Off Course

OFF COURSE Chamber Concerto for piano and ten instruments 1996-8 Julian Grant

Off Course (1996-8) Chamber concerto for piano and ten instruments programme note This work was started in 1996 as a piano concerto, intended to be in four movements: a study in rhythm and harmony, a programmatic scherzo, a static slow movement, and a brilliant finale that was to depict my first impressions of Hong Kong (where I had just moved) - complete with evocations of street theatre and Cantonese opera. The first two movements almost seemed to write themselves; and though I had imagined what should happen in the last two, my inspiration deserted me, as I had proscribed the destination too clearly. I had lost interest in continuing this particular journey. The two completed movements were performed in May 1997 and it was apparent to me that they neither stood together, nor had I a notion of how to proceed. Not until I looked over the piece in the summer of 1998 did I find a way to rework and complete it. The original two movements had been (1) an almost constructivist passacaglia on nine shifting chords that were varied ten times and (2) a scherzo movement that depicted the scene of a hunt from one of the extraordinary painted Buddhist caves at Dunhuang (in the far reaches of the Gobi desert). These two movements are still heard consecutively - but fragmented, part of a continuous structure, and the very different material of both old movements have now melded. The constructivist passacaglia is still discernible, but the once brutally efficient machine is now rusting, overgrown with foliage, and the mechanism is decidedly out of kilter. Instead of an external travelogue, the piece now charts an internal progress, a discursive and subjective journey that has no fixed destination, with an outcome that is unforeseen from the start. The subtitle Chamber Concerto indicates that, though the piano dominates, the argument is carried forwards by all the instruments, which are showcased at various points; thus the trumpet and trombone dominate the ruined passacaglia, the cor anglais, bass clarinet and piccolo feature in the central scherzo - and dotted through the piece are little moments where the piano, harp and guitar form a sort of composite keyboard. Finally, in an Epilogue, the horn takes over with a simple shanty-like melody and the journey, unlike the piece, has no end. Off Course is dedicated to a lost child, abandoned somewhere in central China, with the hope that somebody will find her, soon. The score is transposed. Duration 23 minutes. Š Julian Grant 1999

OFF COURSE

 Flute 

Clarinet in Bb

Horn in F



Guitar

Violoncello

Contrabass

q = 120







repeat each set of pitches rapidly in the time specified.







pp

   pp

 

 









   

  



 













































     

 

 









     























pp

 











  













  

 













 







 





















G#/A#



 



pp



Piano

to a lost child

repeat each set of pitches rapidly in the time specified.



Harp

JULIAN GRANT

chamber concerto for piano and ten instruments

 

Trumpet in Bb

Trombone

 

 



pp

  pp



p

 

 





















2

  





     

6

Fl.

Cl.

Gtr.





Pno.

Vc.

Cb.



 

  





      

    

 





























    







      



A§/G§/Eb



 

     





 

    



     

    

Hp.



   

 



   

    







 



 



 



























  





       















 



   3

Gb/Ab



 

3

























   





























  

    







 







12

Fl.

Cl.

Gtr.

     





Hp.

Pno.

Vc.

Cb.



 



   



 





  

 

 

  

Db



   

    







 









  





 

   

    

     D§







     







  



      

 



 









 









     







    

   







 

    







  

    





 

G§/Bb

    

  























    



 







 









  





  

 



    

  

 

  

3

   



 



17

Fl.

   Hn.  Cl.

Tpt.

Tbn.

Gtr.

Hp.



Vc.

Cb.



Cl.



Hn.









 

  







  





 



Tbn.

Gtr.

Hp.

Pno.







 





Gb

       



   



 

 

Tpt.







   









   







                



 



23

Fl.









Pno.

      















pp pp

 

 









   













  



 





    









con sord p

















con sord

p



         

   



  























  













  





   





      3

         Vc.  pp    Cb.    pp

















    

3

3





     



3

             

   

 



        



p





  

   













   



3 3 3         















G#/A#















 

   

 





3







E§/A§/B§







 

























pp









pp



 







p

   



 







   







   



con sord



















 



  

 







3 3       









3

3

           

4

 Fl.  27

Cl.

Hn.



Gtr.

Hp.

    

Cb.









    

 

















      









 p

 p







 











 









 









 

 









 













      



 



 







 

Vc.

 





Pno.

 

  

Tpt.

Tbn.



  

 



3

3











   



















 G§/A§/Eb









       

   







3       



     



3



      



           





 













3          

3    



3

3

                

     













 



















5

   31

Fl.

Hn.

Tbn.

  

Gtr.

Hp.



   

 

 



  





 

 



  





 



  



 

     

 



  





 





  

  Gb/Ab 



3 3        

3





 3   









                 





3

3

3        

                                   Vc.  Cb.

  







 f

   

     f

senza sord



   

 



   3

f

f



    



   D§ 

 f



   

 

 

          6                 

 





        





    







  





6

3

3

3

 f

  

f



    



         



f



Db



  







f



 

  





 



Pno.

 

 

Tpt.

 





C. A.

Cl.

 

    

6

f



 



f

   



6

 

pizz





f

f

  C. A.    36

   

        Hn. 

Tpt.

Gtr.

Pno.



mf



 









   Cb. 

   









p

3            







f

 







  



   

  





        

          

 

    

 

   









             

3



 

mf marcato

  



   





3





      

 



                    

6

  40

Fl.

C. A.

Cl.

Hn.

Gtr.

Hp.

Pno.

Vc.

    

  

 3

 











   

  



 

















pp

  







3



3

 













  f







   Cb.  



pp

   

   



pp

 

   



 E§/Bb

 

  

     







pp





pp

  





  

 

      



  

   

3

 



     3   p

        









      

 



 

f



 C. A.   

3

43

Hn.

Gtr.

 



    



3

 

 

  Cb. 



 







  

   









  



p







Pno.



   

3

   f



   

  3     3

f

3      











mf



3





mf

f

3













                              

 





  

 





3       

 3      3

 

7

  46

Fl.

C. A.



Cl.



Hp.

Pno.

Vc.



    



f

 

     3

  







pp



      

 

      







3



  

 Hn.   Gtr.

 

   

pp







f

pp

 

 

pp

  Eb  







  











3





















               mf



     



          





  





3   







p

   



     3   

3

  Cb. 



 

pp



  

   



  



f



 Fl.  49

C. A.

Cl.

Hn.

Gtr.

    

    



 

Cb.



 





3





3











3



 

           

  



3



3





pp

      3



sf



 









Pno.



   





         

  

  

                                   

3

 

  





               3



3



3









8

fluttertongue

 Fl.   

6

6

6

                                                 

52

p Cl.

 



 Tpt.  

pp

Tbn.

Gtr.

Hp.



senza sord





 













Cb.

p





 

  

 



 

senza sord









    

 

   f  







 p



 





pp



















f

pp







mf

pp

E§



f

       



f



 

 

  

pp



   Vc.  

Pno.

6

6

3









f



3



p



f

  Fl.  54

Cl.



 Hn.  Tpt.

Tbn.

Pno.

Vc.

Cb.



   



   



f

 f  

  f

 

f

pizz ff









pp

   











    





  

    



pp

 





  











  











   

nat.

 p

 









 

 









arco



 

pp





pp





6

6

6

                                  Fl.           3 f p           C. A.     ff                      Cl.   57

flutt.

6

 Hn.   p

Tbn.

Gtr.



 

       

 

  f









          3        3





Gb/B§

3

     

           

      

   

   

  

   

   

  





ff

    













 



3

           

f

 3





 





pp



f



  Vc.





   

  



pp



 Cb. 

   

f

 

p



    

pp

 

Pno.

f

mf

 

Hp.

  



 3

f

f





Tpt.

    



9

6

f

 3



p







pizz

3



 3   

   

  



    

ff

      

 3  

arco

 

ff

 



    

            



arco



     



  

   



ff

f

    60

Fl.

C. A.

Cl.





Hp.

Vc.



 



 











pp



















G#/A§/F#

         





 pp





















pp p.d.l.t







          









 



















pp



pp









pp



    







    











  



3

    3     



10

  Fl.  67

Hn.

Tpt.

Hp.

Vc.



 



 

C. A.

Cl.





  

 















3

    3   

  



pp

3     







  













    





 3      

5  3          













 



  



    

3      

p







 









pp





pp



   



 

      



  





p



                      Fl.   mf                       Cl.    72

Tpt.

Tbn.

Gtr.

Hp.

Vc.

Cb.

    

  









  



5

   

   

p

 



     







            

 

f

mf

p

C#/ all §

  





  p



mf





 



 

  



   

    



      

p

 

   



mf





  

mf

  

 

 

  



3    3               

3

                mf       

p.d.l.t.



    

  

 



 



  



   

   

       

       

   

 

  

11

 75      Fl. 





  f





C. A.

6 6 6                                                                  6

flutt:







3

   

f

       Cl.  

      



Tbn.

Gtr.





 

 





      



3

  







   

3



   

3

3  



 





 







3

 

sim.

  



 







sim.

           

   

   

    

 

3





3 



 

 

3



f





 



 

              f

Cb.



f

mf

       

   

Vc.



       



Hp.

 

3

3

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

 

 

  



mf

 Hn. 

Tpt.

6

6

  

 

  f

 





















12

6                             Fl. 

3

   

 

C. A.



   

6

77

 

ff

   

       

3

3



  

  





    



                                    3

3

3

3

3

3

ff

Cl.

Hn.





Gtr.







Hp.

Pno.

Vc.

Cb.



3

 

 

   

3

        3

ff

   

3

3

 



ff

         

  

   



 

3



 

     

     

ff

3

   

ff

 



     



3

3

3

                                          



  

    

     



        





     



      



  

      



3

3











ff















      



 

 



ff

  

Tpt.

Tbn.

            



  





ff

 

  

   

   





  

                





        

 









 



 









 

  

ff con forza

            ff



 

  

  

   80

Fl.

  

    

3

C. A.

Cl.





     

   

   

 

Tpt.





       

   3

3



       

3

   

   

    3

       3







  



3

  



 

      

    

 

3

    

   

3



   

     

3

  

       3

       3

      

                    3

        ff           







 

       

3

3

     



  

3

  



                  Gtr.                     Pno.                       Cb.  

Tbn.



ff

3

Hn.

13



      3

     

   



  



         









   



    

 







   83

C. A.

Cl.

Hn.



    

Tpt.

Tbn.

Pno.

Vc.

Cb.





       

  

       

  

          

                

  

3

      

   

      

  

3

      

   

3

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

        

 

       

3

    

3

3

       

3

   

 



3

      

3

   

   

          

     sim.    

   

3



 

 

3

       3

     







  

      

                       



       

   

3

3



   

  

3

  

  



   

3

      

  

   

     

 

                   

  

3



    

    3

      

  

                 

14

 Fl.  86

 

C. A.

Cl.

Hn.







  

       

3



Tpt.

  

 

Pno.

Vc.



   

 

  Cb. 

      

3

  





       

                 3

3

      

                

                

   

 Tbn.   Gtr.

  

3

3        

 



           



                    

             

   

     

 f

   

  

   

   



   



  



   

f

 

       

 

  

      

        

   

      

                        ff f                                              pizz                     f pizz                

           

f

 



        



  

f

   

f





  





  

  

          

        

 



           

   

    

f



      

  

 

       

  



 Fl.   90

Cl.

Hn.



Tbn.



  

 

Tpt.





 

 

    

 

         

  

         

  

      





   Cb.       



Vc.

           

 

   

   



Gtr.

   

   



  



       

    

 

 





  

  



  

  

   

   



  

         

 

   



      

                   

          

    

 





     

  

   

       

  

               



    

       









        

        

        

 

  

     











   

  

    

       

    

       

  94

Fl.

  

       

  

  

  

     Hn.            Tpt.          Tbn.  Cl.

Gtr.

Hp.

Pno.



  

  

  



   





      

 

             

 



                              

     

  

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

 





 

          

           

p































 

                     



 



       

   



      

   p



   

    

   



     

   







15

     



                    Cb.  Vc.

   

  

                                   

               

 

 

  





  Fl.  98









  Hn. 



























 











Cl.

Tpt.

Tbn.

Gtr.

Hp.

Pno.

Vc.

Cb.





 

 

  

     

  

  

  



      

  

  

     

  

  









  

5

 



          





  

   

f

  

    

f

 f

f



   

   3



















arco



 arco f  f

  

  

     

   

      

   

       

 

    



  



 

   

f

     

 f

 



  



      







 





 p sempre

           

   

      

16

 Fl. 











































102

C. A.

Cl.

Hn.

  

Tpt.

Tbn.

Gtr.

Hp.

Pno.

Vc.

Cb.





 

 

  

p sempre

 

  

     



  

      

 

106

Cl.

Hn.

Tbn.

Gtr.

 

Hp.

Pno.

Vc.

Cb.

 

 

  

 

  

     

  

  



  

5





p



     

          



   





  

  

f



  

f



  

f



            f       f

       f

                  



 

    









   



        5                   



  

  

  



  





   



 

Tpt.

  





 







     

 

f

   

f

 Fl. 

C. A.

  



  

      































   

   

  

      



 

 



     



  

                 

 

     



 









      







 



  

  

        







  







  







                   

   

  

                      

        

   

  



      

  

 







 

   

 

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

 

  

    



 

  

 

      



   

  



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

  110

Fl.

  Hn.  Cl.

  

       

          Tbn. 

Hp.

Pno.

Vc.

 

   













 























 

  

  Cb. 







 





 







Tpt.

Gtr.









      

  

     













  

   

  

  



 



        

      

                                  

  



 

  



                          

      



       

              

  

   



 

   

       

  

17



                                             

            















 

 

                      

   114

Fl.

   



C. A.

       

  Hn.   Cl.

Tbn.

Gtr.

Hp.

Pno.

Vc.

Cb.



 

      



    

 p

f

p























         













         

 



   





  



  







 



   





         

Tpt.









  

  

               

  

  

     

  

  

  

  

   5

                     

        

  

     



  

       3

f

  

 

5        















18

 Fl.  118



    

C. A.











  Hn. 















  f 

 











Cl.

Tpt.

Tbn.

Gtr.

Hp.

Pno.

Vc.

Cb.



 

 









  



     

  

  

3               











f

   

f

 

f

 

  

             3     f







               

                                   

f

   mf

mf



f





               

    



  

        

 











 







 



   



     

                                    

      

  

 p

 

 







   (take PICCOLO)    

      

 

   

 

p



       

 

       





 122

Hn.

   f

Tbn.

Gtr.

Hp.







 







Pno.

Vc.

Cb.





  

f



 

  

 

      

 











        pp

ff

 

ff

         p



  

          ff



  

       f       





Tpt.

 

   

      p

p.d.l.t.

   

  

  











                

                      





















             

    



  

 

   

19

 











126

Hn.

Tpt.

Tbn.

Gtr.





f

 f

   



  

  

       

 

    

ff





Pno.

Vc.









 



  

  



  

      

G#/Bb

    



       





    





   



    





    







    

     



 

 

 

 

 



 

 

         

 6 3               

      









   

 

3

  

     

 

6          3           

f





 

 



  

   

    



     3 6    3                                



 Cb. 

  



       

f





 

  

    

 

f





f

     

                

Hp.

  



     



 

    

3                    6





f



      

  

130

Hn.

Tpt.

Tbn.

Gtr.

Hp.



               



  

     





Pno.

 

    

  

D#

     

        

     

     

      

   

3

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

   

3

      

 

  

  

      

    



Gb/Ab

     

    

        





  

 



  



   

3   3           

    

       

  

                 

   

       

    

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

   

6        



6

     

  

  

Db

        

               

   

20

   133

Hn.

      Tbn.  



Tpt.

Gtr.

Hp.

Pno.





             





     



 

  

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

  

    3







 

B§/D§

      

3        

 

3

              3

           

   



  

     





        









 Hn.    

Tpt.

Tbn.

Gtr.

Hp.



 

   













   

      Gb/A§



     ff

  

ff

  

 

   

  





 



  

    



  

    

 

    

 

 











ff





ff

  

ff







   

 









     



 

             

sim.

ff              

  

    

 

  

        

   

  

  







 

           

ff



 





6           6               6                                                                 ff Pno. 6 6 6                                                                Vc.    

Cb.



  

          

   





 

  

   



6  3               6  6 6    3                            6

  

       



  

      

 



G§/Bb/Eb





 

6



Cl.

  







C. A.

  



 Picc.  136

 





           

 

   



  

   

 



  

   



 





 

ff

ff

        

          

         

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

          Picc.   139

          

C. A.



                Hn.          Cl.

Tbn.

Gtr.

Pno.

     gliss.   

 

Tpt.





 

                 



                 

 

   

           

             Cb.        Vc.



     

                                    

                                          

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

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

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

    

  

 

       

    

  







   









 

     











  



           

          

    

 

  

           

   

                                                 

21



             



 









          

                                                           

    

  Picc.  143

C. A.





  

     

 

  



      Hn.   Tpt.   Cl.

 

                                     

                                  gliss.     Tbn.                         Gtr.                                                 Pno.                                                   Vc.                  Cb.        



  

 

                 



       

 

   

  

 

    

                        

     

(to FLUTE)

 

     

     

 



  



  





      

      

                                       



      

         





    

      

                    gliss.                                                                              

22

 Fl.   147

 

C. A.

   Hn.    Tpt.  Cl.

Tbn.

Gtr.

Hp.







      

Vc.

Cb.



   



p



   

   



 

p





                   







 



 

    









   p  

 

      





















 





3





mf

    

Pno.



           

   

   

 





  

p

        

         

        

      

          

     6

   

5





   















p



5

p

         







 

6      



  Fl.  

   

149

Cl.    Gtr.

Hp.

Pno.

Vc.

Cb.



  





       

3





















     

  

 

  

 











  

  

    





















   











       

 

3

  



 



 

 

     



           5

5







  

6               

  



  



 6









   



23

 Fl.  151

Cl.

Gtr.

Hp.

Pno.

Vc.

Cb.





 

 















3



       







       









3





         

       

    

 

 

5

5







  



 





5









 

5

       





       



           

       







  



            



    



          



6









 153     Fl.       Cl.    Gtr.

Hp.

  



Vc.

Cb.

3





















3





     





 

  

   

 

    





   





 



  5

       5

6

  

     



   













 





   

   

   







Pno.





   





 

    

    



  

         6

  

 

  

       



   



        



     



24

      

 Fl.   155

Cl.

Gtr.

Hp.

Vc.

Cb.



 





 

 

157

pp







Pno.









  





  



 

pp

 





   











 



 



 



 

 





 



5

 



 





   



 













 

 





 

 

   











   





     













 

pp





     

  





   



 















    p.d.l.t 

 

   

p marcato

 Gb

 





 

   

  

5

5 5 5 5 5 5       5   5                                5





  

5 5     5    5              5   5 5 5           

molto legato

  Vc.







 





  

 Cb. 







  





 





















3













     





pp

Hp.





                                      5 5 5    6  6                                       

    pp  Tpt.  

Gtr.





        

Hn.







 

  





  

C. A.

Tbn.

3





 Fl. 

Cl.



  

 

Pno.

       

 





       









pizz



pizz

  pp   pp

 

arco [bow freely]

 

 



pp





 



     Fl.   159



pp

 

C. A.

Cl.

 

Hp.

6



pp



 

pp

 

 

 3





    







3

 

  











     



   

 

6



 

 

 



 



 





 





 

      









 





 









 

 



   

3

  



25



 



3



   





 

pp





 



   

   

 

 



pp



      

       

    pp    





Tpt.

Gtr.





 Hn. 

Tbn.

     

 

 





 

 

 

                   Pno. p marcato                  Vc.    Cb.

 

  



p



 









   

       

 



161

Fl.

C. A.

Cl.

Gtr.

Hp.

Pno.



     

 

   

  



  

 















       



3

6

   

 

3

     



 6









 3



    

 3

           



   





 



  

 



 



 



 





 

 

   

 

 

 



 

     



 

















3

p



 





  

 

             Vc.    Cb.





  

6

  



3

    

 



   







26

  

    

 



163

Fl.

C. A.

3

   Cl.      3

Gtr.

Hp.

Pno.

    



  



     



 



6



3

3



     

      





  



        



   



3







 

     



 



  

 



 



 



 

  

 



   

   

 

 

 



 

   

 



   



 



 

3

     



 



   





 

 

 6



    

3

       



  

 

                

 





                                       Vc.    



   165

Fl.

Cl.

Gtr.

 



 

Pno.



6





         

       3

3

 

      





       6



 



   



  

 



 







 



   

 



 







    

  

  



  

3

3

         

 

  

    

     



 



    

Vc.

      

 



Hp.





     3

3

    





3





   6

      

 





 





    

 

   

 

    

 

     

                        

       167

Fl.

                    

C. A.





Cl.





Hn.

  



 



Tpt.

Tbn.

  

 

con sord



pp con sord





con sord

 

 

Pno.

Vc.











































 

 

 



    

     

 

    

    

    

     

 





 

 

 

 

 pp



pp



pp

 

 

 

                                                

 



  







pp nat.







 









pp





pp



Hp.

27

      







    171

Fl.

C. A.

Cl.

Gtr.

Hp.



 















Vc.

Cb.

 

   

 

4:3

        

 





























6

          



 

      

Pno.

5

 

6

  



5



    

    

    





4:3



 

  

    

   

pp













pp

pp



  p

   

 

                                                 

4:3

  

           



pp arco



pp

 

28

             C. A.  5

175

5



Fl.

6



                 Hn.  

Tbn.

Gtr.

Hp.

Pno.

Vc.

Cb.





  



     

(to BASS CLARINET.)











 























 

 



 































    





 



  

  

            

  



   



     



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







pp





pp



q.=q



 

pp

   









 





q = 80

pp

6

Cl.

Tpt.





  

3

p





            3               

 

  













 piu sostenuto, con rubato q = 72 3 3  5                     p         F#/C#/G§  

180

Gtr.

Hp.

Pno.

Vc.

Cb.

3





   





  

     







A#



  

 





    

3

 

  



       

p



3

  

3

   

 

3





     3



 

    









           5



7

3

A§/G#





 

 



     



 



















3

3



186

Gtr.

Hp.

Pno.





 

  

 

  





mf



 

4:3

      

 

    





Pno.





Hp.

Pno.

  

  

  

   



  

      

 

  

  



f







p





   5 3   3                    mf





7

            

5

 

 

   



3

 

  





5



        





 



             







 

 

       

3 3  3  3            



  

3

p



p

 

G#/A§/B§/ F§/C§

  

A#/Eb

       3

 

   

p



 



 



 



           3 3         3            mf



      

  







3

 

5

  

pp

mf

   





 

 



3







f

 





E#/F#/ G§/Ab/Bb

a piacere

  





pp

   f     







 





pp

193

Gtr.



  



 

 



    

Hp.

 

  

189

Gtr.

 

   



mf



F§



 

mf



 

29

         5

    





   

  

p

E§/G§/Ab



 

3

 

 

         



30

  







 



198

Fl.

C. A.

B. Cl.

Hn.

Tbn.

Gtr.

Hp.

Pno.

Vc.

Cb.

pp











  



 

 A§











 

Tpt.

   











 

 



     p

















 3



  

      







 















 















 









 





  

   





  





  

3  3            



















   



p



pp pp

pp

 

 

pp

 

pp nat





 



  



  

 





  









 

ppp

ppp

 









    











































  

 

 



pizz p vibrato



 Fl.  206

C. A.

B. Cl.

Gtr.

Vc.



  

  



 









  

  

  



 Cb.  



3

 



poco rallentando







   

 

 

  3   

p



 



 

  

       

  







p





  



  







  



3

       p

 

3

 



  





 

3



    

3

  



  

q = 50

p

3

 

 







 



 

 

pizz p

31

3 3  3   3  3        Fl.                   p f non legato                C. A.   

213







B. Cl.

Vc.

Cb.



Fl.

   

    

      

  



mf



C. A.









f 9

B. Cl.

Gtr.

Pno.

Vc.

Cb.



Fl.



     

  

  



Gtr.

Vc.

Cb.



 













3

3

3

     

p

  



 









 



3 3     



















 

 3  3        p







 



 



 









mf

3   3  3  3                 



3      

3



 3



     







  

3













 3    

 

3







3







3

  

3 3  3 3  3   3                    

  

arco











 

p

p

.

gliss

3

 

 

 

 3   3          3

3          

 









 

3



3 3 3  3 3   3          

 





  

  

3

3





 

3







      3

3 3     

3         3   3  3   3   3 3          3

3 3 3    3   3    3   3  3   3                                  





3

   



 

   3



3



3 3      

 

3       3  3   3  3   3  3   3        

3



3     3 

3

mf

3

p

3

3 3 3 3                    

222 3 3 3 3 3 3 3  3                                   



3

            

p



 



3

3

     





 





 

 





  

    





 



p

 



3

 





 

Pno.

 

          

f

B. Cl.



3

 





3

3

f



    

p

     

3         3



3

  

3

 

3

3

 3



p



218 3 3          





mf





p

 



 

 



  



  p

mf

3

ss.



 gli



 

 

  3

 





s. glis



 

 

3

 

 

32

poco a poco accelerando 3 3 3 3 226 3 3  3            Fl.                   3

B. Cl.

Gtr.

3

     





 



f



   

 3   

 f













f

               









3 3 3 3 3 3 3 3 3 3 3   3                                         

Pno.

3

3

3

3

3

3

     Vc.

Cb.

3

3

3

                                        3



3



3



3

3

3

  

arco















3

  

3





3

  

p

mf

3



3













3

3

f

  







  

arco



f



             229

Fl.

C. A.

 p

B. Cl.











 

 

 

  



Cb.

 

 



3

3

                

  Vc.

4 4           

 



3      3 3   3   3     

Pno.

Vivace q. = 80

3

3    

pizz



3

3

 

3



 



mf





 







  





 

  



f

       

sf

7                                   

 

mf

          7                             









  







f

p



4 4 4 4                  







  



mf



pizz

 

f

 





 







 



236

Fl.

C. A.

B. Cl.





Pno.





mf





 



 



    



 

 











f



 

p

        mf

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

 

mf

  

  













  





   7                f

   

7



f





f







     

   

                





 



  



p







    





              



        f



    

     

   



f

246                               C. A.                



   



Fl.

B. Cl.



33

                                           

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

    Vc. Cb.



 

flutt.













                                    

Pno.



Vc.

Cb.



     

256

Gtr.

Hp.

          



  



             





  



 



  



































F#/Gb









 





                                



  







                    pp

pp











                          4   

                      

Pno.

  

 ff                                                     4













34

  266

C. A.

Gtr.

Hp.















p

 

 

                                







p senza espressione

 Fl. 

C. A.

Gtr.

Hp.

Pno.

Vc.



275



  











 4  

Gtr.

Hp.

Pno.









 







  

 

 



  p  







                          

 

 



flutt.

                                



 

 

        



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



 



    283

  



 4                     



  

  



  

    

        

        



 

                    

  Vc. 

  





  

 

  





  



 

  

 

 



7     



         

    

 

 

 

 

  



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

   

  



  

   4                       

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

  Fl.    

C. A.

 



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

                                                 Vc.  arco pp





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

Pno.











                                                                  

7                                    

  



  



  



  



  



  

35

   



  



290

Fl.

C. A.

B. Cl.

Gtr.

 



Vc.

 

 



p



 





 



p

 



 

 



p

  







  

 



                                      

















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





Pno.

 

 





Hp.

 

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

  

  

     

   

  



































  

  



  







   sul A



  



  

  





  

sul D



         

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

299

Fl.

C. A.

B. Cl.

Gtr.









 

 

p

f







 





 



 



 



                                  















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

 Vc.   Cb.



           

   



Hp.

 

 

  



  

arco        

 f



   





   

pizz

f





   















36 Fl.

C. A.

B. Cl.

Gtr.

307              

 



Vc.

Cb.



 



 



   

 



            p



 

 





 



 











f

                                  

Hp.

 

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

















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

  













       

   f 

   









   











f



Fl.

C. A.

B. Cl.

Gtr.

315                        

     



Vc.

Cb.

  



  





 





 



 

     

               



















f

                                      

Hp.

 





















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

  













       f                    

f





   











Fl.

C. A.

B. Cl.

Gtr.







 





Pno.

Vc.



p





 

 

 p

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

p



 





 





 





 



 





                                  

Hp.

37

  324

















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



















 

                             

p solo







  

arco p

 

  

 



  



  

 

  

 

  



  

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

332

Fl.

C. A.

B. Cl.

Gtr.

   



Pno.



 



 

 





 











 



 



 





                                  

Hp.



















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



                                  

 Vc.   

   

 

  













   

   





pizz

f



         

 





 

38 Fl.

C. A.

B. Cl.

Gtr.

Hp.

Pno.

Vc.

340           

 

    

 



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

 

 

       

         

 



 



 



p

 













 



f



                                          

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



                                            





       

arco











 



 

   

       





pizz

f

Cb.



    





 

    







 

 





















348 to PICCOLO                     



















f



Fl.

C. A.

B. Cl.



   

 Hn.   Gtr.

Hp.

Pno.

 





  









 

        f



 

  





  



    



      senza sord

                  pp



                                          

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



                                                                                  

 Vc.





arco        

f

Cb.



 





       

f

  

 

   

    

  

 

   

    

 pizz

  

ff

   

pizz

ff

   

   

39

  356

C. A.

   Hn. 

B. Cl.

Tbn.

Gtr.

Hp.



Cb.





    











    



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

       



 



   











 



   

arco p



 

  

   



      

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



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



                     

pp



   

   

   

senza sord







Vc.

   

             



Pno.



           













































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







 

  



   



   

    







4

  4 

 



  4

 



 

  

 



4

    

 



  Picc.  364

C. A.

    



     

   

                 Hn.                   Tbn.  

B. Cl.

Pno.

Vc.

Cb.











    

    

  

   

  

   

f







    

              



p

        

  

 

   

                            

 

                                                  

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

p







 

    

   

    

     

     













                        



             arco

mf

40

                                              372

Picc.



C. A.

   

 

        



   

    

   

   

                   

                                                                                 Tbn.                 Pno. f                 Hn. 

B. Cl.

Vc.

Cb.





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

                                                 



380                                                     Picc.  

crescendo poco a poco



C. A.

    

   



   

   

       

    

crescendo poco a poco

                                                     B. Cl.     crescendo poco a poco   Hn.                                            Tbn.

Pno.

Vc.









      

    



   

 

  

  

 

 

  

  

 

        

crescendo poco a poco





 

  

  

 

 

 





crescendo poco a poco

 



 



 



  











ff

                                               

           Cb.  

crescendo poco a poco

                                   crescendo poco a poco

4                                  4                   Picc. 

41

388

   Hn. 

B. Cl.

Tbn.

Pno.

Vc.

Cb.







C. A.



   



  

   

f

   

                                  

          



4

4

f





     

      

                                  



    









     

 

 







  ff furioso   

 

 

                                                               

     

  







 

  





























B. Cl.

Hn.



Tpt.

Tbn.



Hp.













senza sord

p











 

                    

f











 

    

 

 

ff marcato

   







   







   

ff marcato

                      

          

ff marcato









                     

                     Vc.      

Pno.



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

      

  

ff marcato

   

 

         



C. A.

 



 Picc.  395



         

                         Cb. 

  

 

           







      





     



  F major

             

                     

           

   

                           

403       Picc. 

42

   

C. A.









 

 

   

       

              Hn.                   

B. Cl.

Tpt.

Tbn.

Hp.

Pno.







 



 

  

 

          Vc.           Cb. 

f





  

411        Picc. 

   

C. A.

          Hn.       

B. Cl.



Tpt.

Tbn.

Hp.





              





        Vc.   

Pno.

Cb.

 

   











                        

 

   

     

 

   

 

   

 

     

    





 

 

 



 

 

 

  





 



 

 

 

  



  

 

     

             

   











      



















 

    



 

     

   

     



     

 



     

         

     

         

  

















  

              

         

   

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

                                                        

 



   

                                  



 

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





 









 

 



   







   

                                             

     

p

             



 

 

 

 

      

 

  

          



     

mf

     









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

     

       

   

                                         

   

  

   

Hn.

 



   





   



             

ff





ff

   

         

Tpt.

Tbn.



 

Pno.

      



   

   

 











 

   



      



  

 

 

   

 

    

  

 

  Vc. 

     

        

 

     

 



   

   

  

   







 



   



 



f

 



ff

      

     



 



 



      





 



   

    





4

   



fff

 



            



    

ff

                       





fff

s. glis





  

.







ff





gliss





Hp.

   

       

 

f

mf

 



  



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

43 to FLUTE

 



s.

B. Cl.



glis

C. A.

4

4          4               ff

gliss .

   Picc.  419

 4

 

  

4

  loco 4

  

4



 

4

  

        





 



   



                   Cb.               





 



   



ff

ff



44

 

   427

C. A.

   



Tpt.

 













 























p

4



4

       

4





    

 

3

   



  









  







p





p

    3

p



 



   



 











 3

 















   

 



 



(non dim.)





 

  













fff







 

 

pizz

 

 

ff

 

a niente

   

  



fff



ff

Cb.



p





  

fff (non dim.)

 

pizz



 

fff





fff (non dim.)

 3  



 

fff

a niente

    



fff

4





      fff

mf

fff

       



 3      

fff





mf

fff

  







F#/Gb/A#/Bb

3

fff

fff

        

 Vc.



3          





fff



Pno.

3

fff

 



  

  



 



3

        fff

fff



Hp.

   

 



f

Tbn.

   

   

B. Cl.     

Hn.

q = 50

p

p