

  



    



C 

  

       3

3

 

      

pizz.

      

mf pizz.

mf

3

3

       

              

                

         













 

f



       

13

 

3

3

3



3

                                                                     

   









                



      

                                     







 f  

 











 

3

D

            

17

 

3

3

  

  



                                    mf      

     

3

3



 



          



D

 3           arco        f arco          f                       3

   



  





3

 

   

3







 3    



                             3







 21

3

   

 



  

   

  3   3   3                                                                              f 3 3                                           3 3             3

3

     3     



 



    

   

        

3





  3

4 25



 



      

  



mf

  



3

3

   





        

E               3



  



  





 









 















 

3

                     

   

E

          

 





                         pizz.

   







 29









 



  













     



 

















p

   

                     



      

pizz.



 mp

        







3

 



p



p

                p

       









       



mp

5 34





 







F

3

3

3      

     f

f





           

3

     

            3

3

               

3

3

3

3

 

 

 

 3    

              

 3      

  

3

    

 3  3       

3

              

p

G

    

 

       

   

G 3            

     

 

3

    

f

 38

   

         

     

fpizz.

 3   

 3    

     f      

pizz.



    

   

 3    

 3     f



         

    

    



  

  3 3 3            

f

F

     

3 3 3              

       mf    3

   

 

 

 

 3    

                                     mf arco            



 



arco

3

 



3



  

6 42

3

   

 

 

 

 

 



    3

   







 

3

3 3   3                                                                              f 3 3                          



 

3







3



 





 46



 



 





         

3



3



H

  

     

mf

 

                     



 



 3    



 



     



 

      

3





  3

f



f

H

3





                                   3







                         

f





7 49



 



          

 



  



     3

3



       











     

   



 



 



 

3





     



 

 

3

              



 

 

 



 

3



 

 

        



 

 



    





II

I

J            3   3                      f                                       mf I J q=84                                3   3                                    f                                                                       f                                       53

q=84

   

   

f

 



f

  

   pizz.

 

pizz.

f

 



 



       

8

            3                                3 3                                   3    

56

   

        

   

 

 



 



   

   

    

       

 

                       

                 

                    p                                        

 

      





 

      







K            

 

59

3

 

K     



    arco 

  arco  

3

 





3



3

  3

         

3

       





  

3

 

 

 3



  3

3

       















































61

   

     





         

     

 

      

 

    

9

 L





   

                    L           



   

 

mf





  











  

                   













   













             

M  

            



64

                       

                   

            



 

         

   3

3



M       

 

p

  

3



  

 

       



 







 





 

 

   

 

3



 

   

 

10

                                                       3  3                                        

3        

66

 

                  

3      

       

           

                       

                       







 

   

 

   









 

   

 

   



     

N    

69

3

      N              3

3

 



  

 

 

 3



 

3

3



3

 







3







 



          3







    



  



  

3

















 



















 











 

71

   

       f

              



  

 

  

 

  

 





    

    



 



     

 



     

                  



 













11



    



 



 



mf

                  



O 

73



         O        

               



 

           

       



 

               

       



 

               

       



 

     

             



 



 

pizz.

     



 

pizz.

     



 

                            

 

12 76

III

P

          

            mf    P  q=100         q=100









































  



   

  



   



  

   



p

p

   



  

arco

  

     

 



   



   





  

   







 



 







Q    

82

 Q    f

 

    f arco      f



       

    

p



    f

      



  

f





 

    

p

p



   p

  

 

   

          





   

          

 

  

   

  

f

   

   

    





  





 

     



   



13

R                           f p f p              R               p                p f p                           88

p pizz.

   



 

   



 

    



f pizz. f pizz.

 

                  

  

  



    

  

   

  



 



  



 

f p

  





               

 



f



S            f            S p          f               f            f             f mf           f        93

f



    p arco      arco





arco p

p

   

  

  



   

   



         

 

 

                 



 

 





 



 

 





 

14 98

   

        





        

  

   

  

T   



   

T



          

f3

 3    

   

f

   





3

 3    





       3            



                                 



 

   



 



 



 



       





3



 

               

 102







      

    3   3               

  



    3  3     

   

   3       





      3 3 3 3  3   3       









   







                                                     





3





 

               









 

 

105



   



            

15

U



ff

3

               

3

 3      ff

3



ff

ff



  

       mf

U 

   



















 

ff















    







     p arco

     





p











arco







V         

  

  

 

 pizz.    mf  pizz.    mf

p





 109

   

arco p



pizz.

   

arco

V







 pizz.



arco

pizz. arco

mf

p arco

mf

pizz.               pizz.



mf

p

 

mf

arco

p

 



arco

  







           p   







 

f

 



  



mf

ff

 



pizz.                      mf  pizz.    ff      mf ff



 f

 

f

  

  



  

   

  

f

sfz

  

f

sfz



f



sfz





  

f

   

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