McCabe THREE PORTRAITS FROM ARTHUR

JOHN McCABE

THREE PORTRAITS FROM ARTHUR 2010

FULL SCORE

NOVELLO

INSTRUMENTATION

* * *

*

Piccolo (optional) 2 Flutes 3 Oboes (2nd optional; 3rd doubling Cor Anglais) 2 Clarinets in Bb Bass Clarinet in Bb Alto Saxophone 2 Bassoons Contrabassoon (optional) 4 Horns in F 3 Trumpets in C (3rd optional) 2 Tenor Trombones Bass Trombone Tuba Timpani Percussion: Rototoms (or Marimba) ** Clashed Cymbals Side Drum Bass Drum Tam-tam Xylophone Glockenspiel Tubular Bells:

Harp Celesta (or Piano) Strings * **

All transposing instruments are written in C The Rototom (or Marimba) part can also be played on Piano Duration: c. 21 minutes

Commissioned by the Maidstone Symphony Orchestra for their Centenary and first performed by them on 26th March 2011 in the Mote Hall, Maidstone, conducted by Brian Wright.

COMPOSER'S NOTE

The diptych of ballets on the legends of King Arthur, Arthur, Part I: Arthur Pendragon and Arthur, Part II: Le Mort d'Arthur were commissioned by Birmingham Royal Ballet, with choreography and scenario by David Bintley, and written during the period 1998-2000. The first performances were with the Royal Ballet Sinfonia, conducted by Paul Murphy. In these Portraits of three of the principal characters, the music is taken from different sections of the two ballets, with some recomposition and, inevitably, re-ordering. All but the first movement are taken from the second ballet. Lancelot alone (Passacaglia): This movement is taken from Act Two of the first ballet, and depicts Lancelot alone, keeping vigil in a chapel – tormented between his love for Arthur and his growing passion for Guinevere (who is shortly to marry Arthur), he expresses his emotional turmoil in an extended solo. Musically, this is a Passacaglia on the bass line heard shortly after the beginning. Guinevere (Courtly Dance and Pas de deux): From Scene Two of Act One of the second ballet, this combines Guinevere’s stately dance, as she welcomes the guests to a summer garden party to celebrate the Fellowship of the Round Table, followed by the intense Pas de deux for Guinevere and Lancelot in which they declare their guilty love for each other (Scene One, Act Two). Arthur (The Last Battle, and Transformation): At the Battle of Camlann (Act Two, Scene Five), Arthur and his treacherous illegitimate son and would-be usurper Mordred lead opposing armies in their final struggle, in which Mordred dies and Arthur is mortally wounded. This symphonic scherzo leads into the final pages of Scene Six, where Lancelot and the dying Guinevere recall their passion for each other, and their devotion to Arthur, who is shown at the back of the stage transformed into The Once and Future King. © Copyright 2010 by John McCabe

Preparation of the full score sponsored by Chris Gibbs, Chairman MOS in its Centenary Season 2010 - 2011

To the Maidstone Symphony Orchestra, in celebration of their Centenary

Three Portraits from "Arthur" 1. Lancelot alone (Passacaglia)

Piccolo (optional)

Flute

1 2

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Oboe 1

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 

Oboe 2 (optional)

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Oboe 3 (+ C.Ang.)

John McCabe 2010

  

Adagio q = 66

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Alto Saxophone

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Contrabassoon (optional)

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Clarinet (Bb)

Bassoon

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2 Horn (F) 4

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Trumpet 1 (C )

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Trumpet 2 (C)

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Trumpet 3 (C) (optional)

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Tuba

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Harp

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Adagio q = 66

Violin II

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Bass Trombone

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rev. 04/11

All Rights Reserved

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 

 

                                   

Ob. 1

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

    p   

  

   



p

  

2   

          

p

 



 

  

p



22

  

  

 Fl. 1 

Db.





 



Hp







  Vln I  

2 4

p

mf

  



 



Hn

 





 







  

    p  

Hp









p

Glock.

 



 



    1  Hn 3    p   2      Hn  4 

Tpt 2

 



 

 

   mf   

mf

  mf

 

mf

 

mf



   



   

      

 



       mf         



mf

         mf



mf



 



            f













     f      

 

     p

    p

      

p

           









tutti unis. pizz.

          









f













3

1 2

Ob. 1

Ob. 3

Cl. 1

Cl. 2

















   













   













  

















   

 



  



p

                     Bsn 1 

6

p3

f



3





S. D.

Hp

Vln I









f



  





   





  



p

f

 p



 

  





  





  





  





  

p

f

 p

f





p







p

f

p

 p

  



con sord.               

    f

                





     



3

6

3

f



3

6

3

f

3

6













p

 



















































     f    

   

6

 

p

(fast arpeggio)



































Vla

  

Vc.



  













arco



6

3

             

p

     

nervoso

3

pizz.

mf



p

f

   

div.

     

 

                         f pizz.









 

pp

dim.









 











6





 

                 

6

    



p

3

f



p



   p



p







p

(con sord.)               



mp





f



 



p







 

Vln II

Db.



         

p



p

Tuba

  





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

p

Tpt 2



p

f

Tpt 1



   



Alto Sax.





  36

Fl.



4

 Fl. 1 





























3

44

Fl. 2

Ob. 1

Ob. 3

Cl. 1













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

6

 



6

 

p

dim.

Tpt 1



6

6

p

f p

3

   

p

mf





p



mf

     

p

mf









mf

mp

  



       



mf

p

      

p

mp











































f





           p





























 



p

f

 





6     

f

p



 

1st Desk





Vln I

Vln II

arco

Vc.

 

gli altri div.





f p





























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

6

 

mf

mp

6

 

mf



f p 3



3

6

mp

mf

 

6

6



mp

6

3

6

mp

mf

6



    



{         



   



p

Tutti

Tutti div. a2



   

p

p

  

p

3

     p







    

   











 



   



  



  



  



  



pp







pp



p

   

pp

    

f





 

mp



   

   

 div. {  a 2       

f

                  6

6

6                                   

unis.

3







p

3







3

6





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

p







p

 

1st Desk

 



p





  







  

gli altri div. a 3



















      

    

Vla

mf

f





 

p

mf





mf

         





6

 

p



3

3







B. Tbn.

Db.



mf

     



Tpt 2

Hp

3

  

p



            6

S. D.

f p

3

mp

6                             6 6

                    

 

f

Tuba

6

6

   

mp



                       

 

p

Bsn 2

mf

mf

6



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





 

Bsn 1

3

6

mp



Alto Sax.

mf

6



mp

B. Cl.



mp



Cl. 2



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





pp

pp

pp





5

 Fl. 1  51

    p

    

Fl. 2

p

                                mp

6

6

cresc.

f

 

6

                                 mp

6

6

cresc.

f



p

 

6



p

 

 

                                                              6 6 6 6 p

f

cresc.

dim.

6

3

p

dim.

6

3

p

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

6

cresc.

6

6

f

6

Ob. 1

















Ob. 3























     

Cl. 1

p

Cl. 2



  

  

mp

p

B. Cl.

mf

Hp







p





f

     



mp

f

 







p

f





































 







            















 





















mf



Vla

mf





 

6





6                     



p3

6

p3





6

f

6

cresc.





f



















f

  







p

f

p

f













poco a poco cresc.



























f

 

6

p



  

6

 

 



p



 



f

mp

  

6 cresc.

6

6

cresc.

       f

mp

f

6 dim.

f

6 dim.

6

f

3

p



p

 



     





p



  



f



p

6         3                                          6 6 6

p



poco a poco cresc.

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

p









f

p

p

 







                  







                   

f





p

3 6  6        





p



mp

f

  

6

f

                          6

f

6



cresc.



  

Vc.

mp

  

unis.

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

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

mp

 

 









 

Vln II



  





Vln I (div.)

Db.



6







B. Tbn.

S. D.



f





Tpt 2

Tuba

cresc.

  

6 dim.



Bsn 1

Tpt 1

6

f



Alto Sax.

Bsn 2

6

6          3                                        6 6 6 p p

cresc.

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

     





pizz.



  f



p







6

4 58  1 Fl. 2 

Ob. 1

Ob. 2

Ob. 3

Cl. 1

Cl. 2











        









Bsn 1

Hn

1 3

Hn

2 4



mf

mp

3

6

f mf

     



ff

mf

3

 



f

mp







  cresc.

                











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



6

mp3

6

f

6

mp

3

f

6

mp

cresc. 6

6



6

 



                                     6

mp

cresc. 6

6

cresc. 6

6

6

                                     6

mp

     



 







6

    

 

 





 





 







 















 























 















 



                  



p







 

p





































p



f







 

 

mf

f mf

  

f

                 

Vla

   

Vc.

mf





     f mf



 



f



 

 



arco

f





    



  

unis.

 

 

 

  cresc.

 

6 3     3                                6

arco nervoso 6

mp

 

mf

  mf

f

 

mp

 

f

p

f

p

             

   

 

 

  

 

 

 

  

 

 

p

     

       



                        p

f

 

    



 

    

 

 

 

    



 

    

 

 

cresc.

 





 



mf



 

               



mf

   





                         





4  Vln I  

       



p





 

Vln II

       



f

                          p







f

 

B. Tbn.

Db.



6

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

f



mf



3





 

f



6



      



3



3



    





mp



             

  

ff

mf

3

3

cresc. 6



1 2

S. D.

6

      



6

mp



Tpt 3

Timp.

6

mp

   





Tpt 2

Tuba

mf

3

     





 

Tpt 1

Tbn.

6



            



    

 

mp

mp

  



     



mf Alto Sax.







B. Cl.



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

a2



 



f

  cresc.

  cresc.

     





    

 

     





    

 

   

7

   64

Picc.

Fl.

1 2

Ob. 1

Ob. 2

Ob. 3

Cl. 1

Cl. 2

   

 

                     6

6

3

ff

                   mp

6 cresc.

6

3

ff

                     6

  

6

3

ff



mp

cresc.

3



 



 

ff

 



6

           3

3

ff

ff

   



 



 



  



 











 

f

Tpt 2

Tpt 3

Tbn. 1

Tbn. 2

B. Tbn.

Tuba

                     

B. D.

Vc.

Db.

 

  

 

        ff

 

 

 

     



ff



                       f ff    

  

         3

  

  





 



 



         3

 ff



           3

ff

                fff              



6 3                 fff             



fff



3

6

3

fff

6

3

fff

6

3

            

 

a2

 

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



 

            

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



 



 

          6

          6

           6

6

                                                     

6

 

   

fff

  

 

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



 

             



 



 

            



 



 



 

3

6

3

6

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

3

6 3

6

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

3

3

3

3

3

6

3

3

6

3







  



a2



a2

 

senza sord.

 

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

6

3



























   





  

   







       



div. unis. a 3

fff

      fff





mp

fff

  

  

mp



  

  fff

 



div. unis. a 3

    

mp

fff

mp

fff

mp

mp

 

   

 

fff

mp

mp

fff



mp



fp

   fp

   fp

   fp

   fp

 

fp

 

  

fp



fp

 

  

fp

   fp

    

pp

     

fff unis.

   

  

div. a3

unis.

 

   

mp

 

  

div. unis. a 3

div. unis. a 3

   

   



senza sord.



       mp

fff





div. a3



3



mp

fff

6



       



 

               



    

3



ff

 

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

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

6



 

 



 

 







div. a3

3

    

6

       

 



3

6



6





6

3

    

6



   

3

               

6



      

6

3





3

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



fff

3



3

6

 



6

3

6



 



3

6





fff

ff

6



ff

            

   

 

3

 

 

 

6

                      

 

fff

3



   

fff

6





   

fff



 

3

Vla

ff

 



   Vln I  

Vln II



 

3



 

  Timp.   S. D.

f

ff

6





Tpt 1

fff

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

            6





 

 

                

fff

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

Bsn 1

                  

3





2 4

6



 

Hn



3

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



 

                       

6



 

  1 Hn 3 



                

Alto Sax.

Bsn 2

                

fff

 

                     6 3 ff cresc. 6                             

   

                       6





3

cresc. 6

B. Cl.

 



fp

   

fff

fff

div. a3

    fp

   

fp

  

  

fp

 

8

               70

Picc.

3

3

3

ff

             a2

1 Fl. 2

Ob. 1

Ob. 2

3

3

Cl. 1

Cl. 2

B. Cl.

Alto Sax.

Bsn 1

Bsn 2

3

3

3

3

3

3

Tpt 1

Tpt 2

Tpt 3

Tbn. 1

Tbn. 2

B. Tbn.

ff

                            

  1 Hn 3  2 4

ff

              

 Cbsn  

Hn

ff

                      

3

Ob. 3

3



     

          

3

3



ff

                      ff  3 3 3                      ff               3

3

3

3

3

3

   ff

              ff                     3

3

3

3

3

3

3

3

3

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

ff

 

ff



 ff  

 cresc.

ff

cresc.



  ff 

cresc.

ff

 



cresc.

cresc.







cresc.

ff

 



cresc.

ff

 cresc.  ff        Timp.   Tuba

ff

cresc.

            

   

Vln I



 unis.

Vln II

    

unis.

cresc.

Vla

Vc.

Db.

      

 

cresc.



 

 

      

 

       



 

              

  

    

  

   

 

  

 

  



  

 

   

  





   

  





   

   

 

   

 

       

 

        

p







 

      solo          dim.

       dim.













dim.

p

                



 

    





 

    





 

    





 



 



 

    



 

   



 

   



 





 







 









 

   

 To Cor Anglais

dim.

dim.

     















 

   

p

    

pp

p





dim.

p





dim.

p





dim.

  

 

pp

pp

 



pp

  





  













 

  













 



   









 

   









 

    



 

        dim.  pp          



 



   

dim.

 



dim.

 

p

p



dim.





pp

dim.

ppp



































   











 





       

  

   

   

   





 

  

      





 

   

dim.

 

 

p



p

dim.

 

   

 



dim.

  

 

    



 

 

  

ff



dim.

  

           

5       

 

 

       

 

ff



 

    

  ff  

  

  



    

dim.

                

  

  

 

   



 

 

     

  

 

 

               

 

  

   

 

  

 



       

 

           

ff

cresc.

 

 

 

ff

cresc.



 

   

ff

        

 

 

 

  

             B. D.   f cresc.   Cym.     

  

 

       

S. D.

Hp

 

       

ff

 

 

     

 





 

 

    

ff





       

       

ff

cresc.

5

 

  

    

     



        



f

              

   

          

    

       

            

dim.

dim.

dim.

dim.

dim.

















    





 





   





 









 

    



 

   



 

 

 

p

p

     p

 

pp

pp

9

   80

1 Fl. 2

Ob. 1

 

    





 



 





 



 



 





 

p

Ob. 2

 





 



 





 

Ob. 3

 





 



 





 

1 2

 

Cl.

B. Cl.

 



mp

         



 

       

mp





   

  



 

 



          





  

 

p

 

p

  

 

 

Alto Sax.

 





 



 





 

1 2

 





 



 





 

Cbsn

  





 



 





 

  





 



 





 





 



 





 

  

   

  

Bsn

Hn

1 3

Hn

2 4

 

Tpt 2

 

con sord.

 



mp



 

 

  

p

Tpt 3

 





 



 





 

Tbn. 1

 





 



 





 

Tbn. 2

 





 



 





 

B. Tbn.

 





 



 





 

Tuba

  





 



 





 





 



 





 

Timp.

Tub. B.

Hp

Vln I

Vln II

   

        





mf

          

    

mf

    mf

 

Vc.

 

       

    

 





    

 





   





  



    

                

mp

  

     



  

mp

Db.



  

mp

Vla





  

  





 

  

 

  

 

   

  

  

 

 



         mp

 

           mf

           mp



  

   

  

 

   

  

 



 



 



   

p

  

     

p

  

p



   

10

2. Guinevere (Courtly Dance and Pas de deux)   

Moderato grazioso q = 66

Fl. 2

 

Cl. 1





 



                    mp

     



  

  





                  

         

   

         

  

mp

p

p

  

Vc.





p

mp





   

 

p

p

mp

mp









    

















p

p

   

            





   

















 















 

  

    p    

  

 

  

  

  



   



  

p

  

            

   



 p

   

p

mp

 

p

   

mp

p

mp

p

Vla



mp

Moderato grazioso q = 66

Vln II



        



     Vln I       

Db.

 



 

B. Cl.

Alto Sax.



p

p



p

  

   



p









  



mp

   

 









mp

mp



  



 



 



 



 

mp





 

mp

 

 



   10

Fl. 1

Fl. 2

Vln I





   











Vc.

 

Db.

 



 

                      



  



 







  



   p



 



 



 



        Vln I 

  

 





 



 

Vc.

Db.



 

 

 

 

 

 



 





 

 

  



mf





  

 























  



 





 

   







  

  

 

 







mp







 







  mp



 



  

   



 

 

mp





 



mf



mf

  

mf



mf



 

  





 

 

[Eb]



    

 

    



 



 

 

 

 

 



 

 

  

[E§ G#]



























p















































 

p

p







mf



 



    

 

[F§]



mp





p



f



      



mp







    

   

 

             

p

p



   

   

  

f

f



p

   

   





  



f



p

f





   



 



p

 



 p

f





Vla

     

   

   

 

    



  

19

    





 

        Fl. 1  

Vln II

      



mp







p





Hp

p

             

   



p

   

Vla

   



                       

     

Vln II

 









11

6 25  Fl. 1  

mp

  

Fl. 2

mp



C. A.

  p

Cl. 1

Hp

   mp





    



    





 





          

6  Vln I   

mp



Vln II



mp

  

Vla

mp

Vc.



mf

     





















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

mf

cresc.



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





















cresc.

cresc.

 











 



 











  



mp

mf



























              

    

 







    

 

 

 

mp

cresc.

              

     







mp

Db.

              



 











  





 



























 













cresc.

mf





 



 



 



   

cresc.



cresc.

















  













  





 

mf



 



mf

cresc.



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

mf

cresc.





     





 



 

mf







    

 



    

 





        p 33

Fl. 1

Fl. 2

    p

Ob. 1





   

  

  



 





Cl. 1

Bsn 2

      

  p

 p

 

 







    p

Vc.



 













 











cresc.

cresc.

 























   



   

  

     p



             

mp

  mp

   









 

 

     

 

   







 

cresc.

cresc.

 cresc.

 







  

 









  

 

     

 

 

                       



 



 

mf











 













mf





 



mf



  

   





 

 

















  

 







  

 



 



 



     

 



 



 



     

 

mf

mf

 

                       

mf

cresc.





      



cresc.





mf



   



p

Db.

mf

          



       

cresc.



 



p

p

Vla

mf

cresc.



  Vln I    p Vln II

mp cresc.



                      

       



               

mp

C. A.



12

7

  Fl. 1   41

Fl. 2

Ob. 1

C. A.

                                                 

          

                                                 

          

f

 

f

                                    

 

f

dim.

      



 







f

B. Cl.

 



Bsn 1

  





 









  









  













f

Hn. 1

   





  





  





  



f

Hn. 3

f

Hn. 2



f

Hp



     f

  Vln I   Vln II

Vla

Vc.

Db.

 







 













 







 

  

 







 

 

  

 







 

 

  

 







 

 



  

 







 

 

  

  

 







 

 

  

 







 

 

  

 







 

 







 

 

 







 

 

 





  







 







 



  

dim.





    





p

p

p

p

p

p



      [Ab Fb]

p



  





[Cb]

p



                                                 p

f

 



 



 



dim.





f





  



 

f











f

   f













 

 



  

 







 

 

  





   



 



 

  





 







  



 







dim.



 





dim.





p

p

p



 

  



dim.



 

 

dim.

 





dim.

 

















 







  



 

p

  



dim.

      









mp

p





dim.

           

   







[Eb]

 





[F§]

 





 







        





 







dim.

p

mp







      





 









  





dim.

   

7

 

 

p

p



    dim.

f

Hn. 4



dim.

f

Cbsn

dim.



f

Bsn 2

  

 



      

mp

p

dim.

mf

Cl. 1

p

dim.







p

 



 

  

 

 

pizz.







 







  

   

13

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

Adagio espressivo q. = 60

        Fl. 1   52

p

  

    

  

    

  



    



Fl. 2

p

Cl. 1

p

B. Cl.

mp

                      mp

          





p

Bsn 1

p

             

                       mp



  



 

   

 

 

   



   

mp



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

           



   



   



mf

                          p

p

mf

                          mf p    



    mf

mp



 





p

  p

mf

 



 

 

   

                    

   

                mp

               mp

               mp









   

    mp

mp

  





























Vln II

 





























Vla

 





























Vc.

  

Adagio espressivo q. = 60

Vln I





       

 

pp

Db.

p

   

 



 

 

   

 

p

  

mp

 

   

  

   



mp





  pp

 





 



p



 

  



  







 

    





 Fl. 1  66

Fl. 2

Ob. 1



Alto Sax.



Bsn 1

Vc.



       



mf

mf











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





   

mf



 

 



 mf

 



                     dim.

dim.

    



dim.

   



















































mp











  

 

p

     

          





                 cresc.

      

cresc.

          cresc.



       f dim.

    

               

             f

f

      f



cresc.

    

     

cresc.           cresc.

 











 











p

 



p









p

     



   



       

                         p cresc.                                       

p





    

p

 

 

p

   







   Db. 





p

dim.

   



                                       cresc. p   f                                       







p

p





 

               





p

















   













p

dim.

mf

    



p







                









   



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



    

B. Cl.

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







Cl. 2

Vla





Cl. 1

Vln II





C. A.

Vln I



      



Ob. 2

Bsn 2

     



       f

     f

   

   f f

   

  





 

 





 

  



 

mp

mp

mp

 

  

mp

 

mp

 

mp

 

mp

 

mp











 





 





 









    



 

    





    



 











 



 











 



 

14

8 79        Fl. 1    p

  Fl. 2    p



    

 

 

8    

    

     

   

    

     

   p

    

     

   p

Vla

 

      

Vc.

    

 

p

p

Vln I div. a2

p

Vln II div. a2

div.



arco

Db.

      p



   

 

   

  Fl. 1  91

         

Fl. 2

Ob. 1

Ob. 2

C. A.

Cl. 1

Cl. 2

B. Cl.

Alto Sax.

Bsn 1

 















mp

 

mp

 

 

mp

                                mp

mp

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

     



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

           

mf

mf

       



   

               



           

 

        

    

  

       

    

mf

        

    

 



  

  

  

  

mf

   

p

  

p

   

p

                p

                  p

                   



      



 

      

        

        

     

         





























 

p

p













































































 

  mp

 

mp

 

mp

mf

  

     

mf

  

        

          

        

  

       

     

mf

mf

 

   

        

         

      

 

   

  

 

   

mf

mf

  

 

  

         

     

  

   

 

        



   

     

 

        

               

  

f

f

         



 

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

        

mf

 

   

    

f

f

       

f

   



   

f

f

   

    

 

           



 

 

           



  







      

   

      

   

  

    

  

    

   

    

     

        



     

       

   



        



 

   

   



 

   

p



  

p

   

 

mf

     

f

 

                 

        

f

 

   

mf



   Db. 

 

mf

mp



  



mf



                 

mf



    

mf

    

 



      

       

 

mp

   

 

 





 



mp

       



mp

Vc.

 

     

mp



         

Vla

        



       



           

Vln II (div.)





  Hp  

Vln I (div.)



                       mp  

 

p

div. pizz.

   



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

     

     

Hp



 



mp



p

mp



 

     

      p

mp mp

mp

 



 



  mp

mp

 

  mp

    

 

    

 

  

cresc.

 

cresc.

cresc.

cresc.



cresc.



  

cresc.

cresc.

    cresc.     cresc.



        

 

cresc.

mp

p

 



 

mp

        



   

p

 

 



        

      

 



p

       p

      p

 

  



     

 

        



  

 cresc.





cresc.





p

 

    

cresc.





cresc.













15

            

9

   102

Picc.



















f





  





















  





















  





















 





















 





















  





















  





















  





















  





















     











 









Fl. 2

f

Ob. 1

f

Ob. 2

f

C. A.

f

Cl. 1

f

Cl. 2

f

B. Cl.

f

Alto Sax.

f



f

f

9

    f

Vln I

  f

  



 



f

f

 

        

   

      

   

   

f

Vla div. a2

           

f

   

    

 



 

 

   

 



 

  

 

   

 



 

  

 

     

 



 

 

 

      

  

   

 

 

   

   

 



 

 

 

   

 

 

 

 

   

 

 

 

 

 

 

f

    arco

f



  

arco

f

   

 

   



 



f

Vc. div. a2



  

                              

Vln II

Db. div. a2





f

Timp.



  

Fl. 1

Bsn 1



           

    

                            

 

 

     

  

     

 

 

    

  

    

           

 

  

 

    

  

     

 

  

 

      

  

 

 

    

  

       

  

 

    

  

        

 

     



 

     

   



 

 

 

    

  

     

 

 



 

 

 

    

  

     

   

 

   



 

 

 

    

  

     

   

 

 



 

 

 

    

  

     

16

  

      

110

Picc.

ff

      

 

Fl. 1

ff

       

 

Fl. 2

ff





Ob. 1



 p



dim.

 p



dim.

 p

dim.

            f





Ob. 2





Cl. 1

f





C. A.

           

B. Cl.

Hn

2 4

Tpt 3

Timp.

4

4

                4

4

 

4

 

4

 

4

                

 

   

 

            4

4

          4

               

 

4

4



  

               

                   

 

           



  

          

               

 













p

p

4

4

4

4

4

4

4

  

               

                   

 



 

         

              

 

           

 

p

p



 

4

4

   

4

4

     

4

4

4

4





















 



 









 



 











 













 







Vla



   

   



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

  



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

  Vln II

 

 

          

 

  

Vc.

    

  



 p

 p



p

    

Vln I



4



p

  

Db.

4

4



Bsn 2

1 3

p

            

 

4

4

 





Bsn 1

Hn



  

          

 



Alto Sax.

Cbsn

p

  





f Cl. 2



   



    

 

 

4

4

            4

4

    

4

             

4

 

4

                   

          4

4

4

4

4

     

 

4

 

4

4

4

         







 



 



 

  







 



 

  







 



 

pp







 

dim.

  





 



dim.

  



 



 

  









 

dim.

  

pp





 



 



 

 dim.

  

pp









 



  





 





 

dim.

  

pp





 





 



  





 



 



 

dim.



dim.

 

pp

pp



pp



pp

dim.

dim.



dim.

pp

pp

10 115       Fl. 1  



       



       









       









       



pp

Fl. 2

pp

C. A.















pp

Cl. 1

      



       









 









      





       

       



       



  



  f

f







            













             p







            







             p







         







p

  

            

 

               

  

 

           

 

 

          

  

mp

             p

 



mp

pp p

Alto Sax.

            

mp

pp

B. Cl.

 

mp

pp

Cl. 2

           

mp

pp

Ob. 2



mp

pp

Ob. 1



17

f



p

f

f

  f

p

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





p

f

mp











       



  













pp

Bsn 1

pp

Bsn 2

p

Hn

1 3





   

  a2          p

          a2

Hn

2 4

p

Tpt 3







p



p

mp



    

   

     

      

 

          

    

    

 



      



  unis.           

unis.

Vln II

Vla

 

unis.

     

p



 

 



       





mp

mp



  

 

f

    



    



 p





 

    



 

p





 

  







        

p



   

     

      

     

    

p

mp

 













































f mp                                                         

   

     

      

 

          

      

    

 

    







  









p

unis.

p

unis. pizz.

Db.

 

pp

p

Vc.





  

10

Vln I

 

 

       

 

Hp



    p

   

     

     

mp

 

 

 

 

 

 

mp

 mp



mp



mp

     

            

 

          

  

 

 

 



 

 

 

 

 

 

  f

 

  f

  f

  f

  f

p

 





  



   

                  



   

     

                  p

     

      

p

     



  p



 



 

p

p

 



 



 



   

     

     

     

18

     p 127

Fl. 1

   p

Ob. 2

C. A.



  



   



p

Cl. 2

p

 

B. Cl.



Bsn 1

Hn

1 3

Hn

2 4

Hp

Vln I

     

p

 

Vc.

  Db. 

135    Fl. 1 

 

Fl. 2



Ob. 1

   

Ob. 2

     

C. A.

Cl. 1

       

Cl. 2

B. Cl.

  

Bsn 1

Hp









  



     

   Vln I 

     

Vln II

Vla

  

Vc.

Db.



  



      



p





  p



p

p

  

  



p

 

 





 

     



  

 

       

 

cresc.

 

cresc.

 

    

 

 



     

cresc.

 

cresc.

 

  

       

 



 



 

cresc.

mp

  



cresc.

   

f

 



 

    f

  

p

 

f

f

  f

 

 

   

   

 



 

 



 

   

    

   

 

   



   

    

   

   

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

 

   

cresc.

 





f







f



f

 



 

 



 















 

 

      



 

 

 







 

 

 







  

 



   

 

 





 

   

  



  

    

 

 

 

cresc.

 

cresc.



cresc.

cresc.

 





 

cresc.

 





  



cresc.

 



 

  

 

  



 

 









 

 











   



    



 

 

 

 

 



p



  





  

 

 

     

    

 



mp

 



 

 



 



 

    

     



mp



 

 

    



 

p

 

 



 

 



mp

 

 

 

 



mp



 

 

 

     



 





 



 



mp



 

 



mp







   



 



   





     mp

 

 

    

mp

 

    

     p

Vla

Bsn 2

    

   

 

 



mp

      

Vln II



mp

mp

 

    

   

      



   

 

 



mp







mp



  Bsn 2 

       



    p

Cl. 1



 

 





 

          

 





 



 



 



f

 





 

   

 





 



 



 



  

 

  

 

cresc.

cresc.

  

 cresc.



 cresc.

   

 

 

   



   

    







 

   

 



    









cresc.

cresc.

 

  





cresc.



























 



 

 

               

            





















                cresc.

                  cresc.



   





f

 

p

 

 

f





 

 

f

 

p

 

f

 





 



   





 



   

  

f

     





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



















19

Picc.

Fl. 1

Fl. 2







 

























 







 











Cl. 1

  

B. Cl.

f





  

Bsn 1

f



   f

    f

11     f

Vln I div. a2

   f

   f

Vln II div. a2

  







p



p

 p

4

      4

4

      4

p



mp

4

mp

        4

mp

4 4                   

      

             

     

4

4

 

4

4

mp

4



      4

      4

              

mp

        4

mp

      

































    





    





    





    





    





    





    





    





    





    





                                 

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

   

   

 

f

   

         

    



 

 



 







            dim.

 



  

 



 

 

       dim.

  

   

 

   

   

 

   



 

 

 

 

f

   

            dim.



dim.



 



   



dim.

dim.

 

 

 

 



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

  

 

p

            dim.

dim.

  

f





     

4



f





p

             

4



      

  





       



   

Db. div. a2



p

             



   

arco









f

Vc. div. a2





p



f

Vla div. a2



    



f









Alto Sax.

dim.



f

Timp.

f



f

C. A.





f

Ob. 1



     

  f

Bsn 2

            

11 142   

 dim.

4

pp

pp

pp

4

4

mp

pp

pp

pp

pp

pp

pp

pp

20 149   Fl. 1 



Fl. 2



Ob. 1



Cl. 1

  

Bsn 1

Hp

Vln I



p

           

pp



pp

   

p

   



   

pp











1. solo





  





















157



p

2 soli div.

 

mp

 

  

p unis. pizz.

  

p

 



  











       



      

mp



mp







   





p

p

p

p

   

p

mp

p

mp

p

p tutti (div.)

mp

p

mp

p

 

 

 

p

 







     





p

mp

p









  

 











 



Vln II



    

Vla

 

mp

Vc.





Db.







  

 

1. solo

 

p

2 soli

 div.   

p











p

 

    

                

    

p

  

p



                

 

 

 



mp

 



 

  

 

tutti

       

p

          tutti

p tutti (div.)

mp



  



mp

 



  





mp





p







       

mp

 

1. solo

p







         

mp







    

  

p

   





p







 Vln I 













                



       

 



 



p tutti unis.

p



mp

                       



   

p

 

       

                













        

   

p

       



p

                        

 



dim.



   Bsn 2 





mf







tutti unis.

mp



mp

   





                          p p unis. pizz.

p

   



 

  

mp

 

 

  



 

                  p

mp





p

                    

 













mp





p

mp











 

p

mp





                       

Grazioso (poco piú mosso) q. = 63

 Fl. 2 

Hp



p





Bsn 1





p

 

Cl. 1



p

1. solo









Ob. 1



p



mp







p





pp



                        

                    

  





mp

pp







p

pp







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

4

  

Vc.

Glock.

   



Vla





 

     

 

Vln II

Db.



 

Alto Sax.

Glock.



 

C. A.

Bsn 2

 

Grazioso (poco piú mosso) q. = 63

   

 

p

  

 



21

    Fl. 2           164

mp



Ob. 1







mp



B. Cl.



Glock.









 





 

 





        



   

 

         

mp



  

p











 



     















 

 





p

 



  





  



 



  



mf

    p

 

mf



       

mf

p

mp



p



mp

Bsn 2



mf

 

Bsn 1



p

            

Cl. 1

  