McCabe CELLO CONCERTO ('Songline')

JOHN McCABE

CELLO CONCERTO (Songline) 2007

FULL SCORE

NOVELLO

INSTRUMENTATION

*

* *

2 Flutes 2 Oboes 2 Clarinets in Bb 2 Bassoons 4 Horns in F 2 Trumpets in Bb 2 Tenor Trombones Bass Trombone Tuba Timpani Percussion: Maracas Suspended Cymbal Bass Drum Tam-tam Slapstick High Wood Block Xylophone Vibraphone Harp Strings

* Clarinet, Horns and Trumpets are written in C (i.e. as sounding). This work was commissioned by the Hallé Concerts Society for first performance by Truls Mørk and the Hallé Orchestra, conducted by Mark Elder CBE at the Bridgewater Hall, Manchester, England, on 17th January 2008. Duration: c. 23 minutes COMPOSER’S NOTE The Songlines are the invisible pathways of the Australian aboriginals, routes that they sing into life, naming or relating to everything they see or encounter. These are both physical ways that they walk, during which process every feature of the landscape also has some tribal or mythical significance, and also psychological routes by which they trace their culture. Bruce Chatwin’s memorable book The Songlines vividly conveys the various meaning of these routes. It has for a long time seemed to me that we all do something like this anyway, when we travel anywhere, revisit old haunts, encounter old friends, and so on, and this Cello Concerto “sings” its journey through the exploration of its material – though the use of the singular “Songline” indicates that this is just one of many possible routes through the music. Not all songs need to be slow – indeed, the beginning of the Concerto exploits a very quick tempo for quite a long time, and the short ending resumes this quietly energetic progress, albeit briefly (the actual ending may give some listeners a bit of a start, so to speak). The heart of the work, however, is to be found in the elaborate song melody played by the cello in the central slow section. The work plays without a break and lasts about 23 minutes. It is scored for a normal symphony orchestra, but with only double woodwind, and a fairly restricted percussion section (though from time to time the xylophone has a good deal to do). The scoring is, on the whole, fairly light and (I hope) clear, to allow the cello to sing its journey. Programme Note © Copyright 2007 by John McCabe

For Truls Mørk and the Hallé Orchestra

CELLO CONCERTO (SONGLINE) Flute 1

  

Allegro vivace

 

Flute 2

 

Oboe 1

 

Oboe 2

 

Clarinet 1 in Bb

 

Clarinet 2 in Bb

 

Bassoon 1

     Horn 1 in F   Bassoon 2

 

Horn 3 in F

 

Horn 2 in F

     Trumpet 1 in Bb   Horn 4 in F

 

Trumpet 2 in Bb

 

Tenor Trombone 1

 

Tenor Trombone 2

 

Bass Trombone

     Timpani   Tuba

    Suspended Cymbal   Maracas

 Tam-tam   Slapstick    High Wood Block     

Bass Drum

 

Vibraphone

 



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



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 

 

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 





      

Viola

Violoncello



   

 



   



 

   



   



 

   



   





















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



p legg.

Violin II

Double Bass



       

Solo Violoncello

Violin I

mp

 

Harp



 

    

Xylophone

JOHN McCABE 2007

q = 138

 

 

 

 

 

        

 

            

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© 2007 Novello and Company Limited

   



   

rev. 06/08 All Rights Reserved

2

 Fl. 1 











5

Fl. 2

   

Xyl.

       

Solo Vc.

 Fl. 1 







Fl. 2

       

Xyl.

     

Solo Vc.

  







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

              

    

   







  



5

                         

           

















p









































Vc.

Db.



11      Fl. 1  

Fl. 2

       

Xyl.

Hp.

Solo Vc.

Db.



 

 



 

 





  





 

Vc.





  Vln I    Vln II   Vla



 

 









  

         



    mp

5



  

mp







p







 



       





 



     

    

 

   

mp legg.

  

  

 







 





  

   



   

   

  

 

 

   





p

mp

   





p

mp

 



p

5

  



A                





        



Vla

        









 Vln I  Vln II

     





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

f









5

              

5





      





p

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

  

            

p

             



                

           

cresc.

Hp.

  





5

p



     

8



    



Hp.



   



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

 

 

        













































 

 



Fl. 1

Fl. 2



Xyl.

























     



   

   

 

    

 



      













 

           







              

Solo Vc.



        





                                  



       

       

        









Vln II











Vla































Vc.

Db.



  Fl. 1 



20



Fl. 2

















   

















f

cresc.

        













         







 





Ob. 1

Ob. 2

Cl. 1

Cl. 2







   

f

cresc.

         

Xyl.

cresc.

  

  

Hp.



  



   

cresc.

f

 





  

                            f

f

       



       

                   

















                



      





         







 



   





Db.

      





Vc.

     





Vla

 

        

 Vln I  Vln II

  

f

f



 

Solo Vc.

f

 

  



 

Vln I



     

 



Hp.

3



16

pizz.



f pizz.

f







 











  

f













    

     

          f      pizz.      pizz.



              

                       







4

               Fl. 1  

          

24

p



   

 



   

 



    

 



p

Ob. 2

p

Cl. 1

p

p

   

Xyl.

p

  

  

 

 

   

 

Solo Vc.

  









 

  

   

  

                               

  

 





























    













              







   









        

             

 



        

  

     

   



    

  

   

            

p

   

Ob. 1

Cl. 2

             

  

Fl. 2

B





        



  



          



              



            

mp

 

 

 

    Vln I  

 





 

   

 









         

 





 



 





 



























p

Vln II

p

   

Vla

p

   

Vc.

p

Db.



 



p

p





  Ob. 1 



 









   















    

29

Ob. 2



          

Solo Vc.

 Vln I    

Vln II

Vla

Vc.

Db.



            

                

   



  





    

  







             

  

     

                            

       





       





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

   

   





  

   

  

 































  



33

Ob. 1

cresc.

 

Ob. 2

 













    







    



















f



cresc.



f

Cl. 1





Cl. 2









 





Hn. 1

  

Hn. 3



Hn. 2

Hn. 4



Solo Vc.



Vc.

Db.



        



f

                             f    

 arco                    



f

              

cresc.

   

 

arco

f

cresc.

5

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

       

   



    



 



 





















































































f

 

Vla

         



                                 

  

Vln II

f



cresc.

Vln I

        

 





        f 

       f          f       f         

       

        





      

         









                      f dim.                      f dim.

 















































































 

C   Tpt 1  





 







 Tpt 2    















40

con sord.

mp

con sord. mp

 

   

Hp.

  



   





mp

  

Solo Vc.

Vln I

pizz.

             

mp

 

  



  

 













  

 



  

 



  



   

                                                   mp

f

f

      

















     

















p

Vln II

p

Vla

Vc.

Db.







 













 













 













6

  Fl. 1  



 



 

 







 

45

Fl. 2

                      

Ob. 1

f

                   

Ob. 2

f

 

Cl. 1





       

                    

   

p







                           

   







f

    

















   

















                  

   

           

                 

   

        

f

 

Cl. 2







f

Bsn. 1

Bsn 2

Tpt 1



Vla

Vc.

Db.

  







p

   

p



















 



 



 



 



 









                  

        

















                 

         



















     



     

   

 



 



 



 































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

arco

























 



 





 



    







mp

                   

   

p







                           

   







   







  







f

p

f

arco div.

                   

   

        

                 

   

          

f

div. Vla





  Vln I  

Vln II





 

Solo Vc.





f

Hp.

   

 

f

Tpt 2

p

f

arco









































f

    

p

p



arco













  















mp

mp





D

 





 



 



 



 



















 

53

Fl. 1

Fl. 2

Cl. 1

Cl. 2

Bsn. 1

Bsn 2



Vc.

Db.











pp













pp

   





   





        

















 



             



















 













































p

p

pp

pp

pp



pp

    



  

          

Solo Vc.



  

                                 





p



  

    













 



    















p

p

61



Fl. 2

 

Bsn. 1

 

Bsn 2



Solo Vc.

Db.







Bsn. 1

  























 





  







 







 

 





 





 

 

 



 













 



 







 



 

                                        















E

    





    





  

   





mf

mf

    



mf leggiero

      









                  mf leggiero

       

   

pizz.

mf





           

  Timp.  

Solo Vc.



       

68

Fl. 1









  



           





 



    

      





    

   

  

  

 



mf

         



      

 



   



hard sticks

mf leggiero

  

                                                                                                                 fp

Db.

         

                  

7

mf

  Fl. 1 



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







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





  

ff

8

 Fl. 1 

      





75

Fl. 2

Timp.

   



  

       





  

      

   





                             

  

   

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

mf leggiero

         Fl. 1  

   





  

 

                   

  

mf

 

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

gliss.

F

82

p

        

Fl. 2

p

  

Ob. 1

Ob. 2

Timp.

   

      

p leggiero

     

p leggiero

       

  Vln I   

 Vln II      Ob. 1  89

Tba.





































          

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



           

        





f

Ob. 2



                            

Solo Vc.



       

  

                         

Solo Vc.





        



pp

 

             





 



 



        

pizz.



       



   

    







 

 



  

     







 

pp

            

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

       

     

   

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









mf

pizz.

     





      



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

 



             



     

  

 

      

 

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

     



 

nat.

    



    



     

          





        





 





  



     

         

arco



   



    

  

       



 



pizz.

              

   



    

  

        



 



pizz.













Vc.















Db.

















 



Vla

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

           





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

arco

        

    Vln I  Vln II

   

          

 

Solo Vc.

    

  

               

   



(f)

  

     

   







   

 



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



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

pizz.

             p pizz.                p





 



  

    96

Tba.



Solo Vc.

 

9

  





 

     

 



         



   





 



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







(pizz.)

          

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







(pizz.)

Vln II

        

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







(pizz.)

Vla

          

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







(pizz.)

Vc.















 

   

   

 

      

                  nat.                  

    Vln I      

Db.





  

        p

              

          p

               

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

p











  Tba.  103



Solo Vc.

   

Vla

 

Vc.

Db.











  

f

     

 Vln I  

Vln II







                                                 

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











                                                        dim.      

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







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















(pizz.)



    

f

    

   

    

   

    



3

3



           



         



         



mp



          

         

mp

f

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

 

mp

f

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



mp

f

f





   

mp

p

p

p

p

   

p



G

10

    

 

  



 

 

  Vln I 















111

Xyl.

pp

Solo Vc.



p

arco

 

 

 

 

  

       





































 

 

 

 

 

 

   

    

  





      





     

            



pp



Vln II

arco pp



Vla

Vc.



































 arco 





























     

 





























      

pp

Db.



 

arco pp



   Fl. 1   123

 



 



  



Fl. 2

Ob. 1

Cl. 1



 Tpt 2    

senza sord.

f



 









 

  

  



 





 









 

  

  











 







   



















  

   

 

  







      

   





       

f

 f

  

       



  







   

 



 



  







    

  



        



  







    

  



    

f

f

 

 

  





      













      













f

Solo Vc.



f

               

Xyl.

 

f

sord.    senza     Tpt 1   

Timp.



   

f

Vln I

  







   

f                                           

Vln II

 

Vla

Vc.

Db.





f





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



                                           

  



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













 













 













  

  129

Fl. 1

Fl. 2



Ob. 1



Cl. 1



 

        

 





 



 

        

 





 



         









         









    

 

 





 

 



 

 





 









 



    

  

      



   



    









Db.

 

 

  

Vc.

 





Vla





    









Vln II

  



    

               

 

 



   













  

  Vln I           

 





 







Timp.







Tpt 2

  

 

 Tpt 1 

 



 



   

      

  



      

    

        

    



         

  

  

                                                              



11

             





  

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

 

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

  

 





































H

 Cl. 2   135



Bsn. 1

Bsn 2

Tpt 1

   f 





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

        

            f

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

               

f

      

 



        

  



















 









   

































 

















mf

Tpt 2

mf

 

Tbn. 1

Tbn. 2

Vln I

Vln II

Vla

Vc.





























 







mf

   mf



 



























     f                  

f

arco

        

        Db.           f

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

     

      

                                                                

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

    

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

12

Fl. 1

 



 









 



 























 



 



         















 



 



























Ob. 1

Ob. 2

Cl. 1

                            











 









































Bsn. 1



Hn. 3

Hn. 2

Hn. 4



 Tpt 1 

  



Tbn. 1

  



 

B. Tbn.

Tba.

Timp.



  

Solo Vc.

Vln I

       

         

    

  

                                       

                                    

                                      

  

       

 

 

  

  

  



  

  

  

     







                         

   

  

         

 



   

  

  

        

   



ff

ff

ff

                            ff f

     

             

     

 







f

ff

     



   

              

 



     

 

    

  

       







                

    

           

  

         



          

 

 

         

 

  

       





         

 



   ff



   









































































ff



















 



 



 



                  





                                              

       



Vc.

ff

ff



Vla

      



ff

 

Vln II

Db.









ff

                                              

   ff   

f

Tbn. 2

      



ff

f

 

Tpt 2



ff

ff

          

Cl. 2

Hn. 1

                                              



Fl. 2

Bsn 2

      

  141

                                        



       ff



          ff

 

 

                                                                                      



































   148

Fl. 1

 

Fl. 2

 

Ob. 1



  

Cl. 1

   

Cl. 2

 

Bsn. 1

Hn. 1



  

Ob. 2

Bsn 2



         3

          3

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





   













3         

   













   













   













   













   













   













3         

 3            3            

3





                  ff

3







 























 























 























 























 















       







   

   













    



 



   

   













   













   













pp

   

f













pp

   



























 



        

 

Tbn. 1

B. Tbn.









    







   

      







   





   

 



 

 

 



       Vln I   Vln II

Vla

Vc.



pp

   

   

Solo Vc.

pp

        

Tbn. 2

Db.

3

3           



Tpt 2

Timp.

3

      

          

           Hn. 2          Hn. 4     

Tba.

3

    3     3

Hn. 3

Tpt 1

3

13

 







pp

pp

f

f

f

f

f

           p



 

f

      

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

   

   

     

 

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



ff







 















      











 















 











 















 











 















 

























 

14

 Tpt 1 







159

Tpt 2

 

































I                          



                        



          



     







f

f



Tbn. 1

Tbn. 2





    

Solo Vc.





















 























         

  

 3                              



f



f

3                  











  Hn. 1  



 



168

Hn. 3



 



ff







ff

Hn. 2

Hn. 4

Tpt 1



 





Tbn. 2

B. Tbn.



3

3

3

3

3

3

   



  

                        

3

3

3

3

3

    





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





3

   





3

       



  

   



  

   





   



  

   





   



  

                        



3

ff



      



     





      

ff

    

ff

 



 



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

ff

ff

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

3

3

3

3

3

3

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

                        

Tbn. 1

Solo Vc.



                           

Tpt 2

Tba.

 

3

        

     ff

    

    

f

ff



 

3

3

3

3

3

3

3

3

3

3

                               







  







  







  







ff

 











     



  ff

 

    

  

3

   





  174

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Cl. 1

Cl. 2

Bsn. 1











 







B. Tbn. Tba.

ff

   

 ff





























   ff   









3

3

3

3

3

3

3

     

        











  

    



Vln. II







 

    





 





 













3

   



 

                        

 



  

    

  



     

    







Vla











 













 

div. Vc.

Db.



p

2. Soli div.

Gli altri div.

















 



 



 

 







mf

con sord.

      pp  con sord.   



      pp con sord.   



       pp



ppp con sord.

ppp con sord.























Gli altri div. con sord.    



 

    

  



2. Soli div.





















 













 

Gli altri div.

 



2. Soli div.



 

 



Vc.

Gli altri div.





laissez vibrer

2. Soli div.



     



 

 





pp



   

   

  

 

div. Vla



soft sticks

6



p

ppp con sord.

pp con sord.

ppp con sord.

    pp

5

      

    p

15





p

  

5

     p

       

 

p

 

    

3

   

 

 

div. Vln II







div. Vln I





3

p

 

    



    

         

 

 

    

p

       



3



 

q = 60

          

 



3





Adagio

  

    

3



ff

     

    





3

3

3

   ff

     

 

  

3

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

3

3

ff

 





    

         

3





  

3

3 3                    

 

 Vln. I 

  







3

                                     

Solo Vc.

   



 Susp. Cymb.  



       





3

Tbn. 2



ff

ff

3

Tbn. 1







                        Tpt 1  Tpt 2











 3 3 3 3  Hn. 1                  3 3 3 3 Hn. 3                                  Hn. 2 Hn. 4







Bsn 2









16

         

 Fl. 1   181



Ob. 1

5

 6







5

 6





Cl. 1

5

    



    



5

  6





p



 Hp.

Solo Vc.



 

 



    















 Vln. I   gliss. 

6

pp

















5

      

 



6

p

Cl. 2



 

         



J

p



5



 p















     



         mf

2 soli



gliss. 





gliss. 





   

   



div.



Vln I G.A.

 

 

 

 

2 soli

  gliss.    

Vln. II



s.   glis  



 

. gliss

 





    

    



div.

   

Vln II G.A.

 

2 soli

  gliss.    

Vla div.

  



  

Vla G.A.

2 soli

 

Vc. div.





 gliss.  



  



  



  

Vc. G.A.

Db.



 

   gliss. 



 glis s.  





    

  





  



 









    

   glis s.  

    

  



    

  



    

           

185

Solo Vc.

p

Vln. I div.



2 soli

  

div. Vln II G.A.

2 soli

 

Vla div.

  

Vla G.A.

 

 

 

Vln. II

div.



 

2 soli



  

 

    



    



  

 



















Bsn. 1

Bsn 2

Solo Vc.





     



    



 

 

















 

 

  

div. Vln I G.A.



 

 

2 soli

Vln. II div. Vln II G.A.

   2 soli

Vla

 

div. Vla G.A.

    

2 soli

Vc. div. Vc. G.A.

  

 Db.  

    

   

       

  

            

      

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

           

    

    



   























   

 

f

               

3

   

  

               

 

             

         

3

   

   3

  3

     

    





   

mp

mf

3                      

        

  







mf

 

mf

 

 

       

  













                

       

      

 



cresc.

 2 soli Vln. I  



 

      

 

 



7

    

    



 

  

    p

mp







           

    

   



            



    

  



Cl. 1

        

  

 Ob. 1  190

        



p

     

  

 

   

  

Vc. G.A.



  

 2 soli     

Vc.



7

 2 soli       

Vln I G.A.

Db.

mf

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

17











                mp             mp 

 



  

 

  

p

  

 

   mp





 

  

   

 





 



 

    





 



 













    























    























    

























f



f



f



f



18

K

  Fl. 1  



 



197

Fl. 2

 

 

flz.

ten.

flz.

ten.

p

mf

p

mf

  



 



mf 5

  

Cl. 1

 

Cl. 2

       





 





         



mf





p



mf





  



 







 







 













p

 



 



con sord.





con sord.

 

p

     

p

5



mf

   

5

5

p

mf





mf



   











 

p

p



 

mf

p







   





 

  

p

5 5 3 3                                     



 



 



  Vln I   

p

tutti div.



 

f

5

  

 

3







 

mf





mf

 

 



           



 

5

 

p

  

Solo Vc.

 

 

mf





Hp.

p



 Tpt 2   

Vib.

 





Xyl.

ten.

  

  

Tpt 1





p



p

p

Bsn 2





 

flz.

p

p

Bsn. 1



 

3

  

5

  





Vln II

Vla

Vc.

             

div.

Db.

p

 tutti unis.













pp

tutti unis.

  



  















 











 











pp

 pp

 

 

 

 

 



p

pp tutti div.

  

 

3







3

 

19

  201

Fl. 1



   

Fl. 2





 



 









 



















p

Cl. 1























Cl. 2























Bsn. 1

Bsn 2

Tpt 1

Tpt 2



    





















   































































 



 









 

   





















   







































 



     p

Xyl.

Vib.

Hp.

Solo Vc.

 

Vln. II

Vla



pp





         mp

Vln. I

 

5

3

molto cantabile

Vc.

Db.

       

          

5

           5

5

    



























 



 









 























               

 

    pp

4. Soli div.



 

senza sord.

Vc.



             

 

senza sord.

     





pp



  

           

  









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

    

 





   

 



   

 







20

L

  Fl. 1  



 



208

Fl. 2





 

flz.

ten.

p

mf

 

 









mf

 

Ob. 1





             p

 

Cl. 2



 



5

      

p



5

     



 

  Tpt 1   Tpt 2

Xyl.

Vib.

  p



 



 



Solo Vc.



 

Vla

Vc.



5



mf

       





5

p

mf



 







  







 



5

          p

mf

           p 5

       



p



  



     

senza sord.

   Db.   

senza sord.

p











 

 pp



















 

 3

 

 







 



 

 

  

pp



 



 

 



p

5

 

 



p

      f

  

pp

tutti unis. senza sord.



 

 

pp senza sord.

  



 

 

senza sord.



5

 

  Vln I   

Vln II

p

      



   

mf

   Hp.

mf



  



  



  







p

Bsn 2

6





 

  p

    

    

Bsn. 1

     p

  

Cl. 1

 

p

 

Ob. 2





   

 

3

  

 Fl. 1  211

21

 

ten.

flz.

 

p



Ob. 1

   

mf



Cl. 2

  

Bsn 2



p





5



5

p

mf

5

 

          mf





 

 mf

5



5



p

mf

    

5





          

 

p



5



     

mf



Vib.

 





 





  

          3











3

         

p

mf



 



  



  





5



 

  

 

 



 



   

 

3

              3



   Vln I 

Db.

p

mf

 mf

       



 

Vc.

p

 



  



Xyl.

Vla





p

Vln II





mf

5

Solo Vc.





p

Hp.



      





mf

mf



  Tpt 1   Tpt 2





Cl. 1

Bsn. 1

p

mf

 

Ob. 2

   





mf

p







 

 

mf



ten.

p



p

 

 

flz.



mf

 

Fl. 2





 p

22

  Fl. 2    















    



















 



 





        Tpt 1   





























    



















 



 



















213

p

Ob. 1

pp

 

 

Ob. 2



pp

mf

Cl. 2

p

Tpt 2

p

 

Xyl.

 



pp

    

Hp.

      

 

Solo Vc.

mp

      

  

3

5





 

       

 

5

molto cantabile

     Vln I        

Vln II

1. Solo

























     

 



     

 



     

    

1. Solo

  

 

      

Vc.

p



1. Solo p

   

div. Vc.



     





1. Solo

Vla

Db.



p

div.

   





 

Vla

    

 p



  







 

























 



   

 

218

Solo Vc.

 5

Vln I



  5

 

 

    

   

  

cresc.

f





5



  5

           5

  

5



 



























Vln II

1. Solo

   

Vla div.

 





cresc.

  

5













  











 

 

Vc.

f

     1. Solo

cresc.

1. Solo

   

Vc.





 



 



cresc.



5

5

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

   

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

   

 f

5

 





5

5

5

5

5

5



 

5

5

f

cresc.

div.

   

5                      

1. Solo

Vla

Db.



5

5

   

                     f 

5





M

  Fl. 1  



 



223

Fl. 2

 

Ob. 1

Cl. 1

 

Cl. 2



p

p



p 5

   

    



 



 

   



 



p





mf



         

p

mf

mf

p

mf

p

5

     

    

6

        p       

   



   







  









 



            

5

          p

mf

 







 





 







 







   

   Hp.





 



ff

   



  

Vln I





  

div.

  

Vln II

tutti unis.

  

Vla

tutti unis.

  

Vc.



     pp



 









 









 







 





 

 





 









 





 

 

 

  

 pp

mf

5

    

3

 

p

  p

          







pp



f

 

pp



 



p

 

pp



5



5



pp

Vln II

    



pp

div.

p



     

Solo Vc.



5

   



Vib.

Db.







           





mf



  

Xyl.

Vln I



6

5

p

 

     

6

  Tpt 1   Tpt 2

    

6

p

Bsn 2



   



  

Bsn. 1



5

       

   

ten.

mf

p

           

 



flz.

 







  

  







 

Ob. 2



23

3

24

 Fl. 1  227

 

 

p

 

Fl. 2

ten.

flz.





 



mf

  

mf

  mf



Cl. 1

Cl. 2

Tpt 1



p

mf

5

 

    

Hp.



Solo Vc.



Vln I

Vln II



Vla

Vc.

Db.















 









mf

p



























mf

p

 p

        p

5

       5

mf

p



 







 



 





 















 













 





























 



p



   







 3



 

 



   

mf

p

mf

p



 

p

mf

p



 

 

   3

   





      

5

  



pp

   

 p

 3



 



3

     

 



         molto cantabile

mp

5



 ppp



 





 









             3

ppp



         



 



       



     

 



   

 



  



 



   





 



 

 



   











  

 

    











div. Vln II







    



5



  Vln I  div.

5

 

 5

 

Vib.



p

mf



 

mf

    

Xyl.



p

mf

p

 

   

5

Tpt 2



   

 

p





mf

 



mf

p

mf



mf

mf

      

5



    

       

p

    

p

    

mf

 

p

     

Ob. 2

ten.

p

mf

p

Ob. 1

 

flz.



ppp

ppp

25

232

 

Solo Vc.

  Vln I  

   

          



5

Vln I

  

Vln II div.

  

Vln II

Vla

Vc.









  

      

div.

Db.



  

 







          

cresc.

5

5

   

 

   

 

 

 

  





 

  



      





 f





   

 

cresc.

5







mf







   







 









cresc.

cresc.

5

5

5



  cresc.

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

 

 mf

mf



mf

 









 



 



 

















 









 



 







N

 Fl. 1 































238

Fl. 2

Cl. 1

Cl. 2

Hp.



Solo Vc.



p

  







  







   



     p

 



5

5

5

 

5











              f 5

  

5







          

       

dim.

p







     







                 











5

5

            5

cresc.

5

5

f

f

5

f

cresc.







   



cresc.

  





       5

 



5

5







f

5 5 5 5  5 5                                     cresc. 5

p

Db.



pp



p Vc.

  

pp



 

5 p unis.

Vla



pp

unis. 5                   Vln I          





pp

ff

Vln II





26

 Fl. 1  243







  















Fl. 2

 

 

  













Cl. 1





 

 















 

 

   













Cl. 2



Solo Vc.

  





 

        

 





  

mp

 Vln I 

Vln II

Vla



p

  mf

    

   

 

 



p











  







div.   

 

 























pp

pp















   

 

 











 



 



div.

pp

Db.



 

div.   



pp

Vc.



 

unis. pp





248

 

Solo Vc.

                       6                  9  9 f  12

dim.

   

   





   

  





Vla

 



  





Vc.

   

  





  

  





Vln I

Vln II

Db.



27 Adagio ma liberamente q = 60

[Cadenza]

    250

Tba.



    pp

Tam-tam

   

p

        p       

Hp.

   Solo Vc.      Vln I 

sul pont.

          trem. nat.

p

   

sim. (sempre)



Vln II

Vla

  

    

   

ppp

 

  

  



ppp

    

 

  

div.

Vc.

 

 

ppp

Db.

  



ppp

  



ppp



Allegro vivace q = 138

   

     

 

 





  

  

 

  

Vla

  

 

Vc.

  

 





  Tba.   254

   



pp

Tam-tam

Solo Vc.

p

   

      Db.   Vc.



       nat.                                   

sempre sim.

  

 

,

 

, ,

 

    

,

 

,





     



nat.                                                                    p

    Vln I    Vln II   Vla

      

trem.

 



  

       

Adagio ma liberamente q = 60

   Vln I 





 

pp

Db.

  

 

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

Vln II

      

 

nat., 252 a punto d'arco Solo Vc.



veiled tone

        

             

 

  

 

 

 

 

 

 

 







                    

28

O  

256

   

Vib.

mp



Solo Vc.

pizz.

     

p



  

  

      

      

       

accel.

cresc.

    

  

Solo Vc.





  

  

p

          

cresc.

         

   

arco







a tempo

accel.

p



f

                                                 f

257 pizz.

       

a tempo arco

p



5 5       5                                                                                        5 5 5 p 5 5

258

Solo Vc.



ff agitato

dim.

 Ob. 1  

p

dim.



P  

 

260

p 3

5

ff

  



3



 Fl. 1   265



      3



3

p

   

3

       

Solo Vc.

  



  

  

   

     



3

3

     



3

3

  

   

 



            

      

  

  

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

Q

Allegro vivace q = 138



    

 

        

   

   

 Vln I  Vln II

Vla

Vc.

Db.



 

     



  

Lento q = 60

 





 

     

   Rall.                            

         

 

273

Solo Vc.

        

 

rubber beaters

  

  

  

mp

f ruvido

Vib.

3

                     

  

Solo Vc.

     



270

Vib.

3

   

3



   

  



3

          

      

3



     

3



5

5

5                                                                             pp p 7 6  5 dim. 5

Solo Vc.

Ob. 1

5

ff agitato

      

 

 

      

       

       

      

 

 

       

  



 





 

p













 



 







div.



















































 

 

ppp

 

 

 

div.

ppp div.

 

ppp

 

 

 

div.

ppp

  

    gliss.      

sul tasto gliss.

 

ppp

 



p poco lib.

div.

 

mp espress.

dim.

             

     

29

 Fl. 1 















Cl. 1













Cl. 2













280

Fl. 2



   Vln I   Vln II  

Vc.





  

 

                                     

Fl. 2

6

Cl. 1

 

Solo Vc.

Vln I



6

6

5

5

5

5

 

                            6

6

    

6

     



 

6

6

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

     3   Vln I       3

3



3

    

3

     

6

5

5

            

 





 

3

    

pp

 



mf





















6

  





























3

3

      f 3 3 3 3 3 3 3 3                                          3 3 3 3

 



3 3

6

6

             

            3 3   nat. 3    3 3 3 3       3                                              3     3  f

  



290

Solo Vc.

5

5



 

Allegro q = 104



6

                5

Cl. 2

6

R

5

  pp

 

  

3

pp

 

 

285 5 5 5 5 5 5                  Fl. 1            



 

 

 

pp

  5   nat. arm.             

 

 

5

              



arm.

 

 

 

  

5

 

 

6



 

 

  

Vla

5

 



  5        nat.              

arm.       gliss.          gliss.        

Solo Vc.

Db.



            

    



1. Solo

    



    



3

3     



      3

     

    

3      



                   Rall.                                            g       l i s      s   .                        3 3 3 3 3 3 3     dim.

      

296

Solo Vc.



f

3         Vln I       Vln II  3



Vla

Vc.



    



       

     

tutti unis.



 





   

ppp

fpp sub.

 

 





 



unis. fpp sub. unis. fpp sub.

















 



   

unis. pizz.

f





 



    ppp     



   



ppp

unis.

fpp sub.

Db.



 



ppp



30 Moderato q. = 80

302       Cl. 1   

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

     

   Tpt 1  



 

   



mp

mf

con sord.

mp con sord.

Tpt 2





  mf





mp

      

Solo Vc.

mp

                    mf







 

mf

mp

 



mf



  









mp

   mf













 



















p

p



p





















































































 



p

Vln I

  

 

Vln II

 

Vla div. Vla

Vc. div. Vc.

Db.















4 4                 4

4

4

4

p

 



 













 



          

         

 



















        

 























4 4 4 4 4 4                              

p

p

         

p (pizz.)

        





p

            





S

   

  Cl. 1    312

Tpt 1

Tpt 2

Vln I

mp

   

                

                      

 



  

 



  



    

   



mf





mp



    



mp

mf

mf

mp



mf





mp





mp

  





mf





    





     





p

  mf

    

 

p

p

  



























 



























    

    

















 

     

    



 



 









      

    



 



 



    







Vln II

Vla

4

div. Vla

Vc. div.

 

Vc.

Db.

   



4

   

   

    







4

4

4

4

4

4

4

4

4

4

4

4

                      cresc.

mp

                    cresc.     

mp



 

 

 

                

mp

cresc.

                      cresc.

mp















        

mp

          cresc. 

 322

Bsn. 1

Bsn 2







 







Solo Vc.

Vln I

31

 

 f



      

       

      

      

f

 Tpt 1  Tpt 2

T





       



f marcato

   



       

 

      

       

 



     



      





     

    



      

  



     

   

     

      

    



    



p

p

senza sord.          f senza sord.

mp

f

mp

       

          





  





   

                mf

4

4

4

4

 











































     

















              

































































Vln II

    

Vla

4 4

4

div.



Vla

4

f

f

           

Vc. div. Vc.



Db.





f

           

f

    

f



     Tpt 1   332

    

Tpt 2

Tba.



  

  

 



 

          4

4

mf

4

4            

mf



   





















f

   

f

  



f



         



     



 





   



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

                 

 





























 



 





















































































Vln II

Vla

Vc.

Db.





  

                                                     f  4 4 4 4 4 4  marcato

Solo Vc.

Vln I







32 Allegro q = 116

 

  



    

  



  



  



  



    

  



  



  



 Fl. 1 





























 























  













  

 





























   Tba.  



   



   

              

341

Fl. 2

Ob. 1

Ob. 2

Cl. 1

Cl. 2

Tpt 1

Tpt 2

Solo Vc.



p



 

 Fl. 1  348



Fl. 2



Cl. 2

Bsn. 1







Vla

     

Db.



  



    

  



 

p

  



  



















   





   

















f

f

     f      f

















  

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

   

   





  

   







 

f

 



   

               p

               p

 

 







 

  

mf

  

  

  

 

mf









      



















       





                               

mf

  



f

3

    

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

dim.

mf

dim.





div.

  p

  

unis.

f

      

 

3              



 

    

 

    

 

    

   



 

        

        

p

f

  





f



        

f Vc.



  



                   Vln I  Vln II

  

f