Grime FANFARES

Page 1

Helen Grime

Fanfares for Orchestra (2017)

Full Score

CHESTER MUSIC


Commissioned for Sir Simon Rattle and the London Symphony Orchestra by the Barbican Centre. First performed on 14 September 2017 at the Barbican Centre, London.

INSTRUMENTATION 4 Flutes (III. & IV. dbl. Piccolo) 2 Oboes Cor Anglais 3 Clarinets in Bb (II. dbl. Clarinet in Eb, III. dbl. Bass Clarinet in Bb) 2 Bassoons Contrabassoon 4 Horns in F 3 Trumpets in C 2 Trombones Bass Trombone Tuba Timpani Percussion (4 players):

Glockenspiel, Xylophone, Marimba, Large Bass Drum, Bell Tree, Tam-tam, Cow Bells, Tubular Bells

Harp Celesta Strings

Duration: c. 5 minutes

Parts are available on hire from the publisher. Helen Grime is published by Chester Music. For further information about the composer or her music, please visit www.musicsalesclassical.com, or contact promotion@musicsales.co.uk


Fanfares Bright, dance-like e = 116 / e. = 77

  PICCOLOS Piccolo 1 & 2  (dbl. Fl. 3 & 4)   Flute 1

   

a2

3+2              3  3 ff            3

Flute 2

   

ff Oboe 1

    

3

f Oboe 2

   

3



 

 

 

6

        

        

   

   

   

   

   

3

ff      

6

6

  

Eb Clarinet (dbl. Cl. 2 in Bb)

    

Clarinet 1 in Bb

   

  pp

 

pp Clarinet 3 in Bb (dbl. Bass Clarinet)

    

Bassoon 1 & 2

   

Contrabassoon

Horn 1-4 in F

   

Trumpet 1 in C

  

Trumpet 2 in C

f

6

f

6

    

 

    

 

   

   

  

f

  

f

 

 

  

   

 

 

   

 

  

 

  

 

 

straight mute





      

 

straight mute



 

 

 



 



 



 

 



 

ppp

  

   

      

 

 

f

6



      

pp

    



     

 

 

 

 

 



sfz

 

sfz

f Cor Anglais

         

Helen Grime

 

 

sfz

 



 

ppp

sfz

Trumpet 3 in C

  

 



 

Trombone 1 & 2

 

 



 

Bass Trombone

  

 



 



 



 

Tuba

Timpani

    

     

 

  

 

 

  



          



f

f

  Percussion 1  

    

 

   ff

Marimba

Percussion 3

Percussion 4

    

Celesta

 

 ff

   

 

 f

     

 



 

  

 

  

 

p

div.

   

  

   

  

div.

   

IV

f

  f

    Viola

  

  

sfz

   

sfz

  

 

 

 

f

    Violoncello

div.

   Double Bass  

div.

p

 

sfz

 f

  

  

  

   

   

 

    

© 2017 Chester Music Limited

 

 

 

       



 





   

f

  

  

 

p

 

 



   

 

p

 sfz



 

    

 

     0

sfz

sfz

 

 

   

 

 

      



 



 

  



    

sfz

mp

 

 0

 

 

      

 

 

sfz

mp

sfz

mp

 

 

 

 

   

    

  

    

   

   

  

  

sfzpp

sfzpp

sfzpp

sfzpp

   

f

   



 

mp

mp

sfz

 

          

 

f

 

pp



 

pp





 

pp

   

f

p

  





p

pp

   



p

  

  



  

sfz



sfz

 

f



f

sfz

 

 



f

 

sfz

 

sfz

sfz



f

 

f



sfz

p



 



p

 

 

   

  

p

sfz

 



    

  



    f

   

sfz

f

div.

   

  

p.d.l.t. sempre till bar 61

  

sfz

 

p

Violin II



 

Bright, dance-like e = 116 / e. = 77 3+2                Violin I



  

    

  

      

   Harp

Glockenspiel

 Xylophone

Percussion 2

   

 

f

 

f

   

 

f

 

 

pp

 

 

pp

 

 

pp

 

 

pp

 


2

3+3+2                    

7 Picc. 1&2

ff

3

3

               ff

   

Ob. 1

3

   

6

  

sfz





   

Ob. 2

  

Eb Cl.

f



      

pp

  

Cl. 1

f

6

  

f



   

    

   

      

    

  

     

 



    

 

  

 

 









 

pppp

   

    

  

 

 

pp

sfz



p

 



6

sfz

pp

Tpt. 3

pppp

   



 



ppp

pp

Tpt. 2

sfz

f

Tpt. 1

6

        f

Cbsn.

  



      

pp Bsn. 1&2

 

sfz

6

     

6



pp

Cl. 3

sfz

sfz

   

 

6

6

  

f

6

A

      

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

        

3



sfz

6

a2

Fl. 1&2

                

         

pp straight mute

  pp

B. Tbn.

Tba.

      f        

    

  

    

  

   

 

 



    



 

    



sfz

sfz

f

    Timp.     f

Perc. 1

     

(Glock.)  f

(Xylo.)

     

Perc. 2

 

    

Perc. 3

 

f

Perc. 4

  

  sfz

f (Mar.)



   

 

  



sfz

  



  

  

 

3

 

 

  

sfz

sfz

 

 

sfz

sfz

3



 

3



    sfz

  

sfz large Bass Drum

 

 

ppp

  



  



ff Hp.

Cel.

  



  



  



 

  

3+3+2      



 



 



p



 

sfz

p

  

   

p

Vln. II

         

sfz

Vla.

    

    

sfz

    

f

 





sfz

f

sfz

 

 

   f

  

f

sfz

    

f

  

          







 







 

A

    

 

    



 

   

 

    



 

  

  

 





    



 

    



  

p

sfz



  

  

ppp

  



  

  



  

 



  





 

 

sfz

p

 



p

  

sfz

f

p



sfz

f

        

7

   

sfz

Db.

sfz

 

sfz Vc.



p



p

  

sfz

 

  

pp

Vln. I

   

 



 

 

 

 

  

 

 

 

 

 

  

  

 

ppp

ppp

  

 

ppp

 

pizz.

   

mp


3 13

 Picc.  1&2 

(a 2)

      ff

(a 2)

 

Fl. 1&2

 

Ob. 1





 

 



  

   

f

 

Eb Cl.

      

ff

 

Cl. 1

sfz

6

sfz



 



ff

sfz

6

ff

sfz

6

6

sfz

  

   

 

 

6

              

6

sfz

6

      

6

6

                

6

    

ppp

  

6

              

6

sfz

sfz

ppp

sfz

Cl. 3

6

       ff

6

sfz

f

Ob. 2

 

6

sfz

    

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

6



6

sfz

6

      ff

               

to B. Cl..

ppp

 

Bsn. 1&2

Cbsn.



 

    f



 

 

  

 

f

sfz

 

sfz

f

Tpt. 1

  

2



  

  



   

   

    

   

   



     

   

   

f



   

 

 

p

f

   

f

pp

Tpt. 2

  

pp

  

Tpt. 3

pp

 

B. Tbn.

Tba.

Timp.



   f

 



  

Perc. 1

sfz

 



Perc. 2

Perc. 3

Perc. 4

 

 

    



 f

  

 

f

 

f

f

 

sfz

  



 

 

 



3

 

  

 3

           

  

 

 

   



    

Vln. I



  

   

    

   

 

  

  



 

 

   

    

  

     

  

 





3

   

  

       

   

 

     

13

 

   

 

   



  

 

 

         sfz

 

   



 

sfz

sfz

 

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

mp

sfz

          

 

  

   

 

p

ppp

  

  

 

  

  

sfz

 

 

 

ppp

sfz

  

sfz

 

sfz

  

ppp

  

ppp

arco

  

f

   

 



sfz

sfz

          

mp

sfz

sfz

 

  sfz



 

 

 

 

 

 

 

 

 

 

 

    ff



mp

pp





   

   



   

mp sfz



sfz

pizz.

 

 



 

           

  

mp

  

     



sfz

 

 3

mp sfz

sfz

  

  

sfz



sfz

                  

sfz

 

p

sfz

 

 



 

 

 

 

f

 

 

mp

sfz

 

    

sfz

 

      

   

sfz

p

      

  

 

     

    

Vla.

 

        



 

Db.

 

p

 

Vc.

Cel.

Vln. II

cup mute

mp

 

     

3

   

           

  

ppp



Hp.

  

   

   (B.D.)

ppp

 

    

  

  

  

pp

f

   

       

 

   

sfz



  

   

sfz

    

     

    


4 21 Picc. 1

      

  

   



sfz

6

sfz

6

 

Fl. 1

Ob. 1

 

sfz

sfz

6

  

6

       

  

    

 

sfz

 

6

sfz

       

  



6

3

3

       

6

sfz

6

 

Fl. 2

sfz

      

  

    

 

6

   

        

 

Picc. 2

 

       

6

3

3

 

   



6

3

3

 

   

6

sfz

3

3

3

sfz

        

  

6

  

  

3

3

sfz

6

3

        

  



sfz 3

        

  

  

3

       

  



sfz

3

2+3                 

    6

  

  

3

    6



6

       sfz

sfz

  

  

6

sfz

6

6

       

   6

6



sfz

  

      

  

sfz

  

6

  

B

sfz

  

6

  



  

     

   

6

sfz



6



sfz

6





p



  





pp Ob. 2



p

          

   



       

6



sfz



     









pp

C. A.





 pp

Eb Cl.





 

  



f

Cl. 1

Bsn. 2

 

Cbsn.

 

Tpt. 1



   



  

      

  

  

 

  

 

     

      

f

   

sfz

  



    

    



   

  

sfz



  

 

sfz

   sfz

   sfz





  

sfz

   

ff espress.

3



            

sfz

f

    

sfz

 

Tpt. 2



         



ff espress.



3





sfz





p

  



p Tpt. 3

B. Tbn.

Tba.







 p



 

 



 

   



  

   



  

f

 

 

Perc. 1

   

 (Xylo.)

    

(Mar.)

    

 

Perc. 2

Perc. 3

 

 (Glock.) 

 

       

           

3

 

3







  



   

      



 



 

  

    

   

3

   



    

 



     



   

 

       



     

       



  

 

          

 

 

        

 

 

 



 





   



   

3

 

   





2+3 

  

mf

  p

  3

   

 

 

  

  

  







 

            

 



 



 



    

  

       







 



    



  

 

 









 



f

Cel.

sfz

Vln. I

sfz

            sfz

sfz

 

sfz

 

p



  

sfz

    

Vla.

      

 

   

    

 

21

sfz

p

   

  

Vc.



   

  

sfz

  

 

 

sfz

 

  

sfz

sfz

      





sfz

      sfz

      



sfz

   



 

   





 

  

 

  



sfz



 



sfz

 



     

  sfz

 



sfz

sfz

   

sfz

sfz

          

sfz

     

sfz

         sfz

  

sfz

      

p

  

p



    

Vln. II

Db.

 

  

  



 



    

 ff



   

Hp.



p

p

f

Timp.





sfz

sfz

  

 

sfz

sfz

 

sfz

 



 

 sfz

 



B 

  sfz

 



 





    



     sfz



 



f



sfz

 

f

     sfz

sfz

  



 



 



f

f

 



 

 





  



 

 





    



    







   











    

  

 

     sfz

  

    sfz

    sfz


5 27

  Picc. 1   

fltr.

f

Picc. 2

3

  

Fl. 2

  

Ob. 2

3

sfz

 

  

3

3

3











3



        



6

ff

fltr.

 

 



3

           



 

pp



ff



6

         



 

ff

pp

 

 

f

6

fltr.

p

                

 

6



6

3

              

p

6



         

f

         

3

 



6

6





               

3

p

6

     

 



ff

              

    

6

       

 

6

   

ff

    3







p

6

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

sfz

          

3

3

sfz

6





6

ff

 

sfz

6

6

3

 



   

         

  

              

  

   

6

 3

sfz

            

f

C. A.

   

6

f

 

ff

            f

Ob. 1

3

 

6

   

 

   f

 

sfz

6

fltr.

6

ff

           f

Fl. 1

         

 

 

6



f

Eb Cl.

 

 

 

 

  



 



f

Cl. 1

   



 

   





f

B. Cl.

 

  

a2

f Bsn. 1&2

 

  

  

  

mp



mp

ff

Tpt. 1

Tpt. 2

Tpt. 3

B. Tbn.

Tba.

Timp.

Perc. 4

  

sfz

  

 

sfz

 

  

 

sfz

 

f

Cbsn.

  

 

mp

sfz

 

 

sfz

sfz

  

    

  

      

  

  

3

sfz

     

    

3

 





   3

3

sfz

    

      



       



3

           



3



















f

f

f

 

  

 

 



 

  

 

 



 

 

 

 



 

           

 

 

 

 





  

6

 

 ff





3



3

3

 







    

3

 

   

  

 

   

 

27



  

  



 

 

 

II

 

unis.

 

ff



mp

 f

 

sfz

 

sfz

  

0

 

 

     

 

 

sfz

 

sfz

 

  



3

 

 

  



3

 

     

 

 

     

 



 



   3

f

p unis. pizz.

f

     

p II

 



   3

f

    



    

 

f

ff

 

f

 

ff

 

         3

         3

       

5

    

  

      ff

p

 

f

f

  

 



p

sfz

 



 

sfz Vln. II

 



6

sfz

  

 

        

3



  

    

  

    

ff

   

sfz Vln. I

        

      

 



 

 

5

  f

 

 





 

pp

    

Cel.



5

 

 



p

ff

ff

  

(l.v.)

f

  

p

Bell Tree        

  



  

p

p



Hp.

Db.

   

   

  

Vc.

   

   

6



  

3

         



3

    



     



f



f


6 33

  Picc. 1  

 

     



    

3

Picc. 2

                 6

ff

 

Fl. 1

Fl. 2

 

 

6

    



 

 

 

 3

3

6

       



      

6

     







Ob. 2

   



 

C. A.

  

 

 

3

    

Eb Cl.

 

   

    



 

 

  

   

  

 

  

 

 



  

(a 2)

mf

Cbsn.



 

   

sfz



  

sfz

sfz

 

 

 





mf

sfz





mf

sfz



 



f





f

  

 

6

     

  

 

 

3

          



  

      3

sfz

6

 

3

sfz



       





3

 



 

 

 



 

 

mf



  

mf

 



mf

sfz

 



  

sfz

f



sfz

 



  3





3

 

  

6

  

       

3

 



  

f

 

  

sfz

f

    

6

3

pp

  



   

6

ff

      f



                

f

 



sfz

3

   

sfz

6

6

       

ff

6

6



ff

sfz

          

  

 

         

 

     





 

 

f

sfz

     



 

6

ff

          

p

sfz

sfz

f

Hn. 1

  

 

  

 



sfz

mf

Bsn. 1&2

            

f

   

   

6

   



 

6

6

               

 

3

f

pp

           

       

p

B. Cl.

           

p

6

3

fltr.

 

  

 

6

p

Cl. 1

3

 

f

           

       

6

3

fltr.

 

 

6

3

         

  



             

6

3

  

 

f



        

6

  

  



p

6



 p

         

      



3

ff

   

 

6

3

3

3



6

  

6

     

 

6

3

6



C

3

             

3

ff

Ob. 1

6

6

        

 





 





 





pp

Tpt. 1

 

pp

Tpt. 2

 



pp

B. Tbn.

Tba.

Timp.

Perc. 4

   



   p

    



   p

 

 

 

 

 

     



(Bell Tree)

  

 

 

  ff

f

  

 

 

        

 



pp

   

 



  



  







 







 



    





5

 

 

 



      

3



3

  

       

 6

3



 

 3

3

3

Cel.

   





3

 

C

  p

Vln. I

   

I

Vln. II

Vc.

       

    33

  

f

 

  

sfz

 sfz

 II

 



 

sfz





 

sfz



  sfz





   

 

   





  





 



ff

3

3





      

 

         















3

 

 

3

       3

 

f

ff

6

f



f



3

   



 

      

f

 

    

 

f

p



sfz

I

       

 

p

mf

Db.

 

       

f

p

    



    I

    5

Hp.

 



 

 

 

 



sfz

 



sfz

 







mf

mf


7 38

  Picc. 1    Picc. 2

  

  

6

 



 

   

Ob. 2

    

    ff

C. A.

Eb Cl.

            



                6                 

6

     

6



       

             

  

  



  



B. Cl.

   

 



 

sfz



sfz

sfz





   



sfz

  

  

  

  



 



 

            

   

3

3

     

  

 

 

3

           

 

f





  

     

 



 



p



 

ff



ff

     

 







 



  

 

 

pp

  f

ff

 

Tam-Tam

 



   

sffz

sffz

  

 

   Cel.

Vln. I



  

 6

3

   

3



3

 

 



   

unis.

  

unis.

       

         

p Vln. II

Vla.

 

Vc.

 





 

sfz

Db.

   38

 sfz

sfz



II



 

sfz

  

  

sfzp

 





 



sfzp

sfzp



 



 





   f

 

 

Bell Tree







 

  ff

5

5

    

  



ff

f

f

          

 

   

 

 





6



ff

f

  

 



 

 



unis.     

  

 

    

 

 3 III

        

D Poco meno mosso e = 112

   

    

3 3

f

div.







3

f

 





 

 

 



sfzp

 

f





  

     

p

6

     

 

  



 



ff

 

       

5

Hp.

 

  

  

ppp

       





        

sfzp



sfzp

    

sfzp

  

 

p



sfz



           ff        sfzp  ff           sfzp  ff          ff

sfzp

       





 

ff sfzp

sfz

       sfz              

pp



 

             sfz ff           

 senza sord.

sfzp

pp

  

 

 





 

    

pp

 





mp



  

(Bell Tree)

senza sord.

    

ff



 

    

6

senza sord.

   





  

 3





 

6

to Bb Cl. 2

    



 

     

f

 

ff

 

 

 

6

f

  

 



pp

 

ff

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

3 3

pp

Perc. 4

6



f

Hn. 4

Timp.

   



mp

pp

Tba.

f

ff

          





   

B. Tbn.

6

6

Tbn. 2

   

 

Tbn. 1

ff

          

Tpt. 3

6





 

Tpt. 2

Hn. 3

 

6

    

Tpt. 1

    

pp

 





f

  Hn. 1  

 

3

 

          

mp

      

f

       

f

3

    



sfz

Hn. 2

f

 

      

fltr.

f

Cl. 1

Cbsn.

    

 

6

   

mp

f

Bsn. 1&2



6

3

  



p



3



ff

   

6

 

 

p

 6                

ff

 

3

  



p



 

6

ff

Ob. 1

   

3

3

Fl. 2

D Poco meno mosso e = 112



 

6                  

ff

Fl. 1

 

3

ff

 

       0               arco                 





ff






8

              

44 Picc. 1

Picc. 2

  

6

  

 

6



     

3

Fl. 1

Fl. 2

Ob. 1

Ob. 2

C. A.

3

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

 

6

  

 

6

  

     

  



 

6

  

 

        



  

     



   



 

   



6

 

B. Cl.

 

Bsn. 1&2

          6 3

      

  

 

 

 

  

  

 

  



  



 

 



sfz

sfz



 

Hn. 4

       

 

  

 

  

3

Tbn. 2

Perc. 1

 

Hp.

 



 

 

       

  

mf

 





 



 

ff

 







 





  3             ff











44

ff

 

ff

sffz

    

ff

ff

sfzp

 



ff

 

ff

 

sfzp

 

sfzp

 

sfzp





 

 



 

  





 

sffzp



sfzp

 

  

 5

    

ff

6











      



    ff

3

     



sffzp

  

3

  

 

 

3

3

sffzp





3

 

sffzp



        

  

  





3





3

sfzp



sfzp





sfzp

sfzp

       

p



3     

3

ff



sfz

3

 

           





  

          sfzp







  

ff

3

 

pp

    



mp

  

 

     mp

  



 

3

 

 



  

            



3

senza vib.

 

  

6

                   3                    3 sfzp

  

sfzp

 

pizz.

 



f

Db.

ff

3

 

 

3

  

6

         



3 3

 

 

ff

 

ff

              

   3          div.     arco                         ff

Vc.

     

ff

Vla.



sfzp

pp

Vln. II

        



sfzp

   

senza vib.

 

   

3

div. a5

6



        

   

 (Glock.)          

Vln. I

sfzp

  

3  3                        sfzp ff               

 

         





ff



3

 

 

      sfzp



Cel.

3



 



fltr.

sfz



 

6

sfz

 

 

ff

      

ff



sfz





f

f

6

ff





p

Tbn. 1

ff

ff

  

 

  

sfz

 

       

3

           6 6             

  

sfz



3

 

fltr.

ff

   

 

ff

Tpt. 3



ff

Tpt. 2

6

       

p

Tpt. 1



p

Hn. 3

6

sfz

 

sfz

sfz

f (a 2)

   

  



3

6

6



        

    

ff

3

  Hn. 1  

Hn. 2

   





       

       

f

Cbsn.



 3

 

  

3

6

       

             

 6

3

6

3

6

3

 

Cl. 2

   6



6

6

    

6

    

3

Cl. 1



  

3

    

6

             

3

  f

 

 

  

sfz

 

sfz



sfz 0



sfz

   0

 

sfz

  sfz

   

 





3



3

3

div.

 



II

I



ff



3

     



3

 

unis.

f

ff III

  

    



  



  



ff

div.

sfz


9

               

49

  Picc. 1  

  

 

Picc. 2

 

 

Fl. 1

6

Cbsn.

Hn. 1



 

    

3

  

 

  

  

6

  

3



6

  

  3

   

      

     

   

3

   

 

6

6

         



 

    

  

3

6

  

     



 

  

sfz

 





  

 

  





   



sfz

 





  

 

 

 

3

 

 

 

 

Hn. 4

 



  

 

 

ff

 

Tpt. 3



 

       

 3                ff                        sfzp ff 3             ff           

 

sfzp

 



ff

sfzp

 

  

Perc. 1

 

    ff

Perc. 4

    

Hp.

 

 

   

      

 

ff

f



mf









 



 











3 3

 

   Vln. I

(Bell-Tree)

Cel.

 3











Vc.

   

 



 



Db.

   49

 

f

 







ff

sfzp

  

sfzp

3

sfzp

sfzp

sfzp

 



 

sfzp

sfzp

 

 3

 



 



 

 



5

5

ff

    

  

     

  ff

3

 

 

3

6 6

   

  

E

 

 pizz.



 





sfz

sfz

 



 

 

 



   sfz

ff

sfz

sfz unis.



ff

      

 

       

 



ff

Vla.

  

ff

3

ff

 

3          sfzp

ff        

 

 

   

3

sfzp

3



pp Vln. II

    

 

 

3                                

   

3 sfzp





ff 3

  

      sfzp     

 



3



3

3

3

 

 

sfz

pp

 

sffz

sfzp



 

 

               3      3

ff

3 sfzp

ff

ff

     

sfzp

         sfzp sfz



  3        



sfzp

Tbn. 2

 

ff sfzp





6

6

 

sfzp

Tbn. 1

 

     

sfz







 

sfz





3

6

ff              

sfz

ff

Tpt. 2

 



  f 

sfz

p Tpt. 1



  

 

6

            

 

     

 

 

6

p

Hn. 3

ff

6

ff

6

 

6

         

 

6

ff



 

    

       

6

ff

  

sfz

  

 

 

              





  

sfz

fltr.

       

sfz

sfz

 



  

            

sfz



 



3

ff



sfz

f

 

sfz

3

3

3

6

6



 

ff

3

ff

  





               

         

 

6

6

     

 

   

 

Hn. 2

6

3

sfz Bsn. 1&2

6

E

          

6

6             

6

  

 

B. Cl.

  

 

Cl. 2

 

ff

 

Cl. 1



 

C. A.

  

3

   

 

Ob. 2

 

           

 

Ob. 1



3

 

Fl. 2

                   

6

6

3





    



   



3    div.                     arco      div.                  ff

           3

                 3

3



 div.

3

  

  

ff



 

 



sfz

f

 



f


10

   

54 Picc. 1

 

 

Picc. 2

 

Fl. 2

  

Ob. 1

  

Ob. 2

  

    

3

3

     6

6

6

 



 

   

 

6







(a 2)

Bsn. 1&2

Cbsn.

 



B. Cl.

 

Hn. 2

sfz

 

 



6





 

sfz

  

  sfz 

    

  

 

Tbn. 2



B. Tbn.



Tba.

 

Perc. 4

mf

 



f

ff

 



 





     3

   (div. a 5)

Vln. I



3

3

Cel.



  

 

Vla.

Vc.

sfzp

3

 

3





  

unis.



 pizz. unis.

 

  



sfz



  

f





54



sfz

 

sfz

  

  

    

   sfz 

  

 



sfz

3

sfz

sfzp







 

 





ff

 

p

sfzp

 

sfzp

 



 

ff





sfzp



sfzp





sfzp







sfz



   f

   f    f



  ff

  

    

 





 

mf

ff

 

   



 3

6

 









 







  

 3



  



6

 



5

   

  ff

  

5

5

ff

 



f

 

  



3





 

3

  

3



     

3



       

6 6

    



 

     

 

p

               arco           

 

       



  div.            

 

3

p

3

pizz. unis.

3

pizz. div.                  3

div.



 

f

  

  

f

unis.

  

 

 

sfz

sfz

 



sfz



  sfz

          

 



3

arco

 

sfz

sfzp

 



sfzp

3

sfzp





    

  

sfzp



 

 

 

3

 

     



    

  

    



  

 

3

ff



sfzp

3

ff

sfzp

  

ff

3

ff sfzp

f

  

sfzp

      

     

   



6

ff

       sfzp  3 3  ff               ff 3           ff  3              ff      3          

p

sfzp

  

       

f

 

  

sfzp

6

ff

sfz



 

6

      

    

sfzp

3

6

ff

    

 

3

sfzp

    

p





6

sfz

3

3

ff

      

sfz

  

6

ff



3

 





   



  

ff

       

sfz

  

sfz

    

6

       

sfz

ff

       



3



 

3

6 ff       



sfz Db.

sfzp

  



 

p

sfz

3

p Vln. II



3

         

sfzp

sfz

3

ff

   



3

 

  

   

  

 

6

ff

     

3

  

      

sfz

           6         

3

    

      

6 6

     



f

     

       sfzp

3

ff

sfzp

3





3

     3     

6

     

 

  

Hp.

       

 

ff







3

   

3

     

ff

       

sfzp

 

(Glock.)

         ff (Bell Tree)   

 

   

Perc. 1

3

ff

sfzp

sfzp

Tbn. 1

Timp.

 

 

3

  

  sfz    sfz

  

sfzp

sfz



sfzp

 

  p

  

 



 

            

  

ff Tpt. 3

 

3

  

6      

6

       

3

6 6

 

3

                6  ff      

 

3

      3

3           6            

3

     

6

           ff            ff

6

6

6

 

   

     

 

  

6

ff

sfzp



 

6

       3     

 3                  

        ff

      3              ff 3                  sfzp   ff       3            ff sfzp                  

 

6

ff Tpt. 2

    





 

sfz

p

Tpt. 1

 

    

 

ff



 

                  6  6 ff            

sfz

 

 

6

      

sfz



               

 

ff

    

Hn. 4

 

sfz

p

Hn. 3

    

    

  

3

   ff

sfz

sfz

fltr.

sfz

sfz



 

sfz

3

 

   

sfz

  

Hn. 1

 



 

3

  

sfz

Cl. 2



  

sfz

3

    

                6  sfz              

3

 







    

                  

3



6

6

   Cl. 1

   3

6

3

C. A.

    

      3             

Fl. 1

6

          



            3

sfz

3

3

arco

arco div.

      







3 3

 

 

     

f


11 59

 Picc. 1 



  

sfz

   



Picc. 2

 

        

  

Fl. 2

Ob. 1

    

 

 

  

 

6

   

 

 



 

  

    

6

  

sfz

Bsn. 1&2

   

  

   

 

      

   



 

 

             6

      

f

sfz    



 

  



Tba.

  



ff



  



sfz



f

sfz

 

  



sfz

 Timp. 

(Glock.)

Perc. 1

 

 ff



 

  





    ff

f

 

  



 Cel.

   



div. a2

Vln. I

  div.

Vln. II

ord.

 

   

sfz

f

ord.

 

  

f

sfz

   

 

ff

sfz

   

 

ff

Vla.

 

 



    

 

sfz

 

 

  f  

sfz

sfz

   

sfz

59



div.

f

sfz

 

   

sfz



  

3

  









3

 

sfz

   

   

sfz

sfz

   



ff

Tubular Bells

 soft beaters l.v. sempre

 

  

 

      



 



  

   

 

 

sfz

 

sfz



arco

  

  

ord. l.v.

pp

  

  

   



  

3

      

 



3

  





  



  



    

F Submerged, distant

sfz

sfz



   



  

molto sul tasto

3

  

arco molto sul tasto pizz.

 

  

pp

    

  

3

1st 2nd



3

   

0

div.        

div. a4



sfz

sfz

    

    

pppp

ppp

5

   

3

 

sfz

    

 

Cowbells

sfz

ff

pizz. div.

    

f

Db.

 

ff

Vc.

 

 



sfz

6

sfz



6

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

 

f

 

sfz

 

      

   

 

6

 

  



 

sfz

f

5

f

   

Hp.

 

  

  



f Perc. 4



sfz

 

f

   

(Mar.) Perc. 3



(Xylo.)

Perc. 2

f



3

sfz

  

 

   

f B. Tbn.

3

  

ff

ff

sfz

Tbn. 1&2

  



Tpt. 3

f

   ff     ff   3      

Tpt. 2

to Bb Cl. 3

  



sfz

   

f

sfz

 

Tpt. 1

2 to Eb Cl.

  



  

    

Hn. 3&4



6

sfz

 

sfz

Hn. 1&2

sfz

  

f



6

  

f



sfz Cbsn.

to Flute

6

 



     

6

B. Cl.

to Flute

      

       

     

6

            

           

 

sfz

a2 Cl. 1Cl. & 12

       6



C. A.

sfz

Ob. 2

 

  

 

6

 

Fl. 1

 

6

sfz

   

       

F Submerged, distant

ppp

      

 

arco molto sul tasto

ppp

      

ppp ½ section

  

I  pp

   

    

      

 

    

  

 

 

3

  


12 65 Fl. 1

 G         5

 



Fl. 2

f 3

 

C. A.

 

        

pp

Cl. 1

  



3        



    





sf

 

3

mf espress.

sf

f

 

3

p

          

  pp

mp espress.

3 3 3                        

3        

mp

Bsn. 1&2

Bsn. 1

             

 

 

con sord.

  p

Hn. 2

  p

straight mute

 

Tpt. 1

 

 



ppp straight mute

 

Tpt. 2

ppp

Tpt. 3

 



  

  

straight mute



 



sf

 

 

  









ppp

 

 

 



 

ppp

 

       

   







ppp

3

   

  

 

  

pppp

(Cowbells) Perc. 4

 

straight mute

 

ppp (Tub. B.)

Perc. 3

3

ppp

Tbn. 2

3

3

ppp

Tbn. 1

                    

  

ppp

straight mute

 



sf

con sord.

3

mp espress.

ppp

Hn. 1

3

 

           

3

 



  

 

3

    

 



3



  

ppp

 

3

3

   

        

 

    



3



 

     















      3

 



3

   



  

 

pp

Hp.

    





  

 

   

     

  

   

pp

          

     

  





Cel.

Vln. I

½ section (inside players) molto sul tasto

 

    ppp

   

molto sul tasto



   

   



G

   

 

     

div.

Vla.

    

  

   

     

        



    

   





   



pp

   

 

  

 

   

ppp

65

pizz.

3rd & 4th unis.

 

pp arco molto sul tasto

Db.

   

 1st  2nd     (div. a 4)

  

pp

Vc.















  











ppp

            

ppp

molto sul tasto

   



    ppp

ppp

Vln. II

       

    

   

   

       

    



0



  

    



0





           

      

   



  

ppp









 

 

   

 



    

   

   

    

  



tutti div. a3

pppp arco molto sul tasto

  

    

 

    

pppp


76

   

Fl. 1

  

Fl. 2

             3



    

 

          sf

 

          



 3 3                 f sf fltr.

sf

f

f

 

Fl. 3

3

H

  

 

  

 

   

   

Ob. 1





  

 

ff

 

Ob. 2

 

C. A.



 





 

 





     

ff

     

Bsn. 1

  

Hn. 3&4

Tpt. 1,Tpt. 2 &13

B. Tbn.

con sord.



    mp

  

   

   

   

 

   



sf



    pp



    





  







  

 

 

Tam-tam with triangle beater



pp

p

   

 3

  

ppp

  

  

   

3

  

 

       

   



p

  



 





 

 

3

  



 

   

 

3



 

     

Vln. II

Vla.

   

  

 







 

  

 

  

  

   

  

ppp

Vc.

  

 

p

p

 

    

  

  

 

              

  

   

  

p

  

 

ppp

Db.

    76

  

ppp



 

  

     



   

    

 

 

  

  



 

  f 

  

sfz

 

6





 sfz

 

 

3



       

 

3



   





 

  

sfz

sfz

sfz

  

 

  6             6      

 f

6

          

 

  

3

6

sfz



3



     

     

sfz

 



 

 

  

 



 

 





 



 

p





      



   





pp

ff



3

     



H

ff

ff



p

ff

p

ord.

unis.ord.

 

3

 

   f  pizz. II      pizz.

pizz. unis. II

 

f

 





 

sfz

 

 



    

  

 

f

  



 

 



 





 

sfz

sfz



ff espr.

   



3

 



pizz.



pizz. unis.





p

f

f

3

  

 

3

ff

           

 

6

  



  

ff

                                             

6



 3

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

 

     

sfz

 



3



     

6



 



  

Glock.



3

6





  

 

3

3

     f 

Vln. I

  

 

 

3

   

      

   

ord.

    

3



 

6

        

p

ff

      

  



 

 

   

 3

  3 

 

mp

Hp.

Cel.

 

ff

ppp

 Perc. 4    

sfz

Perc. 3

    

6

sfz



  

    

  Timp.  

Perc. 2

p

f



Perc. 1

ff

  

 

f

       

f

 

sfz

   

ff

3

 

              6  6     



f

 

Tba.

  

     



  

 

sff



  

Hn. 1&2



  

Cbsn.

Tbn. 1&2

 

Bsn. 2



 

3

6

              



 

6           6

6

ff

 

 

        

     

6

 

mf Cl. 3



ff

  

Cl. 1

     

ff

mf Eb Cl.



3

               

3

ff

 

 

 

6

 

 

6

  

ff



sffz

ff Fl. 4

      

    

fltr.



sffz

ff

 

fltr.

ff

sf

f

13

 

sfz






14

I 82

Fl. 1

Fl. 2

Fl. 3

Fl. 4

Ob. 1

  



 

                



(small notes ossia for low B)

 

3              3

 

f

(small notes ossia for low B)

f

          





C. A.

Eb Cl.

   

          

Cl. 1

   

































 



             

          

Cbsn.

Hn. 1&2

  

Hn. 3&4

Tpt. 1

3

3

ff

  

  



  mp

sfz

sfz

 

3

             

Tpt. 3









               

 











 

























 

 

 





 

 

 





 

 





p

f



 





 

 



3

   

  

 



 



           

      

 

    pp





  

    



sfz

    

 



Hp.

Cel.

     



 





pp









 















 











 





















             















 

 

  



ppp

 p

     



  

     

 



  





 



 

 

(Tub. B.)

 

    

(Cowbells)

3

3

3



3















  

   























   

 

pp

3

  

  

 

     

  p

 

3



 

3       

 

3

 

    



 

     

     



 



 



 



    



   

6

   

ff espr.

Vln. I

  

    sfz

     sfz





       

 



 

         

arco

 

 



 





arco

 

   



 

 







     

 IV





    



1st & 2nd unis.





            





 



sul tasto



 

sul tasto

 





 

ppp

ppp

 

 

molto sul tasto

 

 



 





 

 



    

      

   

arco

   





 

82





(ord.)



(ord.)

 

 

         

  

pp molto sul tasto

div.

    

pizz.





  

 

  

p arco molto sul tasto

         

ppp

div. a3

Db.

  



 



pp

 



  





  

 





 

 





    

ppp             

       

           

   















pp

arco



molto sul tasto

ppp molto sul tasto

pp 3rd & 4th unis.

2+3



ppp

(div. a 4)

 

 

I 

ff

 

         

p

pp

Vc.

     

p

     



          

   

pp ord.



f

ord.  I

Vla.







        

Vln. II

pp

pp

ppp

Perc. 4

    

sfz



ppp Perc. 3

   pp



3

3

3           fff         

f

Timp.

   

  

mp

3

fff

Tba.

3

             



 

 



B. Tbn.

 

 



 

pp

Tbn. 1



mp

   

fff

Tpt. 2



fff



 





          

 

6

ff



fff bells up





 bells up

sfz

pp

         

2+3



sfz





fltr.

mp

 

3  3             



  



ppp

arco molto sul tasto

    

ppp



    

          

     

 



  

 

  

    





 

    

  






15 5

90 Fl. 1

  

 



 

mp

Fl. 2

 

fltr.   

Fl. 3

 

 

 



C. A.

Cl. 1

  

  

3

       3 

3

      3  

 



p

mp

p

 

f

6

 

  

6

6





 

mp





    

mp

6



mp



 

Cl. 3

 

6

                p

6

mp

mf Bsn. 1&2

  

Hn. 1&2

  

Hn. 3&4

 

    

pp

   

p



ord.

  

  

Tpt. 3

  

  

Tbn. 1

Tpt. 2

Tbn. 2

     

pp

Perc. 3

  

 

sfz

pp

    

  

 



 

  

4

 

 

Hp.

  

 

     

mf

 

 

 

p

 



f





     











   

 

3



 







 

       p

3

  

  





 





   

3

3

 

 

mf

pp

 

                    



 

 



 

 





 



 

 



 

 



 

 



     

      





   3       



  

3

 

p

 





mp

   





  

           p





  

      3

  3  

p

  



     















 

2+3  

   

sfz

 

 

    

pp

3

sfz

 

6

    

3

 

sfz

pp

Perc. 4



6

f

pp

Tpt. 1

6

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

     

3

mf

mp 6

    

3

 

p

3

mp

ff



         

  



6

3

mp



                   

           

  



p

fltr.

f

pp

ff

  

   

 

pp

fltr.

  





sfzp

 

2+3

p

              

mf



mp

p

6





mp

 

mp

p

 

fltr.

 

     

            

mp

Ob. 1

   

 

sfz

fltr.

 

sfz



mp

 

J



 



 





 



Cel.

  

  

pizz.

 

mp

p

Vln. I

       



 

   

     





     

pizz.

arco molto sul tasto

 

 

mf

 



pizz.

 

Vla.



   90



 



p







      

 









    



  



 

  







 

        

   



  

mp



                     

   



mp

  

  

     

  

     



  

  

  

  

  



  



pp



    

                        

I

I

         





  

   

pp arco molto sul tasto

Vc.



mf

ppp

p

 

 

mf

       

 

ppp arco molto sul tasto

p

 

J

ppp

Vln. II

   

   

       


16

         

98 Fl. 1

5

  

fltr.

 

 

f

Ob. 1



 3

 5          



               6

f

mf

mp

fp

fltr.

 

6

  

 

 

3

f

6

6

f

6

6

 





 





Cl. 1



 3





  



        

6

                   

  

1

 

   

pp





 

   

 

3

 



3

  

 



 

 

6

 

 

 

 

  



     

 

 

Tbn. 1

Tbn. 2

 

Perc. 2



 



 (Tub. B.)

Perc. 3





 

   

 

  

 

 

Perc. 4

 

mp

  

  

mp

  

f

   p





  

  

 



3+2   





 

3

 

pp

 

   

  

 



 

pizz.



  

 

   

 



    

 

3







      

 

 



   

    3



 







 



   

f



ff

 

arco molto sul tasto

f



 

    

  

 

Tam-Tam

f

      

 

Vln. I

 

   



3



  

 

p

     



mf

    





Hp.

  

3

mp

 

sfz



p

Cel.

  3  

 

3

pp

pp

(Cowbells)

  







6

p



   

6

sfz

 

Tpt. 3

       

sfz

3

mf

pp Tpt. 2

 

                f

    

 

3



6



pp

   

6

 

6

              

 

pp

Tpt. 1

 



6

6

f



 

sfz

Hn. 3&4

  

6

f

Hn. 1&2

3

mf

mp

fp 6

Cl. 3



6

     

                f

 

     

3

3



6

 

sfz

3





6

 

ord.

Eb Cl.



mf

6

 

             

  

fltr.

sfz

             

6

 

sfz

  

mf

      

mf

3

mf

mp

 5         

sfz

mf

           

 

  

           

 

  



             

6



sfz

 

      

fltr.    

   

5

     

sfz

mf

 

Ob. 2

  

sfz

mp

Fl. 4

 

mf

       

   

Fl. 3

3+2

sfz

mf

Fl. 2



p







 p

Vln. II

 

   



 



      









p

    mf

Vla.

 

          0      

  

 

mf

  









     



     

 

 

f

 

f

f

 





 







 

 



mp div. a2

Vc.

98











ff pizz.

 

 


K Bright, exuberant 103 Fl. 1

  

Fl. 2

  ff

 

         

17

      

ff

 

Fl. 3

Fl. 4

6

Ob. 1

Ob. 2

ff

    

ff



         

ff

C. A.



  

Eb Cl.

 

 

             

 ff

Bsn. 2



3

 

 3

 



   

6







   

Hn. 1&2

 

 

 

   

  

         

Tpt. 1

Tpt. 2

         

Tpt. 3

Tbn. 1&2

B. Tbn.



 

3

Perc. 1

Perc. 2 Perc. 3

 

   





     







 













f

 

        

  

ff

     

 

1

3

 

  







 

 

  









ff

  

             K Bright, exuberant           arco         ff            ord.     ord. ff              ff



        

ff

   

          

 

    

       

0



 

 

    

       

 

arco ord.

pizz.

ff

 

pizz.

ff

ord.



ff

103

ord.

 

ff



pizz.

pizz.

 

  sfz  

sfz

sfz

 



  

 

 

 



 

  

 



 

sfz

sfz

 

sfz

 

sfz

  

0  

     



 

ff



 

 

  f



  

  

 arco div.

  

 

 

 

  

 

 

   



 







  fff    sfz       

 





      

 mp

 

       





 3    









     3

   

 

  



6

 



 







mp

 I    



    



      

p

   



 



fff molto espr.

mp

sfz

 

arco

  p

arco

sfz arco

 

mp





 



  









p

 

  

 

 

arco



  

 





mp

       



mp

  







6

fff



 

   

fff

   



fff







   



  3                   3  fff   3            senza sord.   3    3            





fff

 



 

3

 

 

3

   



 

0 

 pizz.

 





 

ff

Vla.



fff

senza sord.

  

3

 

3

 

3

senza sord.

ff

6

senza sord.

    f 

mp

ff



 

f



 



6



5

  

3



  

 

 

        

 

  

sfz

 



 

3    

  

 

   

f





6





 

  

 

ff

    

  

3

sfz





 

bells up

     3

   



   

   



  

 







6

 

       





ff

 

mp

  



bells up

    

         

     

ord.

  

               3 3 6                6      

  

  

 

    

f

4

pp

  

6

sfz

  

  

   

Cel.

  

      

sfz

    

 

3





 

Db.



 



3





     f    f     

Vc.

 



     

Hp.

Vln. II









3

3

  

2

 

f

Vln. I

3



senza sord.

f

Timp.

 

f Tba.







mp

6

3

ff



ff

f Hn. 3&4

  

3

 



sfz

ff

 

          

   



6

ff

sfz

Cbsn.

 

6



mp

6

             6 6          

sfz

     

6



6

6

         

6

6

           

                

6              3 6                       



   

6



 

 

6

Bsn. 1

6

ff Cl. 3

 

 

   

ff Cl. 1

sffz

6

        

ff

 

6

       

3

6

                      

 

     

             

   

 

sffz

6

ff



 

           

  

  

fff molto espr.

  

p






18 108 Fl. 1

  

 

Fl. 2

 

Fl. 3



rit.  



 

 

















 mp





mp







 



 





 





 

 





 





mp

  

Fl. 4

mp

 

Ob. 1

mp

 

Ob. 2





 mp

       6

 

Eb Cl.



 

  

Cl. 3



  

 

 

     

ff

sfz

 

mp a2

 

Bsn. 1&2

   f

Cbsn.

 

  

Tpt. 1

Tpt. 2

Tpt. 3

B. Tbn.

  

   

   

     

senza sord.



  

Hp.

Cel.





   



 

 







6

 

   

    

 

  



Vln. II

   

   

  





    

 



 





 

3



  





 









 

  

 

 

 



     3

  

3

 





 



 



 



  

   

   

 

  0

0 





  

   

 

 



6

 













 





 







 





 



 









ff



ff



 











ff

 

 

 

mp

   

 



rit.   

 

  

pp

 



  

pp

fff molto espress.

  



 

 



 

0 



 







3

ppp

 





 

 

3

 



 



3







  

3

     

  

 



  

    

fff molto espress.

pp

0 







 





 

  









6

 

p

 

 

 

       

6

   

p

  

 





Vln. I

Vc.

 

  

3

 

  

Vla.

  

        





f

Timp.

p





f

Tba.

 





mp

p

3

3

  

p



 

f

Hn. 1&2



 

     

3



 

     3

sfz

ff

Cl. 1

   



ff

0

 

 

 



 

 

 



    

  



 

   

 

      

 



 



 

 



    

  



 



  

 



   

 



 

   

 

unis.

 Db.     108

f

 



 mp





pizz.

  





mp




19

L Submerged, distant q = c. 54 112 Fl. 1

Fl. 2

   

             

p

  

p

6

Fl. 3

 



Fl. 4

fltr.

  



 

     

 

pp

6

   

 

  

   

p

6

        

   

  

fltr.

 

sfz

 

p

6

  

fltr.

 

pp

  

6

    

sfz

  

pp

sfz

   

 

 

   

sfz

pp

sfz

6

sfz

pp

fltr.

  

6

              

6

sfz

pp

   

6

6

6

6

               

               

6

 

mp

sfz

6

6

sfz

 

fltr.



               

  

p

sfz

p

sfz

mp

Cbsn.

 

 

6

      

6

          

fltr.

sfz

p

pp

6

   

6

   

  

6

              

p

Hn. 1&2

    

1

  



  

 

Hn. 3&4

  

 

  

pp

Hn. 4

  

Timp.

       

      

Perc. 1

Perc. 3

Bell Tree

  

 

  

  

 

3

   

3



 

Bell Tree

 

 

 

pp

pp



ppp

pp

3

   

 

Tam-tam with triangle beater



ppp

    

pp



ppp

p

pp

  

   

  

   

p

pp

 

 

   

  

p

Perc. 4

p

p

Perc. 2

(senza sord.)

p

pp 3

senza sord.

  3

  

 

   

Tam-tam, with triangle beater

 

3

  

 

3

  

pp

ppp



 

ppp

3

 

3

  



  

3

 

ppp

 



 

 





 

 

 



 



p

Hp.

 



 



 





 



 

 



L Submerged, distant q = c. 54       

mf Vln. I

      mf

molto sul tasto

 

ppp Vln. II

     

molto sul tasto



mf

  

 

   f

  

 





    0

  

 

f

p

   

0

f

  

pp

 





  

   0



p

  

 

f

p

  



  

mp

pp

 

0



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