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McCabe, John Symphony No 4 'Of Time and the River'

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John McCabe SYMPHONY “OF TIME AND THE RIVER” (1993-4)

Study score

NOVELLO

Composer's Note

This Symphony, my fourth, was commissioned by the British Broadcasting Corporation as part of an exchange scheme with the Australian Broadcasting Corporation, and originated from a continued, and deeply valued, association over the years with Melbourne Symphony Orchestra. The actual idea for the work, which was written in 1993/4, had been in my mind for a long time, and the basic premise which provided the impulse for it was the idea of a symphony in two parts, the first gradually getting slower and the second, starting with a complete absence of forward movement, equally gradually increasing in pace. Thus, the music begins with fast music of forward dynamic thrust, which as Part One progresses gives way to slower tempi, ending in a bleak, slow section. Part Two reverses this process, starting in a state almost of suspension and gradually moving out of it to return, ultimately, to the music of the opening, and whirling outwards from it. This arch-like use of tempo is matched by the tonal scheme, which moves from the emphatic D of the opening to the bleak A flat at the end of Part One, and from the static A flat of the beginning of Part Two to a resumption of the forthright D major tonality after the fast tempo has reasserted itself. The work ends with the strings whirling away above a brass chorale, and, after the final climax, a collapse back into a brief, slow coda which, after all that has happened, gives the last word perhaps (but only perhaps) to the A flat. The arch-like form is also present in the idea of the onrush of energy at the start, the slow dissolution of it that occurs through Part One, and the gradual accumulation of energy once again, stage by stage, as Part Two progresses. The title of the work derives from the magnificent novel Of Time and the River by the American writer Thomas Wolfe, who died in 1938 at the age of 38. It was pure coincidence that led me to read this book at a time when I was well into the composition of the piece, and there is no programmatic connection whatsoever between the music and the book. What impressed me was his sense of the passing of time, and the different levels on which it works. Who hasn't experienced that strange feeling of two different speeds of time happening concurrently - for instance, the sensation that, while sitting in a train passing another, the second train is moving backwards even when one knows it is going in the same direction as oneself? Trains, as it happens, are a recurrent leitmotif in the novel, and although the connection only occurred to me when reading the book (by which time my ideas were far too clearly worked out to be affected), the coincidence seemed almost magical to me.

Š Copyright 1994 by John McCabe

The work was commissioned by the British Broadcasting Corporation as part of an exchange scheme with the Australian Broadcasting Corporation. The first performance was given by the Melbourne Symphony Orchestra conducted by Vernon Handley in the Melbourne Concert Hall on March 16th, 1995. The first British performance was given by the BBC Symphony Orchestra conducted by David Atherton on May 17th, 1995, in the Royal Festival Hall, London. It has been recorded by the BBC Symphony Orchestra, conductor Vernon Handley, on Hyperion CDA 67089.

Orchestration 3 Flutes (3rd also Piccolo) 3 Oboes (3rd also Cor Anglais) 3 Bb Clarinets (3rd also Bass Clarinet in Bb) Alto Saxophone (Eb) 2 Bassoons Contrabassoon 4 Horns in F 3 Trumpets in Bb 2 Tenor Trombones Bass Trombone Tuba Timpani Percussion (3 players): Bass Drum Side Drum Tenor Drum Suspended Cymbal (soft stick and cello bow) Whip Glockenspiel Xylophone Vibraphone 3 Tom-Toms (high, medium, low) Crotales Tubular Bells

Harp Piano (also Celesta) Strings Duration c. 30 minutes

To Clive and Adrianne Marks

SYMPHONY “OF TIME AND THE RIVER” PART ONE

  









 









Allegro deciso q = 144

3 Flutes

3 Oboes

  

1 2 3 Clarinets in Bb

    

f

 

3

a2







      

 



      

 

     

JOHN McCABE (1993-4)

 

                                                             f

Alto Saxophone in Eb

 







2 Bassoons

 











 

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



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  

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 

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 

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







 











Contrabassoon

4 Horns in F



3 Trumpets in Bb

2 Tenor Trombones

Bass Trombone

Tuba

Timpani



f

p











   

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









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

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

 

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







 

Percussion

Bass drum f

Harp

    f

 



f

Piano

    

  











 

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

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Allegro deciso q = 144

Violin II

  

Viola

  

Violoncello

Double bass



             

Violin I





    

          

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

















mf



f

p

f

p

  

    



© 2003 Novello & Company Limited

All rights reserved

2

  6

Ob. 1 2

1 2 Cl. 3

1 2













3

Tbn. 1

Timp.



 f

Tpt.

 f



      f

Perc.





a2





     



    

 



   





        p

f

p



 











        

f

  

f

  

  



   

p



 

         







       



p

f



   



  



p



 









Vc.

     

    







a2

    



Vla.

Db.



 

Hp.

Vln. II



f

                         

 





B.D.





p



p













 







                 mf                    









f

p

f

p



    11

1 2 Ob.

         

1 2 Cl. 3

Timp.

Vln. II





             

            



                      f                        

                                    

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

  

            

             





        

               

Vla.



Vc.

Db.







3

            





            

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

        

           











 







        

 

3 15           Ob.   3         1     2   Cl.   3      

1 2

1 2

 

                   

























        



Tpt. 3

Tbn. 1 2

Timp.











       



Vc.

Db.



   f      f



f

  

f

 

  





 

         

         

    





   





   





p

p



(B.D.)









 

p



p

f



  

 



p

              





       



 Vln. II       Vla. 

     

a2



p

f

f

Perc.



1



p

1     













       











f

p

p

f

      

   20

Ob. 1 2





                       Timp.   Cl.

1 2

Perc.

 











 





Vla.

Vc.

Db.



 Hp.

Vln. II

f



                    





  



 

     

a2



       

          

   



        

          



    

  

 

     

      p

        















                              

f

  

f

  

  



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









p

p

4

 (a 2)      24

1 2 Ob.

             

     



1 2

                 (a 2)

3

Timp.







                 



                            





3

Cl.

                       

                 





        f

Perc.

 























 







Hp.

Vln. I

                  

Vln. II

Vla.



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

 



(B.D.)

   

 

               







 Db.  





Vc.

        



   







  

f

 



   



f

 

   

  



2 28 a2  1  Fl. 2        f

1 Ob. 2

 

1 2

 

Cl.

A. Sax.

     



        

     



      

f



        

       



         

         

   

         

       



       



             

        

    

             

   

        

   

        

         

   Timp.   p

2   Vln. I       mf

 

Vln. II

 

Vla.



Vc.



p

Db.



  p



       

          





                

             









        

    

               

5

             31

                                    

Fl.

1 2

Ob.

1 2

    

          

Cl.

1 2

    

    

A. Sax.

1 3

                          



                               



             



                              







a2

    





f Hn.





2 4





   



     



    





a2

f





1 2





f

Tpt.





3





    

f

1 Tbn. 2

Timp.

    

 

        













f



f

Vln. I

            

Vln. II

Vla.

Db.

    

          

     

  



Vc.



                              



                          



                                       







 





 



   





 

   





 

f

f

6

1 2

(a 2)  35        

Fl.

 

3

Ob.



3

     f

      

Cl.





f

 

1 2

1 3

          

     

       







          

    

 

     

       



  

                                                                         

1 2

3





(a 2)



         

      

      



f

 (a 2)  

      

      

         



 

         

      

      







      

      

         



 

      













  







 







 







p

Hn. (a 2)

 

2 4

 



p

 

1 2



p

Tpt. 3

Tbn. 1 2

Tba.

Timp.

 



  



p

p









       p

dim.

  

(B.D.)

Perc.

Hp.

Vc.

poco a poco cresc.

 

 



 





 





























    



  





p

 



  

dim.

Db.



dim.

p

 



 





poco a poco cresc.



poco a poco cresc.

   38

1 2 Fl.



3

  



     

 













          



Ob.

 

3

        

     

1 2 Cl.

 



    

     

        

   



 













 

 





 

 





ff

  

 



 

ff

             

      

  



 

ff

                                                     

1 2

3

         

7

                   

ff

      

 ff

             

 ff

  

    



               

 













2 4















1 2















3



































1 3 Hn.

Tpt.

Tbn. 1 2

Tba.

Timp.

Perc.



     

Db.

 

 

      

  





















  

 

  

 

   

   















   







f





  

f

 

Hp.

Vc.



   





 

  f

      

 

 

   

 

 







   









  









f

f

8

1 2

3 44      











    











    











   











    











   











p

Fl.

3

p

1 2

p

Ob.

3

p

1 2

p

Cl.

3

p

Hn. 1 3

 



a2





p

Tba.



    





     

mf

   





p







p

3           

              

           

     

pp

div. a 4

Vln. I div.

       

       

    

        

       

    



pp

pp

  

       

  

       

            

              

div. a 4

Vln. II div.



Vla.

Vc.

Db.





        

              



pp

































div.

       pp



div.



   

pp



9

  49

Ob. 1

1 3





           



             

  

mf



Solo

  

p dolce

  

  

 



  





 



 

 











    











  











   











   





















f

Hn.





2 4



a2



mf





1 2



f

         

f

mf

Tpt.





3



     

f

mf

Tbn. 1 2

Timp.









mf

 















Pno.

  Vln. I div. a 4



 Vln. II div. a 4







hard stick

 



        f 







 



    

   













 

 



   

   













 

 

         

   















 



   













   













   



  





       





    



     

 

fp

Db.

  

   



 

Vc. div.



f

f

  

Vla. div.

    









div. a 3

fp





  

 

10

4 55      Ob. 1   

Cl. 1 2

1 3



  



  



















(a 2)





p

mf

     



   

p



Hn.

 











 











 











 











   











 



















2 4

1 2 Tpt.

3

Tbn. 1 2

Timp.



Pno.

      



4            

              

           

pp

         

       

   



  

        

         

       

    

  

       

         

              

div. a 4

Vln. I div. a 2

pp

pp

Vln. II div. a 2

div. a 4             

                     

pp

 

Vla. div.

Vc. div.

Db. div. a 3













     









     









        pp





    pp



11

 







60

Ob. 1

Cl. 1 2

1 3







Solo

  

p dolce





  



  









           

  

mf

  

  







 







       







  f







   







   













f

Hn.







(a 2)



mf





1 2



    

mf

Tpt.





3



   

f

f

  

mf

Tbn. 1 2

Timp.









   

mf

 



















f



f



Pno.

  Vln. I div. a 4

  Vln. II div. a 4

 

Vla. div.





        f 





   

 



    

   









 

 



   

   









 

 

         

   











 



   











  

   









   







      





    





     

 

 

fp

Db. div. a 3

   



 

Vc. div.



p dolce

          

2 4

a2









fp

5

12

  

  

66

1 Ob.





2

 

Solo

  

(a 2)

   

1 2 Cl. 3

p dolce











     

  

  

  







Pno.

     

  







Solo





mp dolce

  







   



  



   



















 











 





















Vln. II div. a 2

Vla.



Vc. div.





  







 

 

 

5



  



     







  









   

   

     



  Vln. I div. a 2

Db. div. a 3

  

  

  









 



               p

     

p

       

                             p

p

       













   

      

72

1 Ob. 2

1 2

   

  



 







Cl. 3

  

Hp.

    



 

      

   





   





   





   





 



 



f

 

 

  

 



     

 

  

 





                                       div. a 3  Vln. I div.                                         

Vln. II div.

Vla. div.

Vc.



p

       

  

 

 

           pp

 pp



                                 

pp





div. a 3                                   



















 

       p



     

unis.

p



pp

 pp

 pp



p

 















78

1 2

    

a2

(1.)

  







  

 

mp

  



 

1 2



 

13

















mp

Fl. 3











  

 

 









 













 

 





 









Ob.





3

    

1 2

   

  

Cl.

A. Sax.

Hn. 1 3







p

  

p





  

 

















 











3

p

mp



 

p

  



a2

f 1 2











3

Tbn. 1 2

    

    

    









































f











f



B. Tbn.

    



Tpt.



    

    

   

  

   

  

f

f

Tba.



Hp.











 

  



 

mf



 

     









f

   



  

 













  









   

















   







 









   







 









   







  









   







 









   







Vln. I div. a 3



Vln. II div. a 3

Vla. div.

Vc.



  



14

   86

1



Fl. 2



3

Ob.



Cl.









   













   













   













   













   













   













pp

p



     

p

pp

         

3



pp

 (a 2)   Hn. 1  3 

Tpt.

   

pp

 

1 2



pp

 

3



pp

  

1 2

   

    



pp

 

3

A. Sax.



        



pp

  

1 2

6

   











































Tbn. 1 2

    















B. Tbn.

    















  





































































Tba.

Perc.



 

Suspended cymbal (soft stick)    

 Hp.



p





p

 

 Pno.

Vln. I

   

Vln. II

Vla.



   div. a 4





div. a 4





 

p





Vc.

        



  

   

   

   

   

   

 

 

 

  pp

 

 





  pp

 

 

pp

 

 



 

 

 

pp

pp

div. a 4



 div. a 4



pp

6

   

   

   

 

   

   



 

 

 

 

 

 

 

 

  

  



15

1

93     

          

Fl. 2

3

      

    

    



      

   

Vln. II div. a 4

    

 

  



  

 

  

 

Vla. div. a 4

Vc. div. a 4





   

       



Vln. I div. a 4

 

   

    

  



   

    

    



  



    



p



   

   

   

 

   

 

     

   



 



  

 

 

 

 

 

 

 

 

 

 

    

  

   

     

   



1

98       

         

Fl. 2

3



A. Sax.



Bsn. 1

Cbsn.

Vln. I div. a 4



  

   





      

    

       











 

    

   

      





   

    

  

          



   

 



      

    









   





   























p espress.



p espress.









    











    











    











    











     















p espress.



Vla. div. a 4

 

       

      

Vln. II div. a 4

Vc. div. a 4

   

16

1

103          

      

Fl. 2

3



A. Sax.



Bsn. 1

Cbsn.



 

  

   

   

  



      



    

  

       



   



   

   





   

    

    

    

       

    





   

    



       

  

  





   







 

























 

























      108

1

      

          

Fl. 2

    

        

3

    

   

7      

    

 

     

  

  















3









A. Sax.



Cl. 2

Bsn. 1

Cbsn.



Hp.





 



 







 











 





 



 















 







 











 



































mf

  

mp

7

 



  

 

 



 







unis.





unis.

fp

fp





 









p



 Vc.

Db.







 



Pno.







                   



1





 



 

   

p

17

1

112      

Fl. 2



   













3





 



 













 





 



 



 



 



  







 











cresc.









cresc.

 











cresc.



 









                                                

1

cresc.

                 

Cl. 2

3

p

cresc.





Vc.

Db.

cresc.

                      

 

  

Pno.

                             







                   









 





 









1

115      

Fl. 2













Ob. 1 2

1



    

3





 





 

 



f









 

   f   f a2

























    

Db.

f



                   













   





                   

Vc.





f

Vla.



                   

f

3

  

mp

f

Cl. 2



 



To Bass Clarinet

unis.

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

p

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

p

   







18

  118

Fl. 1 2

 

 

(a 2) Ob. 1 2

Vla.

Vc.



mp









  

 

 

  

   

f

                                                 

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

   121

Fl. 1 2

Ob. 1 2

Vla.

Vc.



    

   

  







   

 

a2







    







f

  

                                                  

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



  124

Fl. 1 2



1 2

 

  



  

























 





Ob.









3

Cl. 1 2

Vla.

Vc.





f

  Hp.

  

 

 

 

 

f







  

f

 

   



                                                  

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

19

 Picc.   127



Fl. 1 2

1 2









ff

f





8    





 

 





 



       

   





    



    

ff

  



ff

Ob.

3

  

Cl. 1 2

 



B. Cl.

   

 

 





ff

    



ff









    

   





  

    





   

    





   

    





   





    

ff



Bsn. 1 2







ff

Cbsn.

Timp.

Perc.









 



   

 Vln. I 



Vln. II



ff

 

Hp.







ff

  

 

 



ff







Vc.





  

 

 

p

             unis.

f



                                





8 div.                      unis.

p

Vla.

    

 





Whip

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

div.

f div. 



f

 f



20

 Picc.  131



   

   

   

           





   





   

   

   

           





   





    

    

   

            





    





    

    

   

           





    

B. Cl.







   

    

   



         





   

Bsn. 1 2







    

    

   



             





    







   

    

   



           





    

Fl. 1 2

Ob. 1 2

Cl. 1 2

Cbsn.

1 3



 











f

Hn. 2 4

Timp.

Perc.



    

 Vln. I 





Vln. II div.



Vla. div.



Vc.









a2

  



f

   







    

(Whip)



    

    

   

   

 



           

 

           





    

           





    

   



   



 

 

 

 

 

 

    



   







   



   







 



   

 



   

div.

Db.

           

a2







f

21

 136     Picc. 

     

  

   





  

       

    

     

  

   





  

       

     

      

  

   





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

      

       

  

   





               

Fl. 1 2

Ob. 1 2

Cl. 1 2

B. Cl.

Bsn. 1 2

Cbsn.

1 3



 

       

        





 

        

         





 

        

   





    

 















3

3

3

3

3            3               

             3

                        



Hn. 2 4

  

  



   

     

                



Vln. I div.

 





   

Vln. II div.







Vla. div.







Vc.









Perc.

Db.



   



    

Timp.

        

       



       

 



             3



   

3            

 

 

 



    

 

 

 



  

 

 

 





 



 

 





 



 

 



22

 Ob. 3   140



   

   





 

       

   





 

   





 

   





 





 

   

 

 ff

Cl. 1 2

B. Cl.

A. Sax.

Bsn. 1 2

1 3 Hn.



 





 





 





 



                (a 2)











  f  







 

 









   

e = e (q. = 96)



 



 

 

  









   

 

    p

 

   

 

p

 

p

f

           

  



  



  



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

p

        

   









 







 







 

 

p legato

unis.

 

 

       

                 

Vc.

 

p

f

soft sticks

   



 

unis. p

 

 



pp

e = e (q. = 96)                           

Vla.

a2



 



    Timp.    

Vln. II



 

f dim.

  

144

    p

 



Vc.

Db.

        

p

f

  Vln. I    div.   Vln. II    div.    Vla.     div.   

Vln. I





Tbn. 1 2

Bsn. 1 2

   

2 3









Tpt.

Db.

      

 



1

Timp.

   

 (a 2)                                

2 4

B. Tbn.

    ff     

   

    div.                               

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

 p legato



p legato



































23

Bsn. 1 2

Vln. I div.

148    

 

 

 

 

 

                                           

Vln. II

           



Vla.



Vc.

Db.

 





             





  

        

          

div.

            unis.   p

































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

    151

Bsn. 1 2

Cbsn.

Vln. I div.



 

Vla.

Vc.











 









 

       

          

1.





p legato

               

Vln. II div.

Db.

   

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

                         

        

 









 









  

     div.       

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

  

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

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

 



 

 

 

  Ob. 2  154

Bsn. 1

Cbsn.





9





        

p





    





  





    





div. a 3

        

Vla. div.

                 

Vc.

  



Db.









           

  

                              Vln. I      div. pp Vln. II div.



div. a 3                         pp

                        pp

       div.   

pp div.

 

pp

9

   

   

   

   

 

  

 

 

 

 

24

 1  158

Ob. 2

Vln. I div. a 3



   

     



  



Vc. div.

1





   

2







   

    

   

   

   









 

 

 





   

Db. div.



1





  

1 Bsn. 2

Vln. I div. a 3



    

Vln. II div. a 3

  

Vla. div.

  

Vc. div.

Db. div.



  

     

p

 

  

   

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

      

          

p



  

 

      

  





   

      

  

 

  



 

       

     



 

     

  

        

 



  

 





       



  

  





 









 





    



  

     

 



 





        

        

 

      

   

 



 

 

A. Sax.



  

Ob. 2

   

   





  

165   



    

  

Vc. div.

        

  

Vla. div.

            

    

 

   

Vln. II div. a 3

p

         

 

    Vln. I   

div. a 3

             

   

        162                   

Ob.

Bsn. 2

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

Vla. div.



    

    





   

Vln. II div. a 3

Db. div.







 

      

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

   





    p  

  

  

  

 





 





   

 

 





  

 

 

 

 







168

Picc.

Fl. 1 2

1

Ob. 2

3

Cl. 1 2

B. Cl.

  

 

  

 





  



Bsn.





 

   

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



                 



            



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

 

f

f



f











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







   



               



 

           



p

   

 

 

   

f

                  p f

p



 

  

 





f

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

f

f

Cbsn.

Tba.

Timp.









   p



 







   p



 







     p



 

  

10 unis.                      

 

 

  

   

 



 

 

   

  







 

   



   

 

 

    

 

  Vln. I     div. a 3

 

   

  

  

Vln. II div. a 3

Vla. div.

Vc. div.

Db. div.

25

mp



  

2



a2

   





    

1



p

               

A. Sax.

10 

 

 

p

p





unis.

   p

 unis.



mp



26

Picc.

Cbsn.

Tba.

Timp.

171   









  



       





  



Vln. I



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

           

 

    







        

     



mp

  

      

 

   

 

   





 

           

   





   

 





 

 

  

 

 



   

           



  

177

B. Cl.



  

Vc.

Picc.





Vln. II



 

  

174

Db.

 



  Picc. 

Vln. I

   



Vc.

B. Cl.

 

Vln. II



 





   Vln. I 

Db. div.

   

unis.

 

 



   











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

       







        



        

 









 



      

 









      

   





 

  









       







cresc.

         

 



 

           

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

 





cresc.





   

 















 cresc.



  

      

cresc.

Db.

 



 



    

 



cresc.

Vc.

      

cresc.

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

Vln. II



p

 



 



      



     

27

 Picc.  180

B. Cl.

Tpt. 1 2

Timp.





 









 2













2





2





2

2



q. = q (q = 96)







 

 





 

 





f

2



f

 





   

 





    

f mf

f

   Vln. I                                                         f q. = q (q = 96)

 

Vln. II



Vc.

Db.



 

 

                                                          f 







 2













2





 2



 2



 





 

 





f





2

 

f

2



   



 



     



183

Tpt. 1 2

Timp.

p

p

Vln. I



 

f mf

  

f

                                                                                 p f

                                                                               p

Vln. II

f

Vc.

Db.



















28

 







186

  



a2



f mf

Hn.





a2





f mf

  

1 2



 

p

  

 

f mf

Tpt. 3

Tbn. 1

Timp.















 

f mf



f mf

    



p

Vln. I

Vln. II

 

   

f

                                             p



                               p





 f



 f

                         



  





 





  

 



 



 



189

1 3

 



 



 



 



 



     



dim.

p

Hn. 2 4

1 2

dim.

dim.

p

p

Tpt. 3

Tbn. 1

Timp.



dim.

dim.

Vln. I

Vln. II



dim.



p

p

p

                    div.                                                               dim.  div.                                                            dim.

29

11 192                                                     Fl. 1   2 p leggiero

1 2



  



   

p leggiero



                                                    

Ob. 3

Tpt. 1 2

Timp.

Pno.



                                              p leggiero

 









 









      



 



     

   























mp

11      Vln. I  div.

Vln. II div.

p

       p

 

  







 

      

      

   

    

  



                   





                      









195

Fl. 1 2

f

1 2

f

Ob. 3

               f

Tpt. 1 2

Timp.

Pno.

Vln. I

 



   

 



    

   

f mf

f

   

         











f





 



 





 



 

unis.

                                 f

Vln. II

unis.

                                   f

30

 







198

1 3 Hn. 2 4

  

1 2 Tpt.



3

B. Tbn.





Timp.

  

f mf

 





p





a2

 

Tbn. 1

Tba.

  

 











3

  



f mf





 

 

dim.

dim.



 





dim.

dim.

 





f mf

dim.

    dim.       f mf

f

 Fl. 1  2

Ob.







               p

1 2

dim.

 



    

202



f mf

       Vln. I              p





f mf

p

Vln. II

 



f mf a2

dim.









                                                   dim. f

                                               dim. f

12   



                                          



                                                

p leggiero

   

p leggiero

                                 



 

p leggiero

















   













 







   p   Timp.   













1 3 Hn.

 

2 4

p

  

1 2 Tpt.

 

p

 

3

  

Tbn. 1

p

p

  

B. Tbn.

Tba.

p



p



p

Pno.











   

mp

12                 div.                    Vln. I  p

Vln. II

     div.                       p



     

   







      

 

      













    

31

                                                       Fl. 1   2 205

 

1 2 Ob.

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

3

Cl. 1 2

B. Cl.

A. Sax.

Bsn. 1 2

1 3

                                                         



                                     









                               









                                  p leggiero                                                       

p leggiero

p leggiero

p leggiero

 





















Hn. 2 4

Hp.

  Pno.

 



































p



        

p

p



         



 

           

  







  









 Fl. 1 2

208                                                        

cresc.

1 2 Ob. 3

                                                                              cresc.

                                                 cresc.

Cl. 1 2

                                                              cresc.

B. Cl.

                                                 cresc.

A. Sax.

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

                   Bsn. 1   2 1 3 Hn. 2 4

Hp.

cresc.

                                                  cresc.

  







 

  







 





 













 











 







 

















cresc.

cresc.





















cresc.

32

Fl. 1 2

211                                                         

f

(cresc.)



1 2

dim.

                                                                   dim.

f

(cresc.) Ob.

                

3

dim.

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

Cl. 1 2

f

(cresc.)

                

B. Cl.

A. Sax.

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

                           

f

f





    

 



   

 

dim.











       

                            



f

(cresc.)

        

dim.



 (a 2)  

                dim.



(cresc.)



               

                 (cresc.)

Bsn. 1 2

dim.

f

(cresc.)

1 3

               

f

(cresc.)

Cbsn.

               























dim.

















Hn. (a 2)

2 4

Timp.



 

(cresc.)

f

dim.



 



 







f

(cresc.)

Hp.

Db.



   

Vc.

 

 







 



















dim.



















33

Fl. 1 2

214                 

13

p



1 2







  

a2

  

p

              









To Cor Anglais















p

Ob.

             

3

p



Cl. 1 2

                

              p

Bsn. 1 2

  mf





                   





 

  

dim.

           



A. Sax.

  

p

p

B. Cl.

  

a2

   



    





  



p



 

   

  

p

p







p

Cbsn.

1 3





 



mf

   







 









 

  

dim.

   



    

   p





 

   







   







     

  

p

p

Hn.

2 4

Timp.



 



  







 







Hp.

 Vc.

Db.











13   mf

  mf

p

  

     

mf

  

mp

   







   







p



 

  

   



  

   



dim.







dim.

    

  





  



   

p

p





  



34

Fl. 1 2

       

Cl. 1 2

      

219 (a 2)

      



      

(a 2)

  

B. Cl.

Timp.



  

  



Vc.



A. Sax.

Cbsn.

Timp.

  

 



     



  



   



  

p

p



 

      



  





    

  





  







            

 



     

 

   



   



 

 

 

   



  



  

  

 





    







 



 











       

           

 

mf

p

       

 

p

mf

 



  

  







  

  



 



   



  



  

  

 



   











  

    



a2 p



 



   

 



 





   

 





     



    







  



  

  

       

   

    



    

      



      

   

    



    





  

   

  





   

   



 



 

   unis.

p



 



   





 



   



 

 

  

    





  

  

       

 



  

      

 





  

  



  



  

  

f



 



f



 



        



  



  

     





  





    

    

   Vln. I 

Db.

     



    

Vc.





            

Vla.

f

 

  

 

Vln. II

p

   



       

B. Cl.

f

     

   

  

      



  



Cl. 1 2







        

Ob. 1 2



p unis.

223

Fl. 1 2

      

        



Vla.



  

    





unis.

 

Vln. II



     

 Vln. I  

Db.

  

      

A. Sax.

Cbsn.





 

   

  

  



  

  

35

  

Ob. 1 2

B. Cl.

A. Sax.

Cbsn.

Timp.





    

227

 



 

    

 



    

 

  

  

       





    

  



       



    

  

     

 





  

  

  



  

     

 



   

     



  

pp

   

 

 

 



  

     

                     Vln. I 



      

          

     

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



        

          



   



   

Vln. II



Vla.



Vc.

Db.





    



  

  



      

cresc.

 

 

        



 

 





 

  

  





    

   



 

 





 

  

  





    

   



 



Ob. 1 2

231   

B. Cl.

Cbsn.

Timp.



  

   

  



   

  



    

 

Vln. II



Vla.

Vc.





   

 

       

   









  

  

   

  



   

  



 

      

     

  

  





  

  



       

     

   

f



 

 



 



  





 



  





    

  

       

 





 

 





  







pp

pp



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



  

        

 Vln. I  

Db.

  

     

p



  

  





  

  





 



 



  





 



  



36

  235

Ob. 1 2

B. Cl.

Cbsn.

Hn. 1 3

Timp.

Vln. I





 







  

 









 

 





a2

3





pp



 3

     

    

 

3

3

     

3



   

 div.

 





3















    











   









 









div.























Vc.

  

14

pp

Vla.

                          dim.

f

   



  



pp

Db.



 

Vln. II

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

f

cresc.

 

 

14     

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

(a 2)

 



 



 









 







 















 

pp

div.

  



  

 







  

 







  Picc.   238



    

Ob. 1 2



Hn. 1 3

  3    

Vln. I div.

         



  

p



 





mf

            

3

            

 





dim.

  















 



 



  

   

 











 





  

  









 

 



 

 

 

 







 





 

   

 







 





Vln. II div.

Vla. div.

div.

Vc.

pp

Db.

      





 







37 e = e (q. = 64)

241          Picc.   

1 3

    

Hn.

mp



  





  

 







 

a2



mp Tpt. 1

           











   













 









 









p

 

  

p

dim.

   

 

2 4

      

p



      

mf

      

e = e (q. = 64)

Vln. I

   

unis.

div.

 

  

p

  

Vln. II

Vc.

Db.







   

 

      



   



   



     

unis.

div.

 

  

p

Vla.



     





  











  



 



 



















 



















 



















  B. Cl. 250

Cbsn.

1





































      



                

dim.

Tpt. 2 3



































Db.

      













 

p legg.

         p legg.

   







con sord.



  



p

    

Vc.





p



Vla.







Vln. II div.



  



Hp.

Vln. I div.

 

15

  

   

   





    p

  

   15 div. a 3            

    

          

     

        









 

 

 

 

pp

div. a 3

    



pp



















unis.

























unis.































pp

pp

pp

38

 Fl. 1 



























261

Ob. 1

B. Cl.

A. Sax.

Cbsn.

2 Tpt. 3





Cl. 1





 

 

   





  







 

p legg.





  









 

 



      



      



f

























 

  



















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

 p

f

      



f

   

 







p legg.

          

Hp.

 



  

 

      

    





   

p

f









































    

   

 

 

 

 

 

 

 

 

 

   

Vln. II div. a 3

  

 

 

 

 

 

 

 

 

 

Vla.

 

 



















 



















 























Vln. I div. a 3

Vc.

Db.





 Fl. 1  272



Ob. 1

Cl. 1

B. Cl.

A. Sax.

Cbsn.

Vln. I div. a 3



 













 

   



   

 

  

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

 



    

       





   















    

 





       







   



















 

   



   







p



p

 









     

        











     

   

 

 

 

 

 

 

 

 

 

 

 

  

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

























 























Vln. II div. a 3

  

Vla. div.



Vc.

Db.

 

div.



Fl. 1

284

 













































 





Ob. 1

Cl. 1

B. Cl.

A. Sax.

Cbsn.

2 Tpt. 3













 











     

 

   



  



p

      Hp.        Vln. I 

div. a 3

    



          



 



  



p

f

 



 

  







f

 

f







p

f





























 

 





  

   













     

 



 

     

 

 

 

 

 

 

 

     

 

 

 

 

Vln. II div. a 3

  

 

 

 

 

 

 

 

Vla.

  















 















 



























unis.

Vc.

Db.





295          Fl. 1 



Ob. 1

 

Cl. 1



B. Cl.







 

 

   

       

       

    



   

       

  









 



  



div.

    



dim.

   

 

      dim.



  



     































Hp.

 

  

A. Sax.

Cbsn.

      















  

   









 



         

 

 

  





  



































   Vln. I 

 

 

 

     

  

 

 

 

  

  

  

  

  

  

  

 















div. a 3

Vln. II div. a 3

  

Vla. div.



Vc.

Db.



 

39



  



 

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







      

 

  

  

  

  

  

  























 





















40

  306

Picc.







 

(1.)



1 Fl. 2

p



 

(1.)



1 Ob. 2



Cl. 1

p

f

       





 















 





















   





















 









 















 

 



 

  

   



    

                    

p

p



f















con sord.

 



 



f

  

  

  

  

  

  

16    

Vln. II div. a 3

   

  

  

  

  

  

  

  

Vla. div.

  

























 











Db.



f





  

    

p

f

  





a2



   Vln. I 

Vc.

   

a2





div. a 3

   

















 



Tpt. 2 3





A. Sax.

1

 





B. Cl.

Cbsn.

  

p



16        







  









 











 











 







     

    



       

  



   



    

    



       

   



   



  

 

      



 

  Picc.  316

1 Fl. 2



1 Ob. 2



1 Cl. 2



1

 







    







 



   



 

 

 

 

   



Tpt. 2







 

f



 





   



 



   

          

a2 f

   

   

    



  

   

41

   

  Picc.  324



1 Fl. 2



   



  

 

             

      

17  

 









p



        







p



1 Ob.



2





1 Cl. 2



      

 



      



B. Cl.

   



C. A.

      

 





        





  

 

 

 

p







 

 















    

 

 

 

p

p





 



   



  

p

p



            





p











































 













A. Sax.

Bsn.

Cbsn.

2 Hn. 4



 

1

       

      

      



         p

 

 

 

 

p

















p





a2 p

  









  







Tpt.



2

 

   

 

    

       

p















 Vln. I 













































Tba.



Vln. II

Vla.

Vc.





p

17

































 unis. pizz.

 

     

unis. pizz.

f secco

       

pizz.



f secco

Db.

















   

pizz. f





f secco





42

  334        Picc.  p

f





(a 2)



1 Fl. 2

    

1

Ob.

C. A.

1 Cl. 2

2 Hn. 4

Vln. I











      



 



  stacc.





  









 









   









  

 

 

 



   











     

 



 



  











          

 





stacc.

