Bennett LILLIBURLERO VARIATIONS

Richard Rodney Bennett

LILLIBURLERO VARIATIONS for orchestra (2009)

NOVELLO

Lilliburlero Variations was originally written for two pianos and was commissioned by the Dranoff Two Piano Foundation for its 2008 International Competition. The orchestral arrangement, made by the composer, received its first performance on 26 July 2009 at a BBC “Family” Promenade Concert at the Royal Albert Hall, given by the BBC Philharmonic Orchestra conducted by Tecwyn Evans. Lilliburlero is an Irish dance tune; it was first published in Henry Purcell’s Musick’s Handmaid (1689). Various inflammatory political lyrics were written to the tune in the late seventeenth century. Several composers have used the melody as the basis for compositions.

Instrumentation: 2 Flutes (2/Piccolo) 2 Oboes 2 Clarinets 2 Bassoons 2 Horns 2 Trumpets 2 Trombones Tuba Timpani Percussion (1 player):

side drum, 3 suspended cymbals, cymbals (pair), 3 bongos, tam-tam

Harp Strings Duration: 9½-10 minutes

Lilliburlero Variations    

Vivo (q. = 80)

Flutes 1 & 2 (2nd doubles Picc.)

Bassoons 1 & 2

Horn 2 in F (actual pitch)

 

Trumpets 1 & 2 in C

Trombone

Bass Trombone

     

    

 

          

      

 

       

     

 

     

     

 



        

           

                 

     

      

      

        

      

        

      

        

    

    

    

        







        

         

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

   

        

        

       

     

       

        

         

 

        

        

         





   

   f



      



mf

      

f

    Vivo (q. = 80)

           

      

mf

f

mf

f

        

 

mf

      

f



      

mf

f

mf

          

f



























      f

     

 

     

    

      

    

 

     

    

 

 

     

    

      

    

 

     

    

 

  

       

     

          

      

 

       

     

 

       

            

          

     

 

       

            

f

         f

     

   

       

f

f

          

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



   

   

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

           

          

   

Contrabass

     

f

SIDE DRUM

Violoncello

 

     

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

f

Viola

a 2

 

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

f

Violin II

     

    

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

f

Violin I

       

     

f

Harp

 

f

a 2

Percussion

      

      

                    f        a 2                                                          f    

Timpani

     

a 2

   

Horn 1 in F (actual pitch)

Tuba

 

    

Richard Rodney Bennett

f

   

Oboes 1 & 2

Clarinets 1 & 2 in Bb (actual pitch)

a 2

    

     

     

     

     

    

      

      

                                           f f

© 2009 Novello & Company Limited









    

     

 

 

     

      

    



     

    f

2

Ob. 1/2 Cl. 1/2 in Bb

Bsn. 1/2

Hn.1 in F

      



      



  

   



   

Vln.II

   

Vla.

 



 



 

 

       ff



   

   

ff

 

   

 

  

  

          

 

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

    f

 

            



    

    



 

 

  

     

   



 

 

 

 

    



 

   



   

 











 

   

  









     

     



 

 



  



 

 

        

















 

 

   

 

 

 

    ff      

 

  



f

f

   

f

        

 

f



 









 







f



f













ff g

s. lis

ff

f

  

gliss.



 ff

 ff



Bb

   



 

          

   

        

 

F#______________ F§

  

    

  

   

  

    

  

  

   

       



     

    

ff



 ff

 ff

  

 

 

  

 

 

  

 

 

          [ 

ff

  

ff

     

     

F#





  

           

 

   

 

   

 

  

    

       

  

 



       





   

          

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

    

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

   

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

    



f

 



 

f

f

  



f

f

            

    

B§

   

f

ff



    f

( f )

 

  



( f )

     



  

  

         



      

 

    

       

 

ff

   

         

Vc.

  

    

 

ff

         

 

                     f ff                                                         

         

Cb.

(C maj.)

   

ff

              

B.Tbn.

Vln.I

3

        

Tbn.

Hp.

ff

    

   

Tpt. 1/2 in C

Perc.

3

        

Hn.2 in F

Tuba

    

8       

gli ss.

Fl. 1/2

 

f

 f





pizz.

  





 

3

                

   

15

Fl. 1/2

ff



Ob. 1/2

f

                f

ff



Bsn.1

                

ff



f

                 ff

 

f

 

  

 

  

  

ff

  

 

ff

  

 

  

ff



Hn.2 in F

ff



Tpt. 1/2 in C



Tbn.



B.Tbn.

Tuba

Hp.

Vln.I







 

 

ff

 

  



ff

   











 











 









mf

 

mf

  



Bb Eb F§ Ab

  

f

mf



              mp

      

mf



           mp  

     

              mf



            mp

  



 

mf

 



    

g li

ss.



  mp 

        

 



                



















      

     

mf















 arco                

 

     

  

                   

 

    

  

     

   

                                       

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

         

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

                                         mf

mf

 

     



mf

   



pizz.

mf

arco

pizz.

mf

     

   

             

 

    

  

     

           

 

     

  

     

          

     

          

        

     

           

ff

f

arco

pizz.

mf





pizz.



        



    

arco

 

f

   

  

  

  

  

ff



                  

pizz.

  

ff





 

     

              

arco

Vc.



  

 

f

ff

Vla.



           mf

             

ff

Vln.II

  

   

 



ff





  



ff

  

 

             

Cb.

 



Cl.2 in Bb

Hn.1 in F

          



                                              mf    ff                                    mf            ff

Cl.1 in Bb

Bsn.2

 

f

pizz.

f

mf



mf

mf

4

    22

Fl. 1/2

Ob.1







 



a 2

mf

          mf

Cl.1 in Bb

  

     



 

3

     

Bsn.1

Bsn.2

Hn.1 in F

Hn.2 in F

Tuba

      

Vln.II

Vla.

Vc.

Cb.

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



                          



                           

            



                            





Db











         

 

     

         

 

     

  

     

 

 

     

  

     

    

                         



  







f





 



f



 

     

 

  







 



 

 

  



 

 







 



 

Gb

  

f





 

    

 





 



 





f



  

 



 

 





D§———— Db—————

  

  

  

  





 

 

   

 

   

 

  

 

   

 

   

 

  

 

   

 

   

 

f cantabile

 

f cantabile arco

       

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

f cantabile

            





f



     

  



 mf



     

f



 

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





   

 

f

                                  

  

Vln.I

f

                                  

  

Hp.

       

   



                                                   

 

f cantabile

6

Cl.2 in Bb

  





 

 



f



 



 

 





arco

f

5

Fl. 1/2 Ob. 1/2

Cl.1 in Bb

Cl.2 in Bb

 29          mf

         







p sub. a 2

             



p

cresc. poco a poco

 



Bsn.2

Hn.1 in F Hn.2 in F

Tpt.1

Tpt.2

Tbn.

B.Tbn.

Tuba

Perc.

Hp.

Vln.I

Vln.II

mp

  





mp

    

p sub.

          mf

    





  



 



 

p

   cresc. poco a poco

 p











cresc. poco a poco













  

p

D§

    







  mf    

mf

p



pizz.

 mf

 



p



mf



mf

 

        

 

          mp cresc. poco a poco                     



        cresc. poco a poco 

      cresc.

     



 



 

cresc.

    

 

  



     





















 

cresc. poco a poco





cresc. poco a poco











 

 

 

 

cresc. poco a poco div.

cresc. poco a poco









pizz.

mp

  









































































 

 























 

p





          



arco

    



 



 





   

arco

 



 



      

arco

 



 



arco  unis.          

cresc. poco a poco









 

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

 

 





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

    



 



arco

 



S.D.









  







  

 

       

  

 

      



  



cresc. poco a poco

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



      







    







     



p

       







p

pizz.





p

mf

mf

 

 





mf cresc.

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

 

mp

        

Cb.



mf

pizz.

  





pizz.          





cresc. poco a poco

 

mf

    



cresc. poco a poco

pizz.           

Vla.



 



     



cresc. poco a poco



p



cresc. poco a poco



p



    





mf

  

 

cresc. poco a poco

p sub.

    

cresc. poco a poco

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

mf



cresc. poco a poco

                           mf

mf cresc.

                                     

mf

mf

Vc.

cresc.

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

                                   



mf

Bsn.1



                            mp

     









































arco













6

             

Fl. 1/2 Ob. 1/2 Cl.1 in Bb Cl.2 in Bb Bsn.1

Bsn.2

Hn.2 in F Tpt. 1/2 in C

Tbn. B.Tbn.

Tuba

Timp.

Perc.

Hp.

      

         

                 ff            ff           

    

              ff                    ff

ff

     

        

      

       

           



    

 



    

  



  

Vla.

      ff

       ff

 

ff

  

 

ff

















mp

 

 



5



 p



3

3

3

3

3























   















































p



p



         

pp



















         

            

                                                             



3



           

poco marc.



< q. = q >

 



3



   



     sff dim. molto       

 







      ( ff )

3

    





sff dim. molto

ff

3















                    



mp

dolce espress.

mp







  

 



 







sf









  

1º

 



                



molto



      

     



              

ff

Cb.





ff

      Vc.

 

          

ff

 

           ff            

     

  

  

sfp

ff

 

 





ff



( ff )

             Vln.II

 

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



     

   

Vln.I





ff

Hn.1 in F

< q. = q >



37



mp

      

sul tasto



sul tasto





sul tasto





mp





mp

 

mp sul tasto IV

   





 

mp

  3

 

  



3









 

mp

  

 

 



mp



















































II

dolce e espress. (IV)





dolce e espress. II



 

dolce e espress. II







sul tasto





  

(I)

 

(III)

  























































dolce e espress.

mp









  

sul tasto



 

dolce e espress.

sul tasto





 

sempre poco marc.

mp

sul tasto

 

LARGE SUSP. CYM.

  

 

 

pp

G§ D§



pp

dolce e espress.





III

dolce e espress.

 sul tasto





dolce e espress.



mp dolce



7

    

  

46

Fl.1

Cl.1 in Bb

Cl.2 in Bb

         

  



 

 

















  



mf 3

3

3

3

3



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

3



3

mf

mp

3

 



 

3



3

 



3



 





3

3

    

    

      







     







mf

3



3



3

  

3

 



mp poco marc.

Bsn.1

Bsn.2

Tuba

Timp.

Perc.

Hp.

     

 

 







mp

    





 5



     









   









mp dolce

    gliss.     



 

       

    

 

  

  

 

  



B§

  





  

 





  



mp





 

 

p A§

    

      









  

  



 

 







 





  

















    











   





























p

  





 





mf







   



  



E§



mp





F#





mf

Vln.I

Vln.II

 



   

  





  

   











   











  























   











  























  











   























  









   













  





   









   





  









mf

II   



mf

mf

mf

Vla.

mf



mf

Vc.

Cb.



 

mf

mf



 

F§

8

   

Fl.1

 

Ob.1

< q. = q >

  

56







  



mf



 

Cl.2 in Bb

 3 3                           

3









 





3

   

f



3

   



3

3

 



3

Bsn.2

Hn.1 in F

Tuba





  

   

 



 

cresc.







 



poco cresc.



  

   

  

   

  

cresc.

    

 



 

   



  













     3





3





 

 

G#       f sonore



  

G§



3

3





3



3





  



  



cresc.



 





 









































 

 

mf

5





mf





mf

 

mf



 

 

  





 







 























 

G#



 



mf

















































 mf

 mf

   







































































































G§

    

   



< q. = q >

      









mf

 mf





mf

mf



f ma dolce

 mf



f ma dolce



     



f ma dolce

cresc.

      









mf

 





      



 





f ma dolce

cresc.

cresc.







3

3



3

3

         

mp

f ma dolce

Vla.

  

   

3





f ma dolce

cresc.





3



    3

f ma dolce

cresc.

Vc.



f ma dolce

cresc.

Vln.II





3

f ma dolce

cresc.

  

3



mf

mp

C# F#

cresc.

   

3



f

 



mf 3

3

mf



 







          

MEDIUM SUSP. CYM.

 

  

 





 



f cant, espress.



Vln.I

Cb.



   

  

Hp.



mf

poco cresc.

Perc.

3

f





   



cresc.



 f 3

cresc.

Timp.





  



f

  



mf 3

3

cresc.

Bsn.1











f cant, espress.

Cl.1 in Bb









 mf



mf

    

9

     66

Fl. 1/2

Ob. 1/2









                                             

     a 2



f

     

      



                                                           f



     



a 2

stacc.

( mf )

Cl.1 in Bb



f

cresc.

        

  



Bsn.1

   

Bsn.2

   

Hn.1 in F

    

Hn.2 in F

   

Tuba

   

Perc.

Hp.

                                        sim. f cresc.                    cresc. f                                              cresc. f

 



Vln.II

 



mf

    

    



 

 

 













Cb.

     

f





      f

cresc.

cresc.



f



 

 

















 









































    







   

















f









cresc.



      



f

       



cresc.















  

















cresc.







cresc.



cresc.

   

f



cresc.



cresc.

cresc.



 

             



        f

        f

      f

       f

     

f

   

           



a 2





 



   

 

     

 





 

  mp   

ss. g li

  





 



   





  

 

appass.

 

 appass.



appass.

 appass.

 

appass.



 







 



 

  





appass.

 

   

LARGE SUSP. CYM.

        

                   

f





 

           

          







         

   



           

                f







 

    

           





  

   

 



 







 

a 2





       

cresc.



    



( f )

 



             

sf





       

S.D.



    

     

     





cresc.



    





Vla.

Vc.

 



    

     



cresc.



  

     

 



     

Vln.I



         

  

         

cresc.

Cl.2 in Bb

 

     





10

Fl. 1/2

 74     

 

  

  

  

 

 

   

 

  

 

  

Ob. 1/2

    

 

 

 

 

 

 

  

 

 

 

  

                                                            

Cl.1 in Bb

Cl.2 in Bb

 

Bsn. 1/2

    

Hn.1 in F

Perc.



  

     





   





 





   





 









 

 



  



 



  

     





     





 







 







 







 

 

 

 

 

 

  







  

  





  

  

 









     



  

 





  

  





  

  







 







 













 



 





 









 



 







  





 







 





 



 











 























 









   



  

















 









 

  







 

 

 

 







  



 

Vc.

 





 

Vla.



    



  

Vln.II





  



   

Vln.I

 

  

     



  

Cb.



     

 

Hp.

     

Hn.2 in F

Tuba



  

11

        

      80

Fl. 1/2

      mf

Ob. 1/2

   

mf

Cl.1 in Bb Cl.2 in Bb

Bsn. 1/2 Hn.1 in F Hn.2 in F

 

a 2

 







 



                      mf                                          mf    mf

5

 mf 

Tpt.1



 



 



cresc.





 



 









cresc.

cresc.



Tbn.

 







B.Tbn.

 







Tuba

 





 

Hp.

 





    

Vln.I

mf

        

    



   

    

      

    

   

mf

      mf

    

 

   mf



 

 



 

    

 

p cresc. molto

 

  

a 2

 

ff a 2

    

ff

 

 

ff 3

 

p cresc. molto

p cresc. molto

p cresc. molto

f

       

   

       

f

   

     

   



G#   







 

   

cresc.

     cresc.















 

  

   

 





 

 



 



 

cresc.

 cresc.

 cresc.



 

   

 

cresc.

cresc.

    

  

 

cresc.



cresc.

 

cresc.



 



cresc.





 

     



   





 



 

   

    

 

    

 

     

     

f

                f

      f                                                   f               f                     

f

        f       f





to S.D.













f

   

  



    a 2                 

   ff f          

f

 

 

f

f

 

 

cresc.

 

mf





   

mf

Cb.



        

mf

Vc.



   

mf

Vla.



     mf

Vln.II

 

   

mf



p

MEDIUM SUSP. CYM.

p

 

 

      p sub. cresc. molto f     gliss.   gliss.    



mf

 

 

 





Perc.

    

 

      

cresc.





 

    

                        ff f cresc.                               cresc.     ff                          

 

Timp.

  

 

cresc.

Tpt.2



  

 





 



   

f secco

    ff   



    

ff



       



ff



ff



   

ff

   

ff



       

ff

     

  

C§ F§ G§

                 f

                 f

                         

 

f

        f            f

   

                f

                 f

               f      f

   

12

   87

Fl. 1/2

Cl.2 in Bb

Bsn. 1/2

Hn.1 in F Hn.2 in F

4                          4 4                       

B.Tbn.

Hp.

Vln.I

Vln.II

Vla.

Vc.

Cb.

sff

 

              sff

cresc.

4

Tbn.

Perc.

ff

  4                                     cresc. sff  4 4                                        cresc. sff   4 4                                  sff  cresc.

Tpt.2

Timp.





(tempo giusto)

4

Tpt.1

Tuba



              

Ob. 1/2

Cl.1 in Bb



    

a 2



         cresc.          cresc.







 







  





  



  













































                          f sempre stacc.

          



  





  

















  

















              





  







  















 















 















  















  





















sff

             



f stacc. marc.





       

f stacc. marc.

f stacc. marc.



        f stacc. marc.

           



           



sff

 

 

S.D.

mf

 





   

sff

4







4                             cresc.  sff          mf







Flt. 2 take Piccolo

   

 4                                  sff cresc.  4                                sff cresc.  4                          sff cresc. 4 4                        sff cresc.  

Con fuoco (q = 160)

< q. = h >

  

G.P.

(C maj.)

ss. gli . ss i l g

ff

 

 

   

     

sff



(tempo giusto)

  unis.      

                 sff  cresc.                  sff  cresc. unis.  4  4                                         cresc. sff    4 4                 unis.   4 4                       

 4 4    unis.                      4                     4

to Tam‐Tam

 

 

 

 

cresc.

cresc.

    

G.P.

 

sff

  





   pizz.            



f

pizz.



  



pizz.                      



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



f

sff

   

Con fuoco (q = 160)

< q. = h >

pizz. f



       

f

           



          

         

13

 

































   

97

Fl.1

Ob. 1/2

Bsn. 1/2



          

Hn.1 in F

 

Hn.2 in F



          



 sf



Tpt.1



 sf



Tpt.2

B.Tbn.

Vln.I









          



       





       





   

 



          



pizz.

f

  

           

 

 

    





       



   

 



   

          



            

  

   

        

   

   

   

          



       



   



   



   



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



  





   



      



       

      





  

     



  



           

       

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

          

(stacc.)

f sempre stacc.

f stacc. marc.



    

 

   

  



f sempre stacc.







 

   

      

           

          

Vla.

   



      

          

      









Cb.



   



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





Vln.II

Vc.



        

Tbn.



f sempre stacc.



   

   

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



  







  

14

  110

Picc.



Fl.1

Cl. 1/2 in Bb

Vc.

Cb.

 



              



                               





   





 



 

                 

f





1º sempre stacc.



Tbn.

Vla.







               



Tpt.2

Vln.II







Tpt.1

Vln.I



               

Hn.2 in F

B.Tbn.



                     



Bsn.1

Hn.1 in F



           

  

Ob. 1/2

Bsn.2





                







 



 

           

    

    

        

    

   

f cresc.

 

    

         

    

cresc.

               cresc.

     cresc.

 

     cresc.

    

       

  

   

 

         

    

cresc.

       













           cresc.

            



           

     cresc.

          

                                                           

cresc.

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

     

 

      ff



    









ff





 

 

 ff

 ff

ff



       



ff

   ff

  

 





 ff





         ff

    

div.

ff

     

ff

cresc.





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

              



ff sempre stacc.

ff

cresc.

                  



  

    



                 

      

cresc.

               



 

      a 2    

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

                              



cresc.

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

        





                 

                       





 

                   

      









    

div.

ff



      



15

Picc.

                   123                    f



Fl.1

              

     

Ob. 1/2

Cl. 1/2 in Bb



  



    

Bsn.1

 

 

     

            



            



  



   





   

  



Hn.1 in F

  

 



Hn.2 in F

 









Tpt.1



 





     



 



Tpt.2

Tbn.

B.Tbn.

Vln.I

















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

 

a 2

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



      

  



       

 





 a 2                      

        

a 2



 

 













 

  

 

 













 

 















 

 

 























 



f



f

         



f



 

               

f

     

Bsn.2

         f

 

        take Flt. 2     









 

 







  



     

   



        



          

           

   

  



  

 

 

 

f

      f

























                                             

  f





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

f

                             

Vln.II



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

                              

Vla.

f

 

Vc.

Cb.





           



              





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



          f







div.           

           

            

           









    



       

16

        136

Ob. 1/2

Cl.1 in Bb



Cl.2 in Bb



Hn.1 in F



 

 

Tbn.



B.Tbn.



 





           





 









Cb.











   









    





cresc.

mf







    





    

mf

           mf

( f )



cresc.

cresc.

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

cresc.

          

             

mf





 





mf

                              f cresc. mf    



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













 

          

















 

   







 

   













  













    

Vc.



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











 





 

 

 

mf

 

 



  





f cresc.

     cresc.

   

   



div.            f

     

cresc.

   

cresc.

   

   

      

  

   

   

    

mf





mf

cresc.

div.

cresc.

                          mf

                     

   

              

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

              

 

f cresc.

mf











    





 







 

      

Vla.



                 ( f )

                     

Vln.II



mf cresc.

mf

Vln.I





 

  

Tpt.2



( f )



Tpt.1







   

Hn.2 in F

Tuba

    

 

Bsn.1

Bsn.2

    



    

cresc.

                    mf

unis. div.                  mf

    

unis.      

17

  148

Ob. 1/2

Cl.1 in Bb Cl.2 in Bb

Bsn.1

Bsn.2

Hn.1 in F









       

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

     

      

    

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

Tpt.2

B.Tbn.



Vln.I

  

 



   

 

     

ff

     

   







 





ff

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

        f

   

 











 





























































 





 





 























 











 

















f



 f





f

      gliss.    gliss.   LARGE SUSP.CYM.

  

mf

  



 

 

l.v.

                      

arco

  Eb Bb











 

   

 

 













 





  



 

                              

arco div.

 

 

 

   

 

 

   

 

   

                     

arco div.

 

 

 

 

 

   

 

                    arco               

   

   





 





 



 









ff

Cb.

 



Maestoso, stesso tempo

ff

Vc.

 

f



 







TAM‐TAM TAM‐TAM

ff



arco                           ff

      



ff

ff

   

              



 



              

sim.

f

ff

f

       

        

sim.



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



   



    

 

              

f

ff

 

        

sim.

  

 

      

f

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

  

               

f



   

        

        

sim.

f

ff

ff

Vla.

   

           

ff

Vln.II

   

ff

f

Hp.

   

ff

a 2

      

   

Tbn.

Perc.

a 2

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

Tpt.1

Timp.



                        ff

Hn.2 in F

Tuba



gli ss.

Fl. 1/2

Maestoso, stesso tempo





   

        

sulla corda

            

sulla corda

            

sulla corda

       

sulla corda

 

18

Fl. 1/2

160       

    

Ob. 1/2

        

Cl. 1/2 in Bb



Bsn.1

Bsn.2

Hn.1 in F









Tpt.2

Tbn.



B.Tbn.



Tuba

Timp.

Perc.

Hp.

Vln.I





 



 





  

          



  

      



  

           







sim.



 









 





  







 















E§

       

 

 





 

 

       

 

   

   

f stacc.

  

f stacc.

f stacc.

  













  













  







 



   











  















   mf

















   mf



















   mf















   













   

mf

mf



mf



mf





mf

     gliss.  gliss.      

 

MED. SUSP. CYM.





  



    

mf

 

 



    

sim.







 

  



                         

Vc.



 





         

           



              

Vla.

  



 



           

    









    

     

sim.

  



  

   



     

Vln.II

Cb.



        

 

Tpt.1

    



  

Hn.2 in F

    

 

 

 

















 

 

 

 

 















 

F#

    





 

 









  





 



 

  

 



 





 







B§ Eb F§









mp







damp





       

      

           

          

f

 

 

f





      

     

     

     

f





f

 











   f







19

       170

Fl. 1/2

mf

1º     

Ob. 1/2

    

mf

Cl. 1/2 in Bb

       

Cl.1 in Bb

  

 

Hn.1 in F

  

Hn.2 in F

  

Tpt.1



Tpt.2

Tbn.

B.Tbn.

Tuba

Timp.

Perc.

Hp.

Vln.I



 

Vla.



   







   















   

   

 

   



   







  p

   









 

   

   

p



   





   



p

   





    

   



  

    

   



  

    





    





  

    







  

mp stacc.

mp stacc.

















 

   





   







p

 

    

   



  

    

   



  

    

mp stacc.

   



    

   



  

    

  

   



  

  

   



 

mp stacc.



 

p

mp stacc.

     

 

mp stacc.

 

p

p

p

 



   p

  

    

    



  













































































   







        

       

       

                      mf                

        

  

    

    

    

  

   

mf







     

 

unis.

 

    

     

   





        

p

    

















mf

Cb.



   

   





   

   

 

 

   

   

mf

mf

Vc.



     

mf

Vln.II

   



mf

Cl.2 in Bb

Bsn.1





        

   











p

20

 

179 Ritmico

Fl.1



   

soli col Clt.



Ob.1









   

Cl.2 in Bb



p

        



     

   









    





    



  



   

mp

    mp



    





      



       

soli col Ob.       



      



        



       



          



         

           

 

       

      





soli col Ob.

     p

Bsn.1



      p

Cl.1 in Bb





  

soli col Clt.

Ob.2





    

p



     

    

        

   

    



          

   

     

mp

mp

mp

 





      mp

    

   





















Hn.2 in F

  





















Tpt.1

   





















Tpt.2

   





















Tbn.

   





















  





















Hn.1 in F

Tuba



      

3 BONGOS (fingers)

Perc.



Vln.I



       (sonore)

p



     

Vla.

   

div.

   

div.

Vc.

       

Cb.

  



  

   

      

  



pizz. p



   

  

mp

    





Ritmico      

Vln.II

   

p leggero

 

Hp.

  





    

























   





  

 



   

 



sim.    

       

    

   

     



  





  

sim.



    



 













F#

      mp











  





  





  





  

 

           



  



 

mp

mp

 



      mp

  

mp



     

21

   

 

189

Fl.1





Fl.2



Ob.1

Ob.2

Cl.1 in Bb

  

        

    







 

  

   



mf

       



 

 

  

       

    



mp

  

  

       

 



  

 

      

 



       



 

  

 



stacc.







 

Bsn.1

Bsn.2

Hn.1 in F



  

  

    



   



    

  

 





 





 



    

   

mp

mf

stacc.







       



















Perc.

Hp.

Vln.I







      



  

 



     









 







 

Vla.



  



   





     





   



    





  



 





 

  

  

p



mp

 













 









 















mf

mf

mf

mp



 

mp

 



 





  



  

 

  

 

    

  



     



div.







(div.)



ss gli

.

 















 

























   









 

 













mf

mf

 





mf

 



 





mf



 

   



 

 

 



unis.

    

Bb E§ F§



mf

    

  

 mf



   

 

 



  



unis.



       







  



  

      

Vc.



 

p

      









 













mf

 

 



   

#

Vln.II

Cb.







 



p

Tbn.













 

     

  







      



    

     

  





   

mf

mp

 

Hn.2 in F

       





mf

Cl.2 in Bb

   

mf

      

 

    



mp







22

  198

Fl.1



Fl.2



Ob.1



Ob.2



Vln.I



    

 





(a 2)

 



 



   





  

  



      

f

    





        



 

   

    f

 

   



   



 



  

    





   





 

      

     

  



 

   



  



f

   

 f



 

 

 











  

 









 

    

Vla.

 

Vc.



 







  



  

mf











 















 



 

  



 





 



 

 



f

  

 

div.



f

 



f



  









     f











3





3

3





 



 



 





   



 





   



















ff

       ff

        ff

    



   





    

ff

3

  

   

ff

3

3



ff

3





   



 

        ff



    

f

    



f

   

f







 







 

3



      



ff

          

        



  





 





  



arco

 

       





3

   

 

unis.

 

f



   

  



   

 

      



 

mf

mf





 

f







f



   

    

        







   

f

 

Vln.II

Cb.





   

  

Hn.2 in F

Tbn.



 

  

Cl.2 in Bb

Hn.1 in F

 

      

Cl.1 in Bb

Bsn. 1/2

    

 

f

        f

ff



III       

unis.

ff

f

       f ff



        ff

23

Ob.1

206    

  

f

   

Ob.2

f

Cl.1 in Bb



  f

   

Cl.2 in Bb

  

Hn.1 in F



Tbn.

Perc.

Hp.













mf

   

 

   

 















  

 

    

 

   

  

f

  











mf

  

   

 























     

      

 

 

 

   

   

   

  

   

  







   

  





















                 div.

                                                               





 

















  

(3 Bongos)

mf

  



















   

     



 



 

















    





   





  





    





    





   



mf

    

IV

div.                 mf

  





                                               

                 





 

     

 

 

pizz.

mf

  

 

mf

     

  



 

                         





mf

Cb.





mf

Vc.





 



Vla.



      

mf



Vln.II

         



mf

   



  



mf



Vln.I



mf

 





mf

mf

  

   

Hn.2 in F

 

 

f

Bsn.2

    

   

f

Bsn.1

 





        

 



  



   





          

   





       

 

24

         216

Fl.1

mf



   

mf

Cl.1 in Bb

 



            

        











    

f



 



f

         

Fl.2



  



    



   





















  

  



poco f

Cl.2 in Bb









poco f



Bsn.1

Bsn.2

Hn.1 in F





 

  

 



 

 



 

  



  



 

 

 

  



 

 

  

   



 

  





      f





      f

 













 













    

   

mf



 

 

 

 

 

 

poco f

Hn.2 in F

 





poco f

Perc.

    







Hp.



 F# C#



        

Vln.I

Vln.II

Vla.



    

   

Cb.





 









C§



  





f

G#

 







 

             

  



    

  





 

            

    



    

  

 

      

        

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



    

   









 

    



     



B§



   

      





f

f

 

    





       



   

mf

Vc.

f

   

f





    

f

f

  f







 

      

 

  

   

  

 

 



  



  







 

       

   

   

   

 

 

  



  

 

   

 

 

   

   

  



 

 





 



25

  

           

224

Fl.1

            

 

Fl.2

 

Ob. 1/2

  

   

 

   

 

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

Cl.2 in Bb

 

Bsn.2



Hn.1 in F



              



 



 

 









Tuba

Perc.

Hp.

Vln.I



 













mf

 

 

C#

  

a 2 f











 



 

  

 

 

      



 stacc.







 

 

 

  

      

































    













































 



 

 

























      





 



 

        



 







 

   









         

           

 









C§

 

 





           

       







G§

 

         



    









arco











ff

 

 

 

 

     

 

ff







            

   



 



 



 

 

     



  

ff





to S.D.

F§

ff



   



l.v.



 





f

mf

ff

    



 

f



ff

 

TAM‐TAM



     

 

f

ff

(A maj.)



f

ff

    



    



f



ff



   

f

 



 

 

stacc.

ff



 

 



 

 



 





    

                                

Vc.



     

ff

 



 

 



  

ff

                                    

Vla.





 

f

 





ff

    

mf

 

Vln.II

Cb.

 

 

B.Tbn.



 

 

ff





Tbn.



  

ff

Tpt. 1/2 in C



  

ff

  

Hn.2 in F



ff

Cl.1 in Bb



ff



ff

f stacc.

Bsn.1





   

 



      

26

Fl.1

231   







Fl.2



Ob. 1/2

  

Cl.1 in Bb



Cl.2 in Bb

Bsn. 1/2

Hn.1 in F

 

     

   

 

 

(a 2)

 

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



  



  



 

Tbn.

 

 

Tuba

 

Perc.

Hp.

Vln.I



 



 

                

Vc.



 

  







  













   sf



 

 





 



 

    

 











   

   

poco dim.







   

   



   



   

   



sf

   

         poco dim.        poco dim.



sf

         f

   poco dim.



    poco dim.

  



   



   



  

  





   







   

   

  







f

f

sf



  f

   



    sf  

  

 





 

mf



   

 

   



   



   

 

f



  



poco dim.





   

 

 

  



meno





    



   



   

1°       mf



 



mf

   



   



   



mf

mf

meno

poco dim.

  mf



  

  

    





 



































                    

  



  



  





         

sf

   

sf





   











    sf





   



mf

  

 

   

 

   



  

poco dim.

        



 

mf

         



   



   



mf

poco dim.



  



  



meno



  

poco dim.

         

f



sf

sf

sf

mf

         poco dim. 

unis.



   

C# F#

                  



         f

sf

unis.





  

sf





   

 

   sf



         f

            



a 2

           





sf





   

sf

sf

  

Vla.

 

S.D.





Vln.II

Cb.





sf

sf

  





sf

B.Tbn.





sf

 

Tpt. 1/2 in C



sf

sf

  

Hn.2 in F



sf

    

  



   



meno

mf

mf

27

  240

Ob.2

Cl.1 in Bb

Hn.1 in F



  

  



  

  



  

   



mf



mf





  





mf

 









Hn.2 in F











mf



Cl.2 in Bb

Bsn. 1/2



 

mf





       

Tpt. 1/2 in C

  

Tbn.

Tuba

Perc.

Vln.I















    

Vln.II



Vla.





Cb.









  

  



  

   









  

  

  



   

  









  

    



   

   







  





poco dim.



 



  



1°



mp dolce

poco dim.



mp dolce



poco dim.





poco dim.



  



  







  













  



 

















 

 









 

   









  

   



  

  









  



 

 









 

poco dim.



 

poco dim.

 





poco rit.

 



pizz. div.

  

pizz. div.

 

mf

 

mf









poco dim.

    

    

 



pizz.







mf

Vc.



  

mf

        



   

mf

 

  

poco dim.



mf

  

poco dim.



  



poco dim.



< q = e >

  

poco dim.

   

poco rit.

  



 

 

  



 







    

 

     



 



poco dim.





poco dim.





  



  



 



poco dim.



< q = e >





mp dolce

poco dim.



  





  

 









  









  

arco unis.



  

poco dim.

  





 





mp dolce



  



poco dim.







  

28

     249

Ob.1





          

 p

     p

 

     

      

     



p sonore

 



  



  

p morendo

p

Hp.

solo (col Hn.)

p espress.

     

Cl.2 in Bb

Hn.1 in F



     

Cl.1 in Bb

Bsn.1

Andante lento (q. = 53)

        

      





p morendo

    

arco



 

  



p

 

 

mp

   





solo (col Ob.)



     

 





    

p espress.

 

 mp



           

 

 

   

 



 



     





 

 

 

 

 

  poco cresc.



           

    







      poco cresc.

poco cresc.



 





   

                              

 

    

 

poco cresc.

mp

 

      poco cresc.



            

Andante lento (q. = 53)

Vln.I

 





 



 





 







 

 





 







  

poco cresc.



 



     

Vla.

Vc.

Cb.

    



    

  

  





 



     

arco p

arco

     

p

  



   



   





  

   

 







poco cresc.



 









poco cresc.

poco cresc.

29

     257

Fl. 1/2



   

Ob.2

   

Cl.1 in Bb

   

      



   

Cl.2 in Bb



 



mf

Bsn.1

Hn.1 in F



   



   



      



Vln.II

mf





  

          

     

     

 

 

 

  







 

   mp



mf espress.

Bb

mf

    

 

    

mp

   

F§













 

  



 

  





 Eb



    

       

 

  

     mp

mf



   



        



  



mf

   mf espress.

E§

   



mf

 

 





mf

       

  



 



  



       

     

Ab



   



   

     

Eb_______



    

  





 

A§ E§



   

 

 

             

 



mf



 





mf

 

 



mf espress.

         

 

  

 



  

mp

 

mp

     

      



   

mf espress.



  

C§

  





 

     

   

     



  



     

    

    

    

    

    

    

    

mf

mf

Vc.

    mp

     

 

 

   

       

 

 

   

mf

Cb.

  

mf



  

mf

   

 

mp



pizz. mp

      

 



 

arco

   

 

mf

 

mf

  

    

 

   



Eb

Vla.

   

 

a 2

   

         



 

 

 

   

       

     

mp

   

Hp.

 mp



Bsn.2

 

  

mp

     

     

mp

mf

        

         

 





1º

  



mp

mf

  



          

      

Ob.1

 





   

 

30

 264                      f

cresc.

Ob.1

           f

cresc.

Ob.2

  

                    

       

 



   

     

  

    

mf

          mf

f

Cl.1 in Bb

      



cresc.

Cl.2 in Bb

 

  



  

  

     





f





dim.

  

mf



mf

Bsn.1

         

      

cresc.

Bsn.2

Hn.1 in F



   



  

                 

  

     

cresc.