McCabe SYMPHONY ON A PAVANE

Page 1

JOHN McCABE SYMPHONY ON A PAVANE 2006

FULL SCORE

NOVELLO


INSTRUMENTATION

*

*

2 Flutes (2nd doubling Piccolo) Oboe Bass Oboe 2 Clarinets in Bb 2 Bassoons 4 Horns in F 2 Trumpets in C 2 Tenor Trombones Tuba Percussion: Suspended Cymbal Clashed Cymbals Bass Drum Tubular Bell (G) Rototoms ** Wind Chimes Celesta Strings

* All transposing instruments are written in C – Piccolo, Bass Oboe and Doublebass are written at the usual octave transposition ** The Wind Chimes should be very delicate, such as small pieces of metal or glass

Duration: 21 minutes COMPOSER’S NOTE Symphony on a Pavane was commissioned by the London Philharmonic Orchestra, to whom it is dedicated, and derives from the Fifth Pavan and Galliard from My Lady Nevell’s Book by William Byrd, which has been part of my repertoire as a pianist for many years. Though the opening of the Pavan, somewhat distorted, is heard in the brass at the final climax of the work, it hardly ever appears, even in passing, in direct quotation during the rest of the piece – it simply provided me with a lot of melodic phrases and some harmonic ideas out of which the Symphony is built. In a sense, it pervades the piece, but only as an unheard presence. Despite the title, and the derivation, it is for much of the time fast in tempo, and even ebullient in mood, at any rate until the Pavane finally forces its way to the forefront of the music. There are four basic movements, played without a break, with a moderately-paced Scherzo as the second, and the slow movement as the third. There are also three sections linking the movements together, called Dissolve, a term borrowed from film technique and used in this instance as a very direct counterpart to the cinematic device for dovetailing from one scene to another. (It should be added that Tippett, in his opera The Knot Garden, employs the same device, though his use of it is more complex and relates to his dramatic intentions.) The orchestration is not particularly large (double woodwind, four horns, only two each of trumpets and trombones, tuba, and strings) but there is an important part for celesta. The percussion includes a large part for rototoms (sometimes played by two players) rather than the usual timpani, and that rare and wonderful beast the Bass Oboe also has an important role to play. The symphony lasts about 21 minutes. Like most composers, I prefer to let the listener “interpret” the music, rather than explaining its “meaning” – sometimes the results of this process can be interesting and illuminating! © Programme Note Copyright 2006 by John McCabe


To the London Philharmonic Orchestra

Symphony on a Pavane    

Allegro vivace

Piccolo

Flute 1

Oboe 1

Bass Oboe

Clarinet in Bb 1, 2

Bassoon 1, 2

Horn in F 1, 3

Horn in F 2, 4

Trumpet 1, 2 in C

Tenor Trombone 1, 2

Bass Tuba

        

        

   

ff 3

   

ff 3

ff 3

    

Violoncello div.

Double Bass

      3

3

     

    

3

 

      

3

    3

    3

3

3

3

      

3

      

     

3

3

    

 f

 



 

a2

3

a2

3

f

       

 

    

     

3

3

     

     

3

3

      3

   

   





  

hard beater

f

   3        

  

  

      

3        

 3

f

       

3

3

     

 

  

 

 

  

       3

  

 

3 3              

 

  

  

3        

       3

3

 

q = c.132

      

             

      

             

      

         

ff

       

       

               

       

              

       

          

ff

      

       

              

      

              

      

          

      

      

             

      

             

      

         

ff

                                         

ff

ff

  

 

  

f

  

p

f

p

f

  

 

f

 3         p f     

3

 

p

3

3

       

f

  

 

                                     

p

  

 

3

3

p

      

 

 

   

    

   div.

3

   

  

Viola

      3

     

   

div.

   

3                                                                     

    

  

     

John McCabe 2006

 

a2

Allegro vivace

Violin II

3

p

div.

3

ff

     Suspended Cymbal   

Violin I

      

3

soft beaters

Celesta

     

3

3

 

  

     

ff 3

 

     

3

          ff     

 

  

     

 

     

3

  

p

Roto-toms (2 players)

q = c.132

  

             ff             ff

  

                             

                ff                  

ff

© 2006 Novello & Company Limited

  

                           

                               

     

                               

                                          

  

             

                               

             

rev.09/07

All Rights Reserved


2

    

   

   

   

   

    

5

Picc.

Fl. 1

Ob. 1

3

   

Cl. 1, 2

     

3

      

3

   

3

    3

3

  



 

 

 

 

 

a2

Tpt. 1, 2

          

   

        

3

 

3

3

    

       

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

3 3

 

     

3

    

3

3

       

    

3

3

    

3          

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

3

a2

B. Tba.

        

    

    

a2

Hn. 1, 3

   

     

3

3        

B. Ob.

Bsn. 1, 2

3

     

    

       

3

3

 

 

  

        



f pesante

Susp. Cymb.

         

Roto-t.

Vc. div.

Db.

3        

3

  

      

3        

3

  

 3

     

 



                                      

      

      

      

         

  

     

      

     

     

          

    

      

       

      

      

    

    

  

      

      

      

      

         

Vln. II

Vla. div.

      

  



      

Vln. I

div.

  





  

  div.

  

 

                                                                   

            

  

                         

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

                                              

                                                 


3

  10

Tpt. 1

 3                 

ff

Tpt. 2

3

3

Roto-t.

 

 

 

 

Vc.



Db.

unis.

 

3

3

 

    

f

3

    

    

f

3

3

3

 

                                                          

3

3 3                               3 3

ff

B. Tba.

3

        

 

3

       3

      

  14

Bsn. 1, 2

Tpt. 1

                 3

3

3

3                       3 3

Tpt. 2

3

Tbn. 1, 2

B. Tba.

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

p

3 3                            3 3

 

 

  



  



a2

p

 



a2

3 3                                        3 3 3 3 3 3

 

 

 

p

Susp. Cymb.

Roto-t.

Vc.

Db.



 

 

 

  

  

p



  



 

 

3

3

            3

3

           

 

3

       3

      

3

      3

     

 

3

       3

      

soft beater

  

p

  

p

p

p


A

4

   18

Picc.

Fl. 1

Ob. 1

 

   

ff 3

   

ff

3

     

     

3

3

      

 

Hn. 2, 4

Tpt. 1, 2

  

f

     

      3

3

3

3

 

 

a2

f a2



      

    3

    3

     

     

      

3

3

3

     

      

    

3

3

           

    

      

    

3

3

3

      3

3

3

3

3

 

3

 3 3                                 3

 

 

 









 

    





 



 

   

 

    

 

 



     

     

     

3

3

3

 

 

f

3

3

f



   

3                                                                                         



a2

 

 



     

3

3             

f

B. Tba.

      

ff

a2

Tbn. 1, 2

     3

     

           

  3              3

     a2

Hn. 1, 3

3

3                                    ff                         

ff 3

Bsn. 1, 2

    

3

3

3

Cl. 1, 2

       3

      

ff 3

B. Ob.

     

f

Susp. Cymb.

    

 

       

     

      

       

ff

f

         f        

A

          ff

div.

 

          ff

Vln. II div.

 

      

ff

div.

Vc. div.

       

ff

f

Db.

      f

 

 3

 

 

 

 3

 

 

 

 

 3

            

     

             

      

             

      

             

     

       

               

       

               

       

               

     

       

   

       

      

              

      

             

   

      

             

      

             

      

             

     

         

               

ff

3

       

 

       

               

ff

 

            

3

ff

 

      

          ff          

f

    

3

            

   Vla.

 

f

Vln. I

3

Roto-t.

 

hard beater

3

3

3

3

                                                                      

             

                                

             

               

           

 

                                                                                                                     

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




     

   22

Picc.

 

Fl. 1

 

Ob. 1

B. Ob.

Cl. 1, 2

Bsn. 1, 2

Hn. 1, 3

Hn. 2, 4

     

Roto-t.

Vln. I

   

 

B. Tba.



 



 

      



    







      



                

       

       

25      



 

 











    





   





     



    

  

    

    

  

ff

      

   

 

 



 

   

   

 







 



    

 



3

3



3

   

     

 

           



  

    

        



      

   

 3

  

 



     

 

   





 

     

   

            

 

3

3

 

 3

    



3               3



  3







      





                                                                 

3

3





            

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

 

 

 

     

               3



 

     

 

  

   

  

   

  

 





       

  

3

                 3 3 3

ff

3

      

 f   

     

3

3

3

     

      

 

 

 

 

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

  

 





3

         

3

  

      

3

5

      

3

 

3

     

      

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

3

      3

3

      



3

Tpt. 2

      

        

3

     

               

 

 

 3

3

     

 

      3

      

3

 

Vc.

Tpt. 1

   

     

3

3

 

Vla.

   

     

3

3

3

  

Vln. II

Db.

   

     

3

     

  

Tpt. 2

Susp. Cymb.

                              3                  

Tpt. 1

B. Tba.

      

   

 

                  3

  

3

3

3

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

 




6

  

Picc.

Fl. 1

Ob. 1

Cl. 1

Cl. 2

Bsn. 1



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

 

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

      

28

ff

 

 

 

     ff

                                                              

ff

   ff

      

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

   

      

   

ff

     ff

Bsn. 2

3               3

Tpt. 1, 2

 

Tbn. 1

 

Tbn. 2

B. Tba.

 

 

 

   f

   

  

  

    

  

 



 

    

  

  

 

  

  

  

 

  

   

 

  

   

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

        

   ff

   

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

     

                                     

  

  

 

unis.

  

   

  

 

  

  

  

  

  

  

 

  

   

 

  

  

  

  

  

  

 

  

   

unis.

f

 

  

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

f

Db.

 

ff

     

ff

Vln. II

Vc.

  

    

ff

 

 

 

ff

Vln. I

Vla.

  

f

  

div.

 

 

f

div.

     



f

   


B

   33

Picc.

Fl. 1

      

     

ff

3

ff

3

a2

3

  

 

3

    

    

Vla. div.

 

Vc. div.

 



f

3

3

   

3

3

3

     

 

      

3                                                          3 3

    

     

     3

     3

      3

    

   

3            

a2

 



f a2



3

  a2

    

     

     

      

3

3

 

3

                              3

      

      3

3

 







 

 

 



 



     

 



3

3

       

3

      

 

f



    

     

 



a2

   

 

      

  

3

   3

    3

    



   3

     

 

 

   

 7  

  

  

       

             

     

       

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

        

              

        

          

       

              

       

              

       

          

     

             

     

             

     

         

     

           

     

           

     

        

f

f

  

fp

f



f

fp

hard beater

         ff         f fp ff       fp f ff       fp

             

ff

    

f

              ff              

       

3

f

ff

Vln. II

    

3

B                Vln. I

 3        p  f       p

     

       

f

soft beater p

3

ff

        

     

3

p

Db.

3

 

Tbn. 1, 2

Roto-t.

    

3

Tpt. 1, 2

Susp. Cymb.

     

3

     

Hn. 2, 4

B. Tba.

fp



     

      a2      ff            ff 3 3

Cl. 1, 2

Hn. 1, 3

ff

 

B. Ob.

Bsn. 1, 2

3

fp

 

Ob. 1

     

  

 

ff

3

  

3

3

  

 3

   3

 

            

3

  

 

3

       

  

 3

3

         

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

   

         

             

                  ff                   ff

  

             

   

         

             

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

         

                     

             

  

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

  

   

             

   

  


8

    

     37

Picc.

Fl. 1

Ob. 1

B. Ob.

Bsn. 1, 2

Hn. 1, 3

    

   

    

    a2   

     

     

     

Tpt. 2

B. Tba.

Susp. Cymb.

Roto-t.

Vc. div.

Db.

      3

      

     

     

      

3

3

3

 

 



  

     

    

     

3

    

3

3

  

     3

 











        

       

3

     3

3

3

               

3

 

        







 





3

   





 

  3

  

  



 

 



   3

  

       

     

3



  3

 





1.

 

3

2.

   

3

 

       

     

3

f

3

       

     

  

       

        

       

       

         



 

       

       

       

       

       

        

 

      

      

     

      

   

  

     

     

     

     

    

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

                

      

      

           

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

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

      

  

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

   

      

      

     

            

           

       

           

       

   

        

   

 

 

 

 

 3                   3 3 3

     

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

 



        

     

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

  

3





3

       

        3

3

3

3

  

    

3

    

Vln. II

Vla. div.

 

3

3

 

 

 

Vln. I

div.

 

    

     

3

 

 

  

  div.

 

3

      

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

3

  

    

    

    

 

  

a2

Tbn. 1, 2

3

3

a2

Tpt. 1

3

   

3

      

3

  

Hn. 2, 4

     

3

   

Cl. 1, 2

3

   

 

     

    

     

 

   

  

   

  

   


 

 

C  



 



 



 



 

41

Picc.

Fl. 1

Ob. 1

B. Ob.

Cl. 1, 2

Bsn. 1, 2

Hn. 1, 3

 

3

ff 3





3              3 3 3 3 3                  3 3

   

             3

 

        

3

3                3 3

 

 

 

  

 

    





 

 

a2



 

p

 p

 

 

f

f

     soft beaters

p

f

p



C  

 

f

ff

  

 

 

 

 

ff



 

 

 



 

  



  p

  p

  

  



3

  

ff

 

  

  

      

hard beater

ff

p

      

3

     



   

    

 3                                                  p f        

Vln. II

   



  

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

Vln. I

Vc.

3

ff

Vla.

  

      

 

3

3

  

ff       

3

    



  

3

ff 3



9

    

ff

Tbn. 1, 2

Db.

 

 

Tpt. 2

Roto-t.

 

Tpt. 1

Susp. Cymb.

ff 3

 

Hn. 2, 4

B. Tba.

   

             

     

ff

  ff   

f

  

f

    

ff

f

  

  

     

ff

      

ff


10

  46

Picc.

Fl. 1

Ob. 1

B. Ob.

Tpt. 1, 2

 

       

    

    

    

     

    

  

 

   

  

Cl. 1, 2

Bsn. 1, 2

 

  

3

     

3

  

3

3

      

       

3

       3

      

 

Tbn. 1, 2

B. Tba.

 

Roto-t.

 

div.

Db.

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

      

 



   Vc. div.

   

    

3

     

      

  Vla. div.

3

   

      

 Vln. II

       

  

  Vln. I div.

 

   

    

ff

 

3

  

ff

Susp. Cymb.



ff

 

    

 

 

 3

      

3

  3

  



    

      

  



    

      

  



     

       

  



   

      

  

        

   

    

  

    

 

     

 

                                        

         

       

             


    49

Picc.

  

Fl. 1

Ob. 1

B. Ob.

Cl. 1, 2

Bsn. 1, 2

Tpt. 1, 2

B. Tba.

Susp. Cymb.

Roto-t.

    

 

     

Db.

  

      

   

  

3

    3

     

       

     

3

 

      3

     

    

 

     

 

 

 

     

 

    

    

     

     

3

    

3

 

3

3

    3

3

        

3

 

 

 



 









 

    

3

3

3

      

      

     

 

3

       

       

  

     

3

     



 To     Flute 2   

      

       

3



 

    

3

3

 

3

      

 

      

3

     



3

3

3

 

3

       

3

      

   

     

  

  

 

 

   

3



   Vc.

3



 

    

3

3

 

   

   

    

     

  Vla.

3

       

     

3

  

 Vln. II

   

 

3

    

  

3

  

  Vln. I

    

Tbn. 1, 2

    

 3            3            

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

      

 3

      

 



    

      

      



    

      

      

    



    

      

      



    

      

      

    



     

       

       



     

       

       



   

      

      



   

      

      

        

    

    

  

   

  

   

  

                                   

                                        

        

   

    

  

    

 

     

 

                                        

                                      

         







     













    

              

11


12

  52

Fl. 1, 2

 

Ob. 1

 

Cl. 1, 2

Bsn. 2

Tpt. 1, 2

Tbn. 1, 2

B. Tba.

Vln. I

 

ff

ff



f

      

 

   



     

 

                  

 



             

                   



 

f

  

   

    

            f

1.

        

                                

 



 



 

Vln. II

Vla.

Vc.

Db.

a2      

      unis.

  

      

unis.      

f

 

 



f

 





 

f

 unis. f

  59

Fl. 1, 2

Cl. 1

Bsn. 1

Vln. I

      

      

   

    

   

      f

 

Vln. II

Vla.

    

   

    

   

         

         

     

 

     

        

         

   

 

 

 

  

 

               

    

   

     



    





Vc.

     

     

         

        

               

Db.

     

     

         

        

               


13 66   

    

a2

Fl. 1, 2

Ob. 1

B. Ob.

  

Cl. 1, 2

   f   

  

f

 

                                    

       

            f 2.

f



1.

Bsn. 1, 2

 

Vln. I div.

Vln. II div.

Vla.

Vc. div.

Db.





  

  

  







       

       

                             1.                      

               arco                                  f     arco     pizz.                                           pizz.

pizz.

f

          f pizz.            f  

                       

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

 

       

  

     

  

  

        

                











 





 

unis. pizz.

      f .  pizz.     f

    

    f pizz.        

pizz.

  

f

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

D           

Ob. 1

B. Ob.

   

Cl. 1

Bsn. 1, 2

Vln. I

 

   

   

           3

Vc.

Db.

3

3

3

3

3

  

                             3

   

       

3

3

3

3

3

3

         

3

         3





   





1.

2.

D unis.                                       

                      

3

   

   

f

Vla.

3



          

             

f unis. arco

Vln. II

        

73

Fl. 1, 2

           





  

  



             

   

   3            3

f

 

    

          

     







3

    

3 3   3                      3

          

 

             










14

     79

Fl. 1, 2

Hn. 1, 2

f





    







 

 

              3

3

       f

Vln. II

       

 

f

Vln. I

            

Tbn. 1

Tbn. 2

 

  

Ob. 1

Bsn. 1, 2

 

3

3

3

   

3

     

   

3

    

              

     





3

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



3

3

  

          3

3

          

3

       

           

                        

3

3

                     3 3 3

3

                   

3

f

   

3

        3

3

3

       

   

   

f

     

f

  86

Fl. 1

Fl. 2

          

Hn. 3, 4

Vln. I

   

3

   

  

p

Vla.

Vc.

  

3

p

p

  

3

      

 

       

    

     

    

  

  

3



f

              p

        

cresc.

3

        

   

 

p

Db.

   p 

Vln. II

   

p

p

Hn. 1, 2

3

cresc.

  

p

cresc.

p

cresc.

               

               3

               

3

3

           f

   

   

    

 

p

      

  

p

f

       

  

p

f

  

 

unis. arco

arco

          p

cresc.

p

cresc.


15

                            

     

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

   

92

Fl. 1

f

Fl. 2

Ob. 1

Cl. 2

Vln. I

p

cresc.

f

mp cresc.

f

     

          

mf

f

               

p

  

 

 



arco



 



 f



 

f

               

   

   

    

p

cresc.

 

 

 

 

pp

div. a 2

pp



    



    

   

   



    

   

p

p

p

f

cresc.

   

div. a 3

 

Vc.

     

                   

 

Vla.

     

                        

 

Vln. II

Db.

f

 

Cl. 1

    

    mp

cresc.

 

 

   96

Fl. 1

Fl. 2

Ob. 1

Cl. 1

Cl. 2

Roto-t.

Vln. I

f

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

               f

               mf

 

f

         

mf

f

                

              

              

         

             

 

                            mp                         mp

  

 



 

 

 

 

 



 

 

 

Vln. II

Vla.

 

Vc.

Db.

                

 

   

  

 

 

  

    

    

p

p

 

 

   

 

   

 

 


16

E

  101

Fl. 1

Roto-t.

           

                 mp

mp

f

cresc.

            cresc.

E Vln. I

 

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

p

p

 

Vln. II

 

 

  

Vc.

mf

cresc.

Vla.

Db.

                

unis.

  

 

 

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

    

p

mf

cresc.

cresc.

   

p

   

p

  

  



 

  

  



 

  

  



 

  

  



 

   106

Fl. 1

Fl. 2

Hn. 1



Vln. I

f

       ff

 

       f

Db.



 







 

 

 

pp

pp

pp







 





   

f

 

   

 

   

pp unis.

        pp

 

 





 

 





f

f

 

            

 

 



 3   3  dim.                                                       f leggiero   

mf

Vc.

3 3                                                      f leggiero dim.

  

Vla.

 

dim.



Vln. II

ff

3 3                                                f leggiero

Hn. 2, 4

Tpt. 1, 2

        


17

 



 

             

111

Ob. 1

Cl. 1

Tpt. 1, 2

Vln. I

  

Vln. II

Vc.

Db.

mf

  

mf

3

3

3

mf

            

    

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

            

Vla.

   

 

pp

  

  

pp

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

 

   

   

         

     

         

     



                 3

3

3

3

   

   

 

 

 

 

 

  

       

  

 

 

 

 

 

  

       

  

 

Fl. 1, 2

 

Ob. 1

Cl. 1



Tpt. 1, 2

Vln. I

mp



cresc.

          

   

      

  

    

  

          

 

p

Vla.

Vc.

   

   

    

   

Db.

        

      

Vln. II



a2

117

        

    

  

        



       

pochiss. a pochiss. cresc.

  

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

pochiss. a pochiss. cresc.

pp

  

    

     

  

 

 

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

   

 

     

pochiss. a pochiss. cresc.

 

     

   

pochiss. a pochiss. cresc.

  

    3

 

3

3

    3

3

3


18

     

F

       122

Fl. 1, 2

a2

ff

f

 

B. Ob.

 

Cl. 1, 2

 

Ob. 1

ff

Bsn. 1, 2

Hn. 1, 3

 

     ff      

Roto-t.

3

    

3

3

3

      

      3

 

a2

a2

 

   

3

a2

     



   

 

f



   



3

     3

    



 



 





p

f

f

 

3

     

 

      3



f

3

     



3

hard beater

 

3

3

    

3

                                      

soft beaters

 

3

3

    



f

       

      

 

 

 3

     

 

      3

 

 3

     

 

    

3

 

 

 3

     

      3

  3

 

      

      

             

      

             

      

         

                 ff          ff            

       

               

       

              

       

          

       

               

       

              

       

          

 

arco ff

Vla.

 

arco

  

  

  



fp



fp

3

ff

Db.

3                                                                   

ff

Vc.

3

     

3

     

div.

   

F

div.

3

     

     

Vln. II

      

3

 3         p f

div.

    

p

Vln. I

3

   

 

f

Susp. Cymb.

3

     

f

3

 

    

Tbn. 2

     

3

f

Tbn. 1

      

    

   

ff

Tpt. 1, 2

B. Tba.

    

3

3

 

Hn. 2, 4

3

3

ff

   

3

     

     

     



fp

ff

ff

ff

ff

      

             

                                           

                                

                                                      

      

             

      

         

                 

                  

                   

                      

   

                                 

   

               

                   

                     

                      


  126

Fl. 1, 2

Cl. 1, 2

   

             

     

3

3

     3

 

3

Tbn. 1

  

 

  

 

Tbn. 2

B. Tba.

Susp. Cymb.

Roto-t.

Vln. I div.

 

Vln. II div.

Db.

 

 

    

3





             



 

 

  





     3

 

     

    

3

3

   

3

     

    

3

 

cresc.

fff

 

cresc.



fff

 cresc.

 

fff

 

fff

  

     

    

3

3

         

fff



  3

     

  

          

        

          

 

 

19

    

cresc.

 

  



 

3

      

3 3

3

    

   

3

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

3

 

    

3

   

    

3

fff

    

 

3        

  

      

      

      

      

      

      

  

   

  

       

       

       

       

      

       

       

  

    

    

    

    

    

    



  



    

   

      

  

   

    

    

 

    





    

   

div.

  

3

  

      

Vla.

Vc.

 

   

  

  div.

     3

 

       3

 

3

    

   

    

 

 

     

3

 

    

     

3

 

       

    

3

3

    

 

  

a2

Tpt. 1, 2

3

3

      

Hn. 2, 4

    3

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

a2

Hn. 1, 3

   

  

3

  

     

3

 

B. Ob.

   

  

Ob. 1

Bsn. 1, 2

 

      





      

      

      

     

             

              

       

       

       





        





      

      

      

     

             

              

       

       

       





        





      

      

      

     

             

              

       

       

       





        

      



             

       

       

      

       



      

   

 

   

    

    


20

 



130

Hn. 1, 3

Hn. 2, 4

Tpt. 1, 2

  

Tbn. 1, 2

B. Tba.

Vln. I

 





 

 

 

 

  

 

  

Vc.

 

 

 

  

 

    

 

 



 

 



 

 

 

 

 



   

    

 

  



 

          

 

        

     

     

          

 

        

     

        

     

          

 

        

     

        

     

          

 

        

fff

     

     

          

 

        

     

 

unis.

 



 

unis.

 

     

                 

fff

Vla.





unis.

fff Vln. II





fff

        

fff

   133

Hn. 1, 3

  

Hn. 2, 4

  

Tpt. 1, 2

  

Tbn. 1, 2

B. Tba.



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



   





   

 

 

      

 

  

dim.



 

  

dim.

 



 

 

 

    

 

dim.

 

dim.











 

 

 

mf

      

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

     

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

     

                                                       dim.

Vln. I div.

Vln. II div.

           

Vla.

      Vc. div.

   



     

dim.

dim.

                                                     dim.                                                         dim.

                                                                                                           dim.

dim.


21

      137

Hn. 1, 3

    

Hn. 2, 4

     

Tpt. 1, 2

Tbn. 1, 2

Vln. I div.

        

Fl. 2

B. Ob.

Cl. 1

Cl. 2

Bsn. 1

Bsn. 2

B. Tba.

  

Vivace

Vln. II

  

 

 

 

 

  

  





 

 



pp

pp

   

pp

   

mp

cresc.

f

cresc.

  3

     soft beaters    pp

mp 3

      

           

cresc.

mp

f

q = 138

3

dim.

f

dim.

3                                            dim.  cresc.    f       cresc.

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

f

ppp

ppp

ppp

3

dim.

f

cresc.

3

   

dim.

                                                   

ppp

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

ppp

  

dim.

f

3

cresc.

ppp





dim.

  

dim.

     f 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                                                  cresc.  p 3



                                   f mp cresc.                                          

p

p

3



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

           

   

 

  

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

ppp

Vc.

      

ppp

Vla.

 

 

pp

  

q = 138

 

 

Dissolve I

Vivace

Vln. I

  

  

 

                                    

  

    

 

     

            

p

Susp. Cymb.

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

142

Fl. 1



             

Vla. div.

              

Vln. II div.

Vc. div.



3

3

dim.


22

Fl. 1

Fl. 2

 147                               p                                

Cl. 1

 

  

Vln. I

    

p

  

p

    p

p

   

 

 

p

 

 

 

 

 

 

 

 

 

 

 

 



 

  

   

pp

                                                 

 

 

Vla.

q. = 82



 

 

Vln. II

p

          

3

3

     

Vc.

3

 

3  3           3 3

     

Bsn. 1

Susp. Cymb.

 

    

Cl. 2

B. Tba.

        

B. Ob.

Bsn. 2

Ob. 1

p

        Scherzando

   

p





p





















           

Scherzando

 

p

p

q. = 82

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

 

Ob. 1

Cl. 2

Bsn. 1, 2

Tpt. 1, 2

Vln. I

Vln. II

         155                            





  

 

 

 



   

 



 



 





 









  



 

  

      

 

p danzato

 

G     

   1. Solo

            

          

  

    

mf

        

     

             

mp

    

       G       



 





 1. Solo            mp


23

Ob. 1

Bsn. 1, 2

Tpt. 1, 2

B. Tba.

162   









 



 



 

 

p

 

Vln. I

  



Vln. II



         

(1. Solo)

  

  



  

   

 



 

 

p (1. Solo)

 



p

  



 

 

 

 





  

  

   

             

   

   

Ob. 1

Bsn. 1, 2

Tpt. 1, 2

B. Tba.

Vln. I

Vln. II

 165   





 

 

  

 







 



 

         



 

 

   

    

  

    

      

   

 

   

  

 

  

 

  



 

 

 

 





   

    

   



 

     

 



      

 

Ob. 1

Bsn. 1, 2

Tpt. 1, 2

B. Tba.

Vln. I

Vln. II

     168                                                      



     

 

 

 

 

 

  



   





  





  

      

   

    

   

    





   

              

 

   

    



 

 

 







  

   

     

    



          p danzato

     

  

 tutti unis.



 

          

  

 

  

 

             

  

 

  

  

    

p

  

  

     

        


24

 

 

H a 2        





       

174

Fl. 1, 2

Ob. 1

Tpt. 1, 2

              

Cel.

Vln. I

  

      

p danzato

        

       

         e =e    

   

       

      

          

   

p danzato

             

    



            









    

     

   

H             

   



mf

e=e





Vln. II





Vla.



             













Vc.

Db.

 1. Solo

  

mf

               

   

Cl. 1, 2

Bsn. 1, 2

Roto-t.

  180





           p danzato

                                    



  

  



           

  

cresc.

     

         mp

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





mf

  

Cel.

Vln. I

 

 

 



 



  

                 

 

    



Vln. II

Vla.

Vc.

Db.

tutti unis.

           

p



     

     

cresc.

 

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

 

 

tutti unis.

            

p

cresc.






Fl. 2

fp

 

   

              f

           

Db.



 

fp

 



 

 

fp

fp

fp

 



             

    

         

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

   

 

  

      

             

f

  

             

 

 



 

 

unis.

f



             



   190

Fl. 2

 fp



   

Ob. 1

B. Ob.

I                

Cl. 2

               f                 

Roto-t.













 

        

     

 

     

   





      

     

f

 

f

f

Bsn. 1, 2

 

                             

Fl. 1



25

mf

             

Vc.

fp

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



 

        

f

Vla.

 



            

            

Vln. II



f

f

Vln. I

fp

Cl. 1, 2

Roto-t.

 

Ob. 1

Bsn. 1, 2



  185

       

           mf



           



mp

f

   



 

mp

                                      

   

 

    

f

f

  

   

           

 

             

 



     

               

  

             

       

          

    














26

Ob. 1

 197                        





        

                  





















B. Ob.

Cl. 1, 2

                   f

Bsn. 1, 2

                  

a2

a2

Hn. 3, 4

  

     mf

 



  

  

  

                 

 

Tpt. 1, 2

Tbn. 2

Vc.

Db.

  



mf



  

  



     

  

 



  

 

mf

       

 

        

    

  

   



tutti

mf

mp



     

cresc.

4 unis.                                            

1. Solo



  

  



 

  

p



4

          

mp

  203

Fl. 1

Ob. 1

Bsn. 1, 2

Vc.

        

        

f



4

           mf

Db.

                  

f

4

            mf

   

                   f

     

       

4                           

 

 

 

             

 

        

 

   

                         4

                           4



4 4                       4



4

4

f

f

p

p

mf

mf

  

     


  209

Fl. 1

                        

Cl. 1, 2

Vln. I



     

Ob. 1

Bsn. 1, 2

   

             





    





 



Vla.





 1. Solo             



Db.

f

                 

Vc.

                                                       

Vln. II

27

f

2. Soli div.

   

 



   





f

f

            

            

            

            

      

  

  

   

  

   

  

  

  



     

  

  

      

      

 

                      

   216

Fl. 1, 2

B. Ob.

                        

Cl. 1, 2

Vln. I

Ob. 1

Bsn. 1, 2

Vla.





 

Db.



      

 

    

       

p

                             dim.



 

tutti unis.

      p

           



        

 

p

 

solo

mp

                                         

         

  

J                                         dim. p

 

4 Soli unis.

         

                

p danzato







  









             







div.                      

                               

                       f

   dim.

   dim.

   dim.

p

             p

            p

   

tutti

Vc.

p

f Vln. II

J                               

4 Soli unis.

      

p danzato


28

B. Ob.

Roto-t.

223         

 

Cel.

Vln. I

Vln. II

    

   

      

 

         

      

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

mf

   



   



            

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



mf



 

 



                                 

 

 



 



 

  

            

     





       

    

 

        

    



     





  

      



 



228

Fl. 1, 2

Ob. 1

B. Ob.

Cl. 1, 2

Bsn. 1

Hn. 2

Hn. 4

   

Roto-t.





p

p

p

               p



 

    

Cel.

  



 

      

















Vc.



Db.



Vln. II

Vla.



        

p leggiero tutti unis.

 

         

   

p leggiero

                p

 

unis.                 p

tutti unis.

 

   

         

        



 

p

 

Vln. I



    





 

mf

p

                                         

  



     



      



 


29

mp

                         

p

                 

                 

    









Cl. 1

  

Bsn. 1

Hn. 1, 3

                     

Ob. 1

Bsn. 2

K                  

234

Fl. 1

                      

 

 

 





mp

          

Tpt. 1, 2

 

2.

Hn. 2, 4

       

 



 

      

mp











             

mp

B. Tba.

Vln. I

     

   

Vla.

Vc.

  mp

 

Vln. II

Db.

  

  

 









 

f

cresc.

 

 

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







             







   



p

cresc.

  



  



  



 



   f

cresc.

    

       

p



p

                  

 

f

cresc.





f

cresc.

    

 



 

  f

cresc.

 

4

4

 

p cresc.

a2

    p   

a2

p

         

p

    p

K 













               





p

cresc.

4

           p

cresc.

4


30

 

241

Fl. 1, 2

Ob. 1

a2                                     

4

ff

mf cresc.

               4

Cl. 1, 2

4

p

Bsn. 1, 2

4

                        

        cresc.

Hn. 2, 4

4

4

B. D.

Vln. I

ff

4

ff

4

                            

4

4



4

4

f

4

   

 

     

      

 

     

      

   

 

  

  



  

     

          

     

       

 

     

       

    

  

    

    

 

           ff

     

      

  

     

      

    

      

       

   

      

       

      

  

   



  

   



  

    

mf

p

cresc.

 

ff

ff

        



  



a2

ff

    

cresc.

f

                                                

cresc.

4

4

ff

4

4

4

4

4

4

 

4                     4                         

        

4 4                                                  

cresc.

    

    

              4

4

4

4

4

4

ff

4

4

4

4

4

ff

4

4

4

4

4

4

4

4

              

                                                       

             

                                                       

cresc.

4

 

p

Db.

4

          

4

Vc.

4

    

 

Vla.

4



    p 

Vln. II

4

    

cresc.

Tbn. 1, 2

4

   

cresc.

Tpt. 1, 2

4

4               a 2                  4                                 4

cresc.

(cresc.)

Hn. 1, 3

  

4

4 4                                   

mf cresc.

a2

4

cresc.

4

4

4

4

4

4

4

4

ff

ff

4

4

4

4

4

4

4

4


31

                     246

Fl. 1, 2

dim.

 

Ob. 1

B. Ob.

4

             dim.

4

            f

dim.

4

 

Bsn. 1, 2

Hn. 1, 3

            f

 



       



dim.

4

mf

          4

4

mf

a2                           dim.

Cl. 1, 2



a2

  

         

           

            

Tbn. 1, 2



    

   



     

    



    



   

  



       

            

       

  

       

 

  

     

 

     

 

   

   

   

 



                                  

     

   

    

   

      



  

                 dim.

4

4

4

     

         

           

               

         

           

            

            

         

           

            

4

4

dim.

4

dim.

 

4

4

4

4

4

4

p

4

4

4

    



 

pp



         

dim.

4

           

            

Vc.

4

4

                   

dim.

Vla.

 

4

          

p

          

          

Vln. II

Db.

    

 

dim.

Vln. I



       

dim.

B. D.

     

     

    

dim.

 

                 

Tpt. 1, 2

 



     

a2

       p

  

 

dim.

     

    

    

           

4

p





     

4



     

 

Hn. 2, 4

4



4

           

       

a2

4

4

         

4

            dim.

            

         

4

a2

           



    



    



    



pp

pp

pp


32

L

 e=e  251

Fl. 1

Ob. 1

B. Ob.

    

    

    



  



pp leggiero

  pp leggiero

  

     

     

pp

Cl. 1, 2

Bsn. 1

 

1.

pp

pp

Hn. 1, 3

    

     

      

pp leggiero

pp

Hn. 2, 4

   

   

    

pp

Tpt. 1, 2

pp

Tbn. 1, 2

pp

   Roto-t.

   

      mp

  



       

          

 

L    Vln. I div.

   

Vln. II div.

e=e

            

    

      

      

    

 

  

    

  

 

  

    

  

 

  

    

  

pp leggiero

  pp leggiero

  pp leggiero

               pp leggiero

Vla.

Vc.

Db.

    

    





















 

 

  


    



   

cresc.

                       

   

       

         

   

         

  

1. cresc.

Fl. 1, 2

255            

Ob. 1

Cl. 1

Cl. 2

Bsn. 1, 2

Tpt. 1, 2

Roto-t.

   

         

e=e

a2                

   

       

       

f

    

div.

        

mf

              f

cresc.

Vln. II

e=e

          

 

cresc.

       

 

       

cresc.

               f

cresc.

   



  





  

f

f

cresc.

cresc.



f

 

Vln. I div.

   

  

        



  

      



  

       



f

cresc.

    



       

                 f

                 f                   

   

  

  

      

      

 

   

      

      











   

                     

    

 

  

f

   

    



         

    

   



        

    

   



    

  



  260

Fl. 1, 2

Ob. 1

Cl. 1

Cl. 2

Bsn. 1, 2

Tpt. 1, 2

33

a2

       

     

          

  



 



   



 



        

   



 



   

  

    

   

  

  

   

  

 

     

     

      

     

    

  

            

   

       

  

   

   

    



   

   



   

   



   

      

                                                               

     

    

 



   

  

 

         

                   

   


34

Fl. 1

Fl. 2

Ob. 1

B. Ob.

Cl. 1

Cl. 2

Bsn. 1

Bsn. 2

Tpt. 1, 2

B. Tba.

B. D.

Vivace   q = 138 265       

         



mp

p

cresc.

 

div.

Vla. div.

Vc. div.

3

           

f

dim.

3

             f

dim.

                                                   f

cresc. 3

dim.

3

3

p

f

     

  

p

dim.

3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3  3   3  3                                                  cresc.  3

p

f

dim.

        

 

 

 

  

  

  

  

pp

pp



pp

 

 

  

 

 

 

 

pp

dim.

q = 138

   

f

cresc.

pp

pp



pp

3

pp

Db.

dim.

3 3 3 3 3 3 3 3 3 3 3 3 3 3   3    3                               cresc.                

   

  

Vln. II

f

cresc.

cresc.

mp

p

Vivace

div.

                                       

      

pp

Vln. I

dim.

      3 3 3 3                                           3  3 3 3 3 3 3 3

mp 3

p

           

  

  

f

cresc.

p

   

  

  

dim.

                                                     

p

f

mp cresc.

  

    



Dissolve II                                            


Fl. 1

270    

      

Fl. 2

Cl. 1

B. D.

     

p 3

       

 

To Piccolo

 

 

p



 









p

3

p

        pp

*

Wind Ch.



 

 Cel.

 

          

pp



mf

5

 Largo

  Vln. I div.

 

 

 

Vc. div.

Db.

pp

 pp

 

 

 

 

 

 

  

 

 

  

 

 

 

 

  

 

  

 

 



q = 56

Vln. II

Vla. div.



 div.



 



   

p

 

 

 

35

q = 56

 

           

    3

p

    3      3   3 3

 

Bsn. 1

  

  

p

p

    

     

Cl. 2

B. Tba.

 

           

             

 

B. Ob.

            

     

Ob. 1

Bsn. 2

     

Largo

* The Wind Chimes should be very delicate, such as small pieces of metal or glass

    p


36

   274

Ob. 1

Cl. 1

    p

 

Vln. I

 Picc.

Wind Ch.

 



   

2. Soli div.

    

p

 

  

gli altri



p

 





  



 

 

  









 

  

  

 



 

 

 





    

              

3

3

3

3

        

 



 

 

 

 

 



M 



(arco) gliss.

gliss.



gliss.

 

3



gliss.

pp

 

   

3

p

p

  

    

    

 

p

M    



 

3

    Vln. I

p

p

   

2. Soli

 



p

   

p



p

 

2. Soli div.

mp

Ob. 1

 

279   

p

  

 

Vln. II

p

Cel.

    

  Wind Ch.   

   

   

2. Soli Vln. II

(arco) gli altri

gliss.

gliss.

 gliss.  

pp

Vla.

 Vc.

2. Soli div.

  p

     

  p

     

  p

     

p

     

2. Soli div.

 


37

Picc.

Roto-t.

285   

     3

p delicato

    Wind Ch.  

 

p

 











 

p tutti div.

  

p

 

   

Vln. I

         

     

3

3

3



3

3

                                      3

tutti div.

Vln. II

3

                       

     

3

3

3

p delicato

 





 

  

3

   

3

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

 

  





 









 









 

  

 



 

 





    



 

 

   

3

    

p

    290

Picc.

Fl. 1



            3

       Roto-t.

  

3

 

Vln. II div.

3

3

   

   

 

 

3



   div. a4

mf

N



3

             3

3

3

 

 

 

 





        

5

  

 







 



 

 

 









 



  

 











  

  









  









           

3

3

mp

            



3

 Vc.



 

Vla.

3

   



div. a4

 

                 

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

 



p legato possibile

3

Vln. I div.

                    

 Cel.

N



tutti div.

 

p

  p

tutti div.

 

p

  p

  

    

  

  






38

Picc.

296                      3

6

Fl. 1

Ob. 1

Cel.

To Flute 2

 

 

  

    

mp

  

3

3

3

    

3

3

6

 

 

             

3

    

   

 

 

        

                mp

 

6

 

 

 

     



6



 

         



 

Fl. 1

 301     



6

Ob. 1

Cl. 1

Cel.

Vln. I

Vln. II

   

           

  

6



   

  

 

6

  



6

3

6

              6

  













   



 

pp

sul tasto

pp sul tasto

 







 





 



  





 



pp

sul tasto

pp

 

 



      

 

Vc. div.

         

       

6

6

   

6

    

6

mp

 

         

6

         



   

 

6

sul tasto

Vla. div.

 

  

 

 

 





 









 








39

  305

Fl. 1

Ob. 1

  







       3





 

3

  

  

   

 

  



























Ob. 1

Bsn. 1

Tpt. 1, 2

cresc.

   6

3

3

 



 



cresc.

    

 

dim. 6

6

f

  

3

3



  













  



 

 

   

 

 













 

  

  



     

p

pp

mp

 



pp

 

  

  

  pp

  

 



con sord.



3

   

f

 

  

  

 



O

6

  

dim.

6

   



f

3

f

Vla. div.

6

     

              

 

          

 

Vln. II

Vc. div.

 

Cel.

Vln. I

cresc.

 

Cl. 1

    

6

 

 







6

 

    

          

     



cresc.

 

3

 

 

3



6

 

     

        

 

3

6

 Fl. 1

6



3





 

308

 

    

3

  



      

 

6

mf

  

6

 

Vla. div.



       

6

Vln. II

Vc. div.

6

       

 

Cel.

Vln. I

         

 

Cl. 1

Bsn. 1

   

 

 

 



   

                              mp     O   

   ppp

    ppp

   ppp

    ppp


40

  312

B. Ob.

Hn. 3

Tpt. 1, 2

Roto-t.

Wind Ch.

 

  

  

 

  

 



 

p

      

 



 

Vln. I

 Vln. II

Vla.



   p

     

p

     

half div.



Vc.

Db.

 

p



3

   Roto-t.

Wind Ch.

Vln. I div.

 

Vln. II div.

Vla.

Vc.

Db.

    

3

gliss.

gliss.

   

 

 gliss.

gliss.



gliss.

gliss.

3



          

 

gliss.

 



 

 

gliss.

gliss.

p

   



mp

p

mp

p

pp

  

3

3

   

 

gliss.

3

  

3

          

   

gliss.

 

gliss.

gliss.



 gliss. 

 

gliss.

 gliss.  

 

gliss.

 gliss. 

3

gliss.

gliss.

3

3

 



       

p



  

mp

p

 

 p

mp

 

 

3

 

mp

3 3                          3

 

p

p

 

3

gliss.

3

3

         

 



          

 gliss. 

 

 

gliss.

    

  

  

 

gliss.

  

      

pp

 p

gliss.

pp tutti div.

   



pp

       

mp

3

  



 gliss. 

gliss.

  

P tutti div.

3  3  3  3  3                                pp    

 



p

p 3

3

3

  

 



gliss.



mp

       

   

pp

      

  

         

 320

p

 



 

p



 

 

  

3               

 



    

p tutti unis. nat.

p

   

   

3

        

       

        

3

 

p

p

p

  

 

half div.

3

  

 

p

3           p  

  

 

3

mp cantabile

 

timpani beaters

solo

               

  

                                           

Cel.

B. Ob.

  

p

        

   



P

mp

mp

  

p

mp

p

mp

p

mp

   

  

 


41

   

  

328

B. Ob.

Bsn. 1, 2

Hn. 1

   Vln. I div.

 

Vln. II div.

 

  Vla. div.

 

Vc.

p

Solo

        

mp

cresc.



   

 

p



p

 

     

   

p

   

p



p

     

  

p

   

    



 



 

 

  

 

f

     

  

  

f

 

  

f

    

  

     

   

  

  

f

f

      

  

   f

cresc.



  

cresc.



f

cresc.



6

 

  

cresc.



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

 

f

cresc.



3

3

3

senza sord.

cresc.



f

unis. nat.

 f

Db.

                            3

              

3

f

 

Tpt. 1, 2

Tbn. 1

  

 f

             3

3

                3

3

                   3

3

3

3

3

3

6

6

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


42

  335

Fl. 1

            

3

3

3

       

3

mp legato possible Ob. 1

Cl. 1

3

                        dim.

Tpt. 1, 2

Tbn. 1



  

 



 

Cel.

Vln. I

Vln. II

3





   





3

3

3

          

3

3

3

3

     







3

3



3





   





   





p

Q

     340

Fl. 1

Ob. 1

Cl. 1

Cl. 2

 

 





   

 





 

             



Vln. II



 

 

 

 

                     

unis.

Vln. I

 

mp

Q   

 

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

   Cel.

p

6

dim.

3



   

p

3





 

   

   

            

6

6

      

        

3

mp

 

           

           

  

   

6





dim.



 

  





mp 3

         



             

3





dim.

Db.

3

f

Vc.

3



pp

unis.

Vla.

3

  

pp

dim.

3

  

p

    

3

3

      

mp legato possible

    

6

dim.

              

3

Bsn. 1, 2

            

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

ppp

   

                    

unis.

ppp

               


43

   342

Fl. 1

Cl. 1

Vln. I

Vln. II

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





mp

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

mp

 

            



        

         

 

               

             

    

 

   344

Fl. 1

Cl. 1

Vln. I

Vln. II

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

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

          

            

                       

    

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

                    

    

            

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

   

        

   



346

Fl. 1

p

Cl. 1

p

 

Cel.

Vln. I

         

            

mf

  

 

 

3

6

6

6





Vla.

        





 6

 

    

 





3

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

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

pp

3

 6



 

3

 

   

   

   

            

6





3



  

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

         

      

Vla.





6

  

Vln. II

             



        



 

pp

Cel.

Vc.

pp



349

Vln. I

        

 



6

pp

Vln. II

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

3

  

             

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

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



     


Dissolve III 44

  

351 Vivace q = 138

Fl. 1

Fl. 2

B. Ob.

Cl. 1

Cl. 2

Bsn. 1

Bsn. 2

B. Tba.

Cel.

 

  

 

   

mp

p

3       

 



  

f

    f

 

3

   

3

      

3

        cresc.

3

3

cresc.

3

3

f

3

f

3

   

f

     

3

    

     3

3 3 3 3             

   

3 3 3            

f

                         3

3

3

3

3

3

3

f

 





pp

 



pp

  Vla. div.

   

Vc. div.

Db.

    



pp



pp



pp



pp

 

3

3

3



3

   

 

 

           

3

       



 





    

          

3              3

            

   

   

f

q = 138

pp

Vln. II div.

    

  

     

  

pp

 

 

cresc.

3 3 3           p



    

cresc.

     

    

3

cresc.

 

3 3 3   3               p

 

    3

 

cresc.

cresc.

Vivace

Vln. I div.

mf

p

  

cresc.

    

mp

  

mf

            

 

  

 

       

3


45

  355

Fl. 1

  

    

 

    

    

            

dim.

               3 3 3

Cl. 1

       

     

dim.

   

Bsn. 1

    

 p

    

    

 

     

     

     

p

    

 

3

     

     

3

3

  

 

  

p

            

            

p

3 3                

3

dim.

Cl. 2

      

dim.

     

B. Ob.

        

dim.

 

Fl. 2

    

    

     

p

     

   

p

dim.

Bsn. 2

3

             3

3

3

3 3 3 3             

3

3

                 3

3

   

3

p

dim.

B. Tba.

3 3 3   3              dim.

  

 

 

 

 

  Vln. I div.

  Vln. II div.

Vla. div.

Vc. div.

Db.

 

              

            

 

3

3

3

3

3

  3

3

3

3

3


46

 

L'istesso tempo

359

Fl. 1

Cl. 2

  

p

   

 

   

pp

B. Tba.



 

pp

Hn. 2

q = 138

    



  

 

   

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

p

Roto-t.

 



            

                  

 

  

   

   

   



mp

      

L'istesso tempo

      Vln. I

p

  Cel.

q = 138

Vln. II

 

 

unis. trem.

Vla.

pp

 

 

 

   

 

 

div.

    

    

Vc.

Db.


47

Fl. 1

367     

              

p

Fl. 2

             

            

p

Cl. 1

Hn. 2, 4

Tbn. 1, 2

Roto-t.

 

 

  

               

             

            

            

p









       

 

 

 

 

p

 

Vla.

Vc.

   

 

 





unis.

p



poco pesante

   p



3

    3

poco pesante

     3

    3







 

  

   

    

   

3

3

3

  

    

p

con sord.

   

         

           

 

a2

Vln. II

Db.



p

      

Vln. I

Ob. 1

           

          

3


48

  371

Fl. 1

Fl. 2

Ob. 1

Cl. 1

Hn. 2, 4





          



   

   



 

Tbn. 1

 

 

       

















     

    

  

        

       

p

Tpt. 2

            

                   

Tpt. 1

 

     

Tbn. 2

Vln. I

 

      p

   cresc.

senza sord.          p

f

    

   



unis.



 







 



   



  



Db.

unis.

  

   

    

3

3

3



 



dim.

 

p

p



f

            

 



     

 

p cresc.

    

 



dim.

   

Vc.

                 

Vla.

       

dim.



f



dim.

               

cresc.

   

           

unis.

 

Vln. II



f

cresc.

senza sord.

       

p

3






49

R

    378

Fl. 1

Cl. 1

 

  

p

Cl. 2

Hn. 1, 3



 

p

mf

          

  

 

mp

mf

  

mp

  

mp

 

pp

Hn. 2, 4

Tpt. 1, 2

 

    

       

p

Tbn. 1, 2

Roto-t.

  

  

 

  

               p 

     

Cel.

 

 

 

open

  

pp

pp

 

pp

  

 

 

2.

p

B. Tba.

p 2.



            

  

p

 

mf

pp

      

 

R

Vln. I

Vln. II

Vla.

            

  

Db.

  

pp

Vc.

       

 

div.

pp

     

      

  

  

div.

 

pp

 

   

 

 

div.

 

    

div.

pp

  

 

     

 

     

   

  

       

 


50

Fl. 1

385               

mp

 

Fl. 2

Hn. 1, 3



             

             

mp

   

            

              

          

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

      

 

  

 

 

 

Tbn. 1, 2

  

 

 

 

 

Vln. II

Vla.

 

Vc.

unis. nat.

 

f

Db.

 

    f

 

 

Vln. I

 

            

 

 

 

           

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

 

Tpt. 1, 2

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

   

Hn. 2, 4

B. Tba.

mp

        

Cl. 1

Cl. 2

            

Ob. 1

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

             

   

     

   

    

   

 

     


        

 

            

 

        

  389

Fl. 1

Fl. 2

Ob. 1

Cl. 1

Cl. 2

  





   

   

  

  

 

51

S  







         

  



          p

   





        

   

p

p

Bsn. 1

Hn. 1, 3

 

Tbn. 2

Vln. I

Db.

   





  





    



     p

       

f

        p

   

unis. nat.

     

            

    



p







 

p

p

S

     

 

3

p leggiero

 

 

 

 

   

     

 

    

 

 

    



  

     

 

p

unis. nat. p

 

      

dim.

dim.

      

       

f

cresc.

     

p

dim.

      

cresc.

          

f

        

     

p

    

dim.

p

  

 

    

cresc.

p

  



              f

         

 

unis. nat.

     cresc.

 

         

  

 

Vc.

  

 

Vla.



  

  

Vln. II

  

 

Tbn. 1

p

 

Tpt. 2

Tpt. 1

   

  

Hn. 2, 4

B. Tba.

p sub.

p sub.

  

3

p leggiero


52

  397

Fl. 1

 

Ob. 1

Cl. 1

Hn. 2

Roto-t.

Vln. I



   



                         

 



  





  

   3

   3

             

      

     

3

3

3

            3

3

3

pizz.

pizz.

 

3

Cl. 1

Cl. 2



 



3

3



        

  

  



   

          

pp

div.

pp arco div.

    

 

     

      

 

     

      

  

  

   

 





   

         

  

  (div.)

(div.)  

   

(div.)

 

pp

 

div.

  

pp

  

  



 

             

                    mp                              mp                          mp                                            mp                                   

 

 

 

 

 

 

 

 

  

   



p

div.

mp

 

   

     







p

   

     

p



   

3

  

3

3

        

3

p

3

Ob. 1

Vc.

   

  



mp

 

Vla.

   

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

                     

  

Vln. II

   

        

 

Fl. 2

Vln. I

            

   

   

p

           

  

  

  

 

  

   

 

404

Roto-t.

Vc.

Fl. 1

   

 

Vla.

  

 

Vln. II

Db.

  

Cl. 2

Bsn. 1

 

 

 

 

 


          408

Fl. 1

                        

Fl. 2

Ob. 1

Cl. 1

Cl. 2

Tpt. 1

Vln. I

          



             mp 3

3

      3

3

3

3

             3

        

3

3

       3

3

3

3

        3

3

53

   

   

  

   

   

     

  

           

   

   

       

  

  

   

  

  

  

   

  

   

     

  

mp

mp

mp

     



       p

   

 

 

   

3

        

   

 

3

            

p

   

Vc.

mp

3

mp

Vla.

            

mp

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

      

             

Vln. II

Db.



 

Tpt. 2

Tbn. 1

  

B. Ob.

Bsn. 1

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

  

unis. nat.

 

 

 

 

p unis. nat.

 

p

unis. nat.

p

unis. nat.

p

arco

p

  p


54

 

414

Ob. 1

Cl. 1, 2

Bsn. 1

Tpt. 1

          cresc.

Tbn. 1

    

         

         f

Vln. I

Vln. II

Vla.

Vc.

Db.

    

         

   

mp

    

f

  

    

  

   

 

   

  

    

   



  

    

  

            

     

     

    

dim.

       dim.



    

dim.

f

  

 

      

p cresc.

 

       

f

        

cresc.

Tbn. 2

mp

                 

cresc.

   

mp

       

Tpt. 2

T           

      



p

p

p

       

dim.

 

p

T

       

 

3

  3

p leggiero

3

3

3



3

 

 

  

        

 

 

    

 

 

    

 

     

3

p leggiero

     



  

3

  

     

3

3

 3

 

3

   

   

Cl. 1, 2

 

   

    

Bsn. 1

  

   

   

422

Vln. I

Vln. II

  

Ob. 1

  

 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


  429

Ob. 1

Cl. 1, 2

Bsn. 1, 2

Vln. I

 

           

  

 

 

mp

 

Vc.

   

 

 

  

 



pizz.



mp

  

 

    poco a poco cresc.

 

 

 

 

 

 

  

 

 

 

 

      

   

          

           

poco a poco cresc.

 

 

 







 

 

 

  

 

  

 

 

poco a poco cresc.

 

poco a poco cresc.

   





 

 

  





 

 

   

 

B. Ob.

Cl. 1

433

Fl. 2

Ob. 1

       

f

   

  

f

        

       

   

f

 

B. Tba.

Roto-t.

Vln. I

Vln. II

Cl. 2

     

   

 

       

f

 

    

      

f

Vla.

Vc.

   

Db.

    

 

 

       



  



  

 

    



p

 

                            

f

 

 





 trem.  

         



          



pp

 trem.   pp                               

U 

      f      

p

f

    

                        

f

                         f                          

 

     

    

    

       

 

U     

                          f                                           mf     

 

f

Bsn. 1, 2



       

Fl. 1

poco a poco cresc.

 

  

              

mp

              

p

pizz.

 

 

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

Vla.

Db.

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

p Vln. II

55

 

            mp   div.     

   

 

 

   


56

  440

Fl. 1

Fl. 2

Cl. 1, 2

    



pp



 

 

 

 

pp

pp

Bsn. 1, 2

Hn. 4

 

p

  

  

pp

 

    

             

                 

             



mf

Cel.

     

cresc.

       p

 

cresc.

p

cresc.

      p

 

  

 

Vla.

Vc.

   

div.

 

  

  

  

  

 

  

 

 

 

 

     

arco trem.

 

 

 

     

 

pp

    

p

div.     

  

       

Vln. II

Db.

                

Vln. I

 

Tbn. 1

p

Tpt. 2

Roto-t.



Tpt. 1

Tbn. 2

cresc.


  447

Fl. 1

Fl. 2

 

  

 

Cl. 1

Cl. 2





 



V

   

57

  

   

To Piccolo

Solo

      f

5



  

 



         3

   p



3

5

  

     

  

 

           



3



     

Bsn. 1

  

  

  

Bsn. 2

  

  

  

   

 

  

   

   



  

     



  

    

Tpt. 1

  

Tbn. 1

Vln. I

f

dim.





 

454    







      

    

 

5

   

 

   

 

    

      

  

     5

p

p

   p    p

   p    

  

   

  

unis. nat.

p

unis. nat.

   p



     

    

  

 



 



    

 

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

    

      

   

3

5

 

   



    

   

 

   



    

   

     

  

    

      

  

         

           

   

           

   



    

   

  

   

     

             

   

   

  

  

   



   



3                                                        3 3 3 3 3 3 3

           

  

           

  

  

     

  

 



   

    

  

 

    

  

     

  

    

      

Vla.

    

p

V   

       





  

p

p

Vln. II

Vc.

dim.

Cl. 2

Bsn. 2

f

p

         

             

 

Vla.

Cl. 1

dim.

f

Vln. II div.

      

  Vln. I div.

Vc.

     

                    f dim.                                 

Tpt. 2

Tbn. 2

     

3

 

   

 

   



       

5

 

  

   



      mf



mf

      mf



  







    

   

     

   





    

   

     

   



mf


58

W

  

460

Fl. 1



    



2.

Vln. I

Vc.

Db.

 

      

mf cantabile

1.

a2



p

 

 

      

unis.

     

  

        

 

     

         

      

 

     

         



  

     

       

mf cantabile

      

unis.

  



  



   



mf cantabile

   

mf

    

   

   

   

3

3

3

mf cantabile arco

3

     3

3

3

3

mf cantabile

    3

3

          3

3

   

 

 

3

3

          3

3

3

   

3

 

 

     

 

     

 

     

 

     



3

3

3



3



 

  

Fl. 1

3

  

3

  

 

  

             

 

      

 

Cl. 1

Cl. 2

  

 

  

 

a2

Vln. I

Vln. II

Vla.

  

  

  

             

  

3

3

         3

3

3

3

3

3

          3

3

3

 

         

  

 

  

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

 

            



          

            



3

3

3

3

3

3

3

3

3

3

3

3

f

   

3

3

3

 

 

    

  

    f

   

 

 





f

            3

3

3

3

3

3

3

f

            3

         

f

         

3

                                 ff                                 ff       

f

          

  

                                    ff

  



       

 

ff

3

Db.

           

  

  

3

Vc.

 

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

Ob. 1

Roto-t.

 

 467

Bsn. 1, 2

 

Picc.

 

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

3

   



   

3

 

 

     



     

mf cantabile

  

Vla.

   

W    

Vln. II

         

     

f cantabile

  

Cl. 2

Bsn. 1, 2



       

Cl. 1

      

f


59

          

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

               

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

     473

Picc.

Fl. 1

             

Ob. 1

Cl. 1, 2

Bsn. 1, 2

Vla.

Vc.

Db.



                           

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

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

      

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

                  (ff)

  

 

 

   

 

 

a2

 

 

 

 

 

 

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

  

 

 

 



 

 

 

          

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

 

 

 

 

 

Vln. II

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



                           

ff

Roto-t.

Vln. I



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

                    

  

B. Ob.

               



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

 







  







 

 

 














X

60

         477

Picc.

 

  

 

   

       

Ob. 1

       

B. Ob.

      

Fl. 1

Cl. 1

Cl. 2

Tpt. 1, 2



   

   

Roto-t.

   

      

    

  

        

    

 

          



                

              

          

       

  

                

          

      

     



p

1. Solo

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

p

X

 

mf

mf

    

mp

     

   

     

half

    

 

   



Vln. I gli altri div.

  

 

pp

  Vln. II

1. Solo

         

mp

 

    

      

gli altri div.

 

   

      

gli altri div.

  

 

pp

 

 

1. Solo

           

mp

     

       

    

 

gli altri div.

 

   

half

 

 

     

half

     

   



 

 

    



Vla.

gli altri

gli altri



pp

               

1. Solo

mp

Vc.

gli altri div.

      

   



      

half

     

gli altri div.

 

   

 

 

 

 

 

 

 



pp sub.

Db.

     

pp sub.




  484

Fl. 1

  

Ob. 1

  

f

  

B. Ob.

  

f

  

Cl. 2

f

  

    

      

Roto-t.

  



  

  

  

  

  

 

  







     



half

             

   

 

  

  

  

 

ff





 

  

    

  

  

   

                poco a poco cresc.

 

 

       

 

61

  

 

 

  

  

  

     

poco a poco cresc.

 

 

  

  

  

  

   

   

 

 

 

 

 

    

  

  

    

poco a poco cresc.

  

poco a poco cresc.

                  

    

  

poco a poco cresc.

    

mp gli altri



poco a poco cresc.

  

Vln. I



 

  

     

  

 

poco a poco cresc.

 

poco a poco cresc.

  

f

Tpt. 1, 2

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

Cl. 1

Bsn. 1, 2

  

 

                  

 

        

 

poco a poco cresc.

half

 

     

             

                 

mp poco a poco cresc.

Vln. II gli altri

  

 

 

 

poco a poco cresc.

half

Vla.

    

   

    

    

     

poco a poco cresc.

gli altri

poco a poco cresc.

half

Vc.

  

gli altri

     

  

poco a poco cresc.

 

   

 

 

poco a poco cresc.

Db.

 poco a poco cresc.


62

   488

Fl. 1

Ob. 1

B. Ob.

B. Tba.

Roto-t.

 

        

      

  

    

     

  

    

       

  

           

       



    

    

       

ff

         

ff

ff

            

  

p

     

   

    

           

   

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

ff

     ff

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

  

   

     

                 ff

      

ff

          

   

     

 

     

  

 

   

   

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

 

  

    

Y

 

     

   

   

  

   

  

  

  

   

ff

  

ff

  

      

            

   

         

ff

    

 



ff

 

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

     

Tbn. 1, 2

ff

        

   

Cl. 2

Tpt. 1, 2

f

         

Cl. 1

Bsn. 1, 2

  

Y

Vln. I

  

 

 

ff

       



            



            

 

ff

Vln. II

    

      

 

    

   

 

ff

     

Vla.

 

 

Vc.

  

Db.

    

         

  

 

   

ff

ff

    

ff

ff

            

ff

     

   


  494

Picc.

            

ff

Fl. 1

Z

      

ff

B. Ob.

 

Cl. 1

 5

    

  

3

5

  

3

 

3 3

   

          

5

ff

Cl. 2

3

3

3

     

ff

  

          

5

ff Ob. 1

5

63

    

5

  

3

3

    

  

3

3

ff

Bsn. 1, 2

Tpt. 1, 2

B. D.

Roto-t.

      

    

                                 

Tbn. 1, 2

B. Tba.

     

           

       

     

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

 

         

 

     

      

fff

     

 

Db.

  Vc.

     

ff

     

ff

     

   

     

      

     

     

      

     

     

      

    

 

    p

 

f

 3        p  f      p

Z

3

  



     

  





 

  

         

   

    

 5

   

 5

   

ff

5

 

 

5



  



  

ffp sub.

ffp sub.

 

ff

  

ff

     

     

ff

ff

ffp sub.







 

f

ff

div. a2

f

Vln. II

div. a2

ff

Vla.

ff

div. a2

 

Vln. I div. a2

3

fff

 

ff

        





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

   

    

  

a2

    

ff

              

      


64

  499

Picc.

  

Fl. 1

  

Ob. 1

 

B. Ob.

   

Cl. 1, 2

Bsn. 1, 2

Tpt. 1, 2

Tbn. 1, 2

B. D.

  

Db.

     

    

 3

   

     

3

3

3

      

       

3

       3

      

   

3

   

3

   

3

    

 

  

     

       3

     

  

   

 

     

3

 

      

    3

    3

    3

     

      3

3

 

3

       

 

     

3

  

ff

     

  

 

     

 

     

 

 3

3

ff

3

 

    

    

    

3

3

3

3

   

      

     

     

  3

    

3

  3

  3

     

    3

3

      

    

3

     

     

     

3

 

 

 

 

 

 

 

 

 

 

 

       

 

      

     

 

3

 

     

3

  3

      

3

  3

  

  

       

       

       

       

       

       

       

  

  

       

       

       

       

       

       

       

  

   

       

       

       

       

       

       

       

  

     

     

     

     

     

     

     

     

  

Vc. div.

    

     

 

 

Vla. div.

 

Vln. II div.

    

     

  

Roto-t.

Vln. I div.

 

 

      

      

   

  

      

      

      

      

     

 

      

      

  

  

      

      

      

      

    

 

       

      

  

   

       

      

       

       

     

 

       

       

   

   

       

       

       

       

     

   

       

       

   

   

       

       

       

       

      


  502

Picc.

  

Fl. 1

Ob. 1

B. Ob.

Hn. 2, 4

   

3

   

3

   

  

 

     

  

Cl. 1, 2

Bsn. 1, 2

 

  

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

open

 ff

   

Tpt. 1, 2

 

Tbn. 1, 2

B. Tba.

B. D.

 

 

     

3

  

 

 

 

 



  

 

 3

      

     

3

  3

  

     

3

       

     



   

       

       

       

       

     



   

        

        

        

        

      

   

     

     

     

     

    

         

   

         

              

   



 

 3

     

         

   

 

       

   

       

   

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

           

         

               

ff

 

         3

       

   

 

3

       



 



 

       

       

 

 

      

3

 

       

Vla.

Db.

   

 

Vc.

  



  

 Vln. II

 

  Vln. I

  

    

 

 

Roto-t.

  

 

           

         

              



    

     



     

    



     

    



   

    

    

 

    

 

 

 

   

 

 

    

 

    

 

     

         

 

     

 

  

65


66

   505

Hn. 1, 3

a2

   a2

Hn. 2, 4

Tpt. 1

Tpt. 2

Tbn. 1, 2

B. Tba.

Vc.

Db.

 3                3 3 3               3            

3

3

                   ff              3

3

 



3

3



 

Cl. 1

Cl. 2

Hn. 1, 3

Hn. 2, 4

3

3

  Roto-t.

p

  

3

3

   3

3

3

 

  

  

3

   3

  

3

 

cresc.

           

p

cresc.

fp sub.

  

 

Vla.

unis.



 



 





 

 

 

  

                             cresc. p unis.                         unis.

cresc.

           cresc. unis.

p

               

p

3                3 3 3           3

p cresc.

p

3

    

Vln. II

fp sub.

Db.

    

               

fp sub.

       

 

 

Vc.

3

fp sub.

Vln. I



   3

 

3

3

3

               mf cresc.                         p cresc.                               cresc. p                         cresc. p                                  

                          

Tpt. 1, 2

B. Tba.

  

  

3

     

3               3 3

 3



3                 

3

3

3



Fl. 1

3

Bsn. 2

3

3

        

509

Bsn. 1

            

3

                             3

3

 3                3 3 3 3 3       3                     3   3 3         

 

Picc.

  

3

cresc.

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

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

p

cresc.


AA        512

Picc.

    

      

ff

Fl. 1

ff

Cl. 1, 2

ff

Bsn. 1, 2

      ff

Hn. 1, 3

67

   

 

fff

a2

Hn. 2, 4



 



 

 

fff

       fff    

Tpt. 1, 2

Tbn. 1, 2

 

 

 

 

   

    

   

  

 

   

 

  

fff B. Tba.

Cym.

   fff

  

 

  

AA    

                                                      

                                                         

 

                                                

          

                                                       

                                                

          

                                         

     

       

fff

Tub. B.

 

   

fff

fff

Vln. I div. a3

fff



fff

  

 

 

    

       

 

 

    

       

 

 

    

 

        

       

 

 

 

    

       

 

 

 

 

   

fff

Vln. II div. a3

  

                                                                                                                                              

  

        

  

  

   

                                                                 

                                                                      

   

       

          

  

                                                                                                    

fff

fff

fff

Vla. div. a2

fff

  

 

      

          

 

 

      

          

 

 

      

                                                              

              

          

        

          

 

 

      

          

 

 

 

                                                   

        

                                                                                                    

fff

Vc. div. a2

fff

Db.

 

fff

  

  

      

          

  

  

      

          

  

  

      

            

          

  

  

      

          

  

  

  

     


68

    518

Hn. 1, 3

 

Hn. 2, 4

Tpt. 1, 2

Tbn. 1, 2

B. Tba.

Tub. B.

 

  

 

 

 

 

 

  

 

a2

   

  

  

 

  

  

  

 

  

 



 

 



 

 

                  

                                                                                                                

                

                                                                                     

Vln. I div.

                 

                           

                                                         

                                                                                                      

Vln. II div.

           

  

  

      

          

  

  

      

          

            

          

  

  

      

          

  

  

      

          

  

  

      

           

 

 

      

          

 

 

      

          

          

          

 

 

      

          

 

 

      

          

 

 

      

                       

   

                      

        

                                    

                                       

    

   

                      

                                              

                                       

Vla. div.

                

                                                                                                                                     Vc. div.

Db.

            

  

  

      

          

  

  

      

          

            

          

  

  

      

          

  

  

      

          

  

  

      

                                                                                                      


69

 





524

Fl. 1

Ob. 1

Cl. 1, 2

Hn. 1, 3

   

  

  

  

  

  

    

poco a poco dim.

  

Hn. 2, 4

         poco a poco dim.

Tpt. 1, 2

   

Tbn. 1, 2

B. Tba.

Tub. B.

 

poco a poco dim.

 

 

poco a poco dim.

Vln. I

 

  

   p

 

pp 1. pp

2.

pp

 

 

  

pp



  

  

 

 

 

 

 

  

                      

 

                                p

poco a poco dim.

                               

p

poco a poco dim.

  

 

 

 

       

  

pp

  

poco a poco dim.

 

                                                                                     p poco a poco dim.

Vln. II

  

       

  

poco a poco dim.

  

      

          

  

  

      

          

  

  

     

         

  

  

     

                      pp

  

        

 

 

      

          

 

 

      

          

 

 

      

          

 

 

      

          

  

  

                      

poco a poco dim.

                

   

              

   

            

   

                  

            

   

                   poco apocodim.     

                

   

              

   

            

   

                  

            

  

                                                                                            

poco a poco dim.

 

 

      

          

    

pp

Vla.

poco a poco dim. Vc.

Db.

   

       

  

                                                                                            

  

poco a poco dim.

poco a poco dim.

  

      

          

  

  

      

          

  

  

     

         

  

  

     

         

  

  

     

         

  

  

     


70

  

Ob. 1

 

B. Ob.

  

 

 

 

 

 

 

 

 

 

 

530

Fl. 1

pp

Cl. 1, 2

Bsn. 1, 2

Hn. 1, 3

pp

 

1.

   

Tpt. 1, 2

   

pp

Tpt. 2



Vln. II

Vla. div.

pp

  

   

 

    

 

    

        

   

pp

  

   

pp

Vln. I

pp

pp

   

pp

pp

Cel.

2. pp

  

Hn. 2, 4

Tbn. 1, 2

 



mf

 

        pp 

   

  

            

         pp 

                                               

pp Vc. div.

Db.

   

      

  

  

     

  

      

  

  

     

  

      

  

  

                  pp 

                                                   pp

   

 




71

    

Ob. 1

    

B. Ob.

    

Cl. 1, 2

     

     

Lento

q = c.60

536

Fl. 1

Bsn. 1, 2

Tpt. 1

 

Tpt. 2

B. Tba.

Cel.

       

con sord.

      

p cresc.

      

con sord.

      

         ff

             

   

p cresc.

ff

ff

pp

p

    

p

con sord.

     

p

cresc.



   

     

    

    



    

    

cresc.

cresc.

    

cresc.

 q = c.60

 

  

 

 

 

    

 

 

  

 

 

 

 

  



 

 

  



con sord. half div.

   

  

 

 

 

 

 

  

 

 

 

 

 

 

 

pp

 

con sord.

  

pp half div.

con sord.

pp

pp

con sord.

  

pp

Vla.

pp

con sord.

 

pp

 

 

con sord. pp

pp



   

    

half div. con sord.

  

pp

p

pp

ff

     



 

Db.

   

Vc. div.

pp

half div.

div.

  

  

Vln. II

    

      

    

Lento

Vln. I

con sord.          p cresc.

Tbn. 2

         



p cresc.

Tbn. 1

      

con sord.


72

        

543

Tpt. 2

ff

 

Tbn. 1

    

 

Tbn. 2

B. Tba.

 

Vln. I div.

 

  

 



   

   



 

    

  

mp

mp

      

    

 

  

    

 

      

      

 



      

       

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

ff dim.



mp

pp

dim.

    

  

   

pp

dim.

     ff

pp

dim.

ff

   

pp

mp

      

Vln. II div.

  

  



Vla. div.

 

 Vc. div.

Db.

 



 

 

    

   


 

549

Ob. 1

B. Ob.

Cl. 1, 2

Bsn. 1, 2

Hn. 1, 3





 

 

 

  

 

 

 

  

        

    

 pp

pp

pp

pp

 



a 2 con sord.

  

mp

Hn. 2, 4

 

Tpt. 1, 2

    

        

Tbn. 1, 2

B. Tba.

    

   



 

con sord. 4.

   

mp

     

      

 

  

mp con sord. 2.

     

a 2 (con sord.)

  

  

mp



    

mp

  

 

              

   

   

  

cresc.

  

a2

f

dim.

         

      

            

       

         

       

cresc.

cresc.

f

  

a2

dim.

f

dim.

f

cresc.

dim.

Vln. I

  

 

 

  

  

  

 

  

  

 

  

ff

Vln. II

  

  

ff

Vla.

 

  

 

ff

Vc.

Db.

  

  

ff

ff

73


74

Fl. 1

BB Tempo cominciato q = 132    555         p

Ob. 1

   p

p

3

3

   

p

      

     

3

   

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

       3

3

      

      3

3

3

  

3

                     

      3

3

       

   

Tempo cominciato

3

3

3

  

       

3

3

 

   







     

 

 

pp

3

 mf





 mf











 



 



q = 132

 

 

gli altri div.

pp

 

     

     

     

     

     

     

     

     

mp

mp

     

     

     

     

     

     

     

      

 

 

       

      

      

      

      

 

   

      

      

      

     

     

     

     

 

   

     

     

* 2. Soli div.

mp

mp

gli altri

  

 

pp

 

** 2. Soli div.

mp

           

              

             

              

           

              

   

gli altri

pp

    

        mp       

 

  3

  

pp

Db.

3

     

3

 

  

Vc.

gli altri div.

Vla.

       

  

pp

* 2. Soli div.

Vln. II

3

3

 

pp

  

Vln. I

   

  

 

 

 

3

     

3

     

 

pp

 

BB

 

3

pp

 

Tpt. 2

   

p 3

 a2  

Tpt. 1

    3

  

Hn. 2, 4

Tbn. 1, 2

3

      

Cl. 1, 2

Hn. 1, 3

3

 

B. Ob.

Bsn. 1, 2

3

     

       

*** 2. Soli div.

mp

      

mp

            

pp * Preferably, these soli should be at the back of the violins ** Preferably, these soli should be at the back of the violas *** Prerably, these soli should be at the back of the violoncelli

               

            

              

            

              

   


  558

Fl. 1

Ob. 1

Tpt. 1

Tpt. 2

      

    



     

3

3

3

      

        

Cl. 1, 2

 

    

   

B. Ob.

Bsn. 1, 2

     

3

  3

      

       3

       



     

2.Soli

        3

  

 



2.Soli

gli altri

Vla.

2.Soli

2.Soli

Db.





      

        

       3

 

      

            





    

 

 

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









   

3

3

3

  

3

   

        

      3

      

        

        3

3

p

      

3

       

p

3

3

p

3

p

       

         

  

 





 

  



  

 

3

p

 

  

  

    

 



      

    





     

           

     

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





           

     

           

     

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

 

 









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

 

 

 

 

         

 

    

     

           

     

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

     

 

     

 

         

 

    





                  

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





                  

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





  





             

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

 

 

                

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





  





    

Vc.

3

3

 

75

  

gli altri

  

     

           

            

Vln. II

      

3

            

   

 

  

gli altri

3

   gli altri 

  

3

    

Vln. I

     

 


76 Poco meno mosso, espressivo

    563

Picc.

Tpt. 1

  

p

 

 

 

5

      

p

Wind Ch.

    

       p

Tpt. 2

 

     

 

ppp

 

 

 

 

 

Poco meno mosso, espressivo

  unis.   tutti

Vln. I



 



p













  

  

  

    









 





p tutti unis.

 

Vla.



 

  

tutti div.

Vln. II



 

p

Vc.

 

Db.

  

Picc.

Hn. 1, 3

 570    

  

Hn. 2, 4

   

senza sord.

 



p

 

senza sord.



p

B. Tba.

Wind Ch.

Vln. I



 



 



 



     

     

  

   

    

  

    

      

   

   

  

  



   

     

   



 

 

Rall.

 

pp

 

 

pp

 

 

 

 

 

 

 

   



 

pp

Vc.

Db.

 

p

  

Vla.

 

   

Vln. II

Rall.

 

  p

 


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