Sb62 fetesscore

Page 1

FĂŞtes Composed by Claude Debussy Arranged by Duncan Wilson 6:30 Minutes 4 Trumpets 1 Horn in F 3 Trombones 1 Euphonium 1 Tuba 2 Percussion Trumpet 4 doubles on Flugelhorn. Percussion section requires: Timpani, Clash Cymbals, Side Drum, Suspended Cymbal Alternative transposed parts for Eb Soprano Cornet, Eb Tenor Horn, Bb Trombone, Euphonium or Baritone in Treble Clef and Eb & Bb Bass in Treble Clef are automatically included in both hard copy and download formats. If you require additionally transposed parts, please drop me an email at info@superbrass.co.uk

Š 2015 www.superbrass.co.uk


Fêtes "Fêtes" or "Festivals" is the second movement of a three-movement 25-minute orchestral suite entitled "Trois Nocturnes" by the French composer Claude Debussy. Originally scored for strings, three flutes, two oboes, cor anglais, two clarinets, three bassoons, four horns, three trumpets, three trombones, tuba, timpani, cymbals, snare drum, two harps and a wordless female chorus. The outside movements are Nuages ("Clouds") and Sirènes ("Sirens"). The work, which was completed in December 1899, was inspired by a series of impressionist paintings, also entitled "Nocturnes" by James Abbott McNeill Whistler. "Fêtes" gives the listener a vibrating, atmospheric dancing rhythmic work, accompanied by sudden flashes of light. Maurice Ravel transcribed the complete suite for two pianos. Claude Debussy Achille-Claude Debussy (1862–1918) was a French composer who along with Maurice Ravel, was one of the most prominent figures associated with the French Impressionist music scene. Debussy was one of the most influential composers of the late 19th and early 20th centuries, and his use of nontraditional scales and chromaticism influenced many composers who followed. His music is noted for its sensory content and frequent usage of atonality. The prominent French literary style of this period known as Symbolism, directly inspired Debussy both as a composer and as an active cultural participant. Born in August 1862 in Saint-Germain-en-Laye, France, the eldest of five children. His father, owned a local china shop and his mother was a seamstress. The family moved to Paris in 1867, but later moved to Cannes to escape the Franco-Prussian War. Debussy began piano lessons aged seven and at age ten entered the Paris Conservatoire, where he spent the next 11 years, studying with Guiraud, Bourgault-Ducoudray, Durand, César Franck as well as other significant figures of the era. From the start of his studies Debussy was found to be argumentative and experimental, although clearly talented. He challenged the rigid teaching there, favouring dissonance and intervals that were frowned upon. He was a brilliant pianist and an outstanding sight-reader. Debussy took a strong interest in literature and the visual arts and used these mediums to help shape his unique musical sound. Above all, Debussy was inspired by nature and the impression it made on the mind; he called "Mysterious Nature" his religion. Superbrass Music Since the start of Superbrass in early 2005, I have strived to commission new original compositions and arrangements for brass and percussion. Superbrass Music is committed to developing accessible new music for brass of the very highest quality. Illegal photocopying denies composers and publishers of their rightful revenue. A lack of revenue deters publishers from investing in new commissions. ALL MUSICIANS suffer the consequences of illegal photocopying. The future is in your hands. Now that you have the facts, you can help the future of the creative music world. If you do happen upon any errors please let me know by contacting me personally at info@superbrass.co.uk Roger Argente / Artistic Director


Superbrass Music

Fêtes

Score in C

Composed by Claude Debussy Arranged by Duncan wilson Edited by Roger Argente

from "Trois Nocturnes"

Trumpet 1

Animé et très rythmé (q = 144)

    

   

ff

Trumpet 2

ff

                                

Trumpet 3

ff 3

Trumpet 4: Doubling Flg

Horn in F

Trombone 1

Euphonium

Tuba

Percussion 1: Timpani Percussion 2: Clash Cym, Side Dr. Susp Cym

mp sub.

3

 3 3  3 3                                         mp sub.        

ff

 

  

ff

        

ff

   

Trombone 2

Bass Trombone

3

3

3

3

ff

   

 

  

   

All Rights Reserved © 2015 Superbrass Music www.superbrass.co.uk

3


2

Tpt 1

 

                         3

mp

3

3

3

mp

                             mp mp                      

Tpt 2

Tpt 3

Tpt 4

4

3

                 

3

3

3

f

      

f

3 3   3 3          Hrn                             

  Tbn 1

f

ff

mp

f

f

 

 

  mp

 

 

 

mp

f

mp





Euph

 

Tuba



Tbn 2

B Tbn

Perc 1

Perc 2

  


Tpt 1

3 8

           

A

         

               

                    

Tpt 2

Tpt 3

f

Tpt 4

f

Hrn

  Tbn 1

ff

 

    3      3                

f

   

Tbn 2

pp

3

pp

3

3

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

f

3



  Euph

3   3                       pp

    3      3               



B Tbn

Tuba

Perc 1

Perc 2

  

 

3

3

3

pp 3

3

3

3

3

                        pp 


4

Tpt 1

11

  

                       3 3    p 3

  

Tpt 2

Tpt 3

Tpt 4



Hrn

                      Tbn 1 pp sub.

                                   

Tbn 2

pp sub.

B Tbn

Euph



                      pp sub.

                                 pp sub.

Tuba

Perc 1

Perc 2



  

                    pp sub. 


Tpt 1

5

B               

14

Tpt 2

Tpt 3

 

                     p 3

3

 3           p

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

         p

                  

            Tbn 1

         

Tpt 4

Hrn



  

Tbn 2

B Tbn





3

3

        p

            Euph    Tuba

Perc 1

Perc 2

  

        p

3

 

 

 

                          mp  

 

 


6

Tpt 1

Tbn 1

  

 

   

fp

  

Perc 2



  

 

 

 

  

  

 

       

  fp     

   Euph   

Perc 1

                               p cresc. poco a poco

Tbn 2

Tuba

              p cresc. poco a poco

fp

B Tbn

                                    p cresc. poco a poco

Tpt 3

Hrn

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

Tpt 2

Tpt 4

17

 

  cresc. poco a poco

 

           mp

  cresc. poco a poco

 


Tpt 1

7

       

20

Tpt 3

     

Hrn

Tbn 1

         



B Tbn

  

                       

    

                         

 

 

 

Perc 1

Perc 2



  

 

 

fp

fp

fp

 

                  Euph  Tuba

    

 

Tbn 2

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

Tpt 2

Tpt 4

 

 

 

 

  

  

 

 


8

Tpt 1

lent (q = 72) C Ledouble plus          

ff

3

         

Tpt 2

ff

 

  3 Tpt 4     ff     

3   Hrn      ff                Tbn 1

ff

Tbn 2

ff

B Tbn

3

3

   

ff

   Euph  ff

Tuba

 

fff

  Perc 1 Perc 2

 

 

    

       

     

p

p

    

         

p

     

     

  

          

  

mf

    

 

       

p sub.

    

p sub.

fff

    

p sub.

       

 

p sub.

      mp

        

3

  3      ff

Tpt 3

A tempo (q = 144)

           

   


9

D Un peu plus animé (q. = 152)             Tpt 1    

sfz

                   

Tpt 2

p stacc.

                     

Tpt 3

p stacc.

Tpt 4

Hrn

                           

p stacc.

sfz

           

Tbn 2

sfz

     B Tbn              Euph  

Tuba

sfz

     

 Perc 1

         sfz

       Clashed Cym.

Perc 2

 

sfz













                           



f

   

                 mf leggiero

                        mf leggiero

           Tbn 1  

  

p stacc.

                    p stacc.

mf leggiero

p stacc.

mf leggiero

                        

       

         

        

mf leggiero

mf leggiero

mf leggiero







  









     mf


10

Tpt 1

30

  

         

     



     

Tpt 2

  

 

Tpt 3

   

 

Tpt 4

 

         

 

    

 

 

     

 

 

 

  

    

           

 

 

    

 

 

  

   

  

   

  

     

 

 

 

   

 

   

  

         Euph   

 

Hrn

   Tbn 1  Tbn 2

B Tbn

Tuba

Perc 1

Perc 2

     

  



 



     

 

 



         

     

   

  



         

     

 

 

   

  



      p

 


Tpt 1

11

E      

                    

Tpt 2

p stacc.

                    

Tpt 3

p stacc.

Tpt 4

Hrn

                              

p stacc.

  

                           



f

           

           

mf

                        p stacc. mf

     Tbn 1  

                   

     

                       

      

       

    Euph   

         

     

        

 

  

 



Tbn 2

B Tbn

Tuba

Perc 1

Perc 2

  

p stacc.

mf

p stacc.

mf

mf

mf

mf

     mf


12

Tpt 1

                    

36

Tpt 2

   

Tpt 3

   

Tpt 4

   

Hrn

Tbn 1

 

 



Perc 1

Perc 2

    

 



 

  

    

f marc.

        

      

 





    

      

       

         

f marc.

             

                       



          

                         

  

     

  

                        

         Euph   Tuba

  

           

Tbn 2

B Tbn



F

     p

f marc.

   

 


Tpt 1

Tpt 2

Tpt 3

13 40

               

  

   

          

   

    

p stacc.

p stacc.

p stacc.

  2       Tpt 4                p sub. Hrn

   2                       p sub.

                    Tbn 1   2

p sub.





pp leggiero

                   

         pp

 

      



pp

     

   





   



      

 Euph  

   

Tbn 2

B Tbn

Tuba

Perc 1

Perc 2

  









p

pp

   pp


14

Tpt 1

            

Tpt 2

Tpt 3

   

Tpt 4

  

Hrn



44

Perc 1

Perc 2







     







    







     

pp



   

  

         pp

  pp



 

 

 





             p

                           

Tbn 2

Tuba

mf

          

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

pp

Euph

    

     Tbn 1  

B Tbn

 

 

  

pp









pp

 

pp

pp

      

   p

 



 


Tpt 1

15 47



mf

         

Tpt 3

Hrn

   

mf

     

 B Tbn           Euph  

Perc 2



p

    

p

     

  

 

 

 

f

                 



        

                    

 

           

f





 







 



 



       



 



p

               

Tbn 2

Perc 1

p

      Tbn 1  

Tuba

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

                

Tpt 2

Tpt 4

G





   

p

 

  







f

          f


16

Tpt 1

Tpt 2

Tpt 3

Tpt 4

Hrn

51



                     



     



2

  fp

  fp

2                 

 Tbn 1  

   

Tbn 2

           

H

 

 







  fp

    

f

2

pp

f

2

pp

2

Perc 1

Perc 2

  

 

mp



 



    



 



pp

            Euph   



                     

2

  

Solo

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

2             B Tbn                   

Tuba







   fp

2                  

f

pp

 


Tpt 1

17 55

  

    

Tpt 2

 

2

    



 

mp

   



   

Tpt 4

   

       Tbn 1  Tbn 2

B Tbn

Euph

       

mp

pp

Perc 1

Perc 2

 

mp



mp



         pp

                mp

pp

pp

        

  

mp



pp

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

         



      

mp

pp

 



                             

mp

Tuba

pp

      

   

 



2

Tpt 3

Hrn

 



 pp

   

  

mp



mp



                mp

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

pp

     mp

 



 pp

   




18

Tpt 1

Tpt 2

Tpt 3

Tpt 4

Hrn

59



                         

   

    

mp

      Tbn 1   Tbn 2

    

     B Tbn  

mp

Perc 1

Perc 2

  





mf

    mp

       

pp

            mf



pp

mf

      

pp sub.



p



pp sub.

          

            

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

mp

pp

mp

pp

 



pp

mf



 mf

   



     

pp sub.

   

pp



mf

p



 

mp

    

pp

pp

  

        

          

            Euph   Tuba

    

          

mp

  



I


Tpt 1

Tpt 2

Hrn

 4:3 

    



Str. mute (metal)

     

     

Tbn 2

Euph

    2

mp

     

mp

Perc 1

Perc 2



  







   



p

mp

p

 

mp

p





 



 



    





       





mp

mp

p

p

mp



          

 



p cresc. poco a poco

mp

p cresc. poco a poco

mp

pp



         p cresc. poco a poco

             

mp

p cresc. poco a poco

mp

      p



    

           

pp



        

mp



 

p cresc. poco a poco





2



mp

pp

              p



              

pp

          



p cresc. poco a poco

mp

mp

Tuba



        

          

    Tbn 1  

B Tbn

2 mp

          

Tpt 3

Tpt 4

      

63

19

mp



 

p




20

Tpt 1

Tpt 2

Tpt 3

Tpt 4

   

67



       

     

     

 





 





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

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

    Hrn                

         

                       Tbn 1  Tbn 2

B Tbn

Euph

Tuba

Perc 1

Perc 2

   

           



                             

    

  

J

 

  

 

  

mf

mf





mf

 3     mf





mf





mf

 

    

 

    

mf

mf

 

mf

      


Tpt 1

21 71

  

Tpt 2

      

  

  

  

  

  

Tpt 3

      

  

  

  

  

  





Tpt 4

    







3    Hrn                

    Tbn 1  

 





    







     B Tbn  



 



Tbn 2

Euph

Tuba

Perc 1

Perc 2

                

 

 



 





 3

             

 

















 



       

 

 



 




22

Tpt 1

Tpt 2

Tpt 3

Tpt 4

75



K

      

  

  

  

 

      

  

  

  

 

    





 

    

    Tbn 1  

B Tbn



 

     



     



 



 



      Euph     



 



Tuba

Perc 1

Perc 2

     

 

f

3    Hrn                

Tbn 2

 

  

f

  

  

f cresc.

f cresc.

      

f cresc.

           f cresc. 

 

 



 

 

 

 

 

f cresc.

     

 

f cresc.





f cresc.





  

f cresc.

 

 

f cresc.

        

f


Tpt 1

Tpt 2

Tpt 3

Tpt 4

Hrn

23 79



  

  

  

      

  

  

  

                 ff         

      

Tbn 2

      

      Euph   Tuba

Perc 1

ff

      

    Tbn 1  

B Tbn

                 

Open

     



     

  

     

 

     

 

   







   





 

 



 

ff

p sub.

ff

p sub. Solo

    

ff

   2

ff

ff

ff

ff

 



   

ff

ff



 

 

p sub.

 

 



mp

                     

         

                         2

Perc 2

  

     2



L

    p

   

p

  

 

p sub.

    

p sub.

         p


24

Tpt 1

Tpt 2

Tpt 3

Tpt 4

Hrn

83

  



                         



  



    

             

 

 

  

  

 

  

    

 

 

                      Tbn 1  Tbn 2

B Tbn

Euph

Tuba

Perc 1

Perc 2

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

p



         

 

 

  

 

      

 

         



 

  

mp cresc.

  

mp cresc.

 

  

mp cresc.

mp cresc.





mp cresc.









mp cresc.

mp cresc.

 

mp cresc.

mp

mp cresc.

  

                                     

  

 


Tpt 1

Tpt 2

Tpt 3

Tpt 4

Hrn

25

                           

87

                                   

     Tbn 1  Tbn 2

B Tbn

          

 Euph  Tuba

Perc 1

Perc 2



 

f

           f

   

 

 

 



 

   









 



mp

               f p sub.



p

Solo



      

         

     

 

f

      

   

M



 

f

f

f

f

p sub.

 

   

p

   

p

   p sub.

   

 

                        











f

p sub.

f

p sub.


26

Tpt 1

Tbn 1

   

Perc 1

Perc 2

 





    

  

 

cresc. poco a poco

       

   

cresc. poco a poco

  

cresc. poco a poco

                      

                          

         p

    Euph   Tuba

    

     

Tbn 2

B Tbn

            

Tpt 3

Hrn

  

                                

Tpt 2

Tpt 4

91

   

  

 

 

  

 

     

 



cresc.



          

   cresc.



cresc.

                                     

 

 


Tpt 1

95

  

      

Tpt 2



   

              

Tpt 3

 



cresc. poco a poco

   Tpt 4                   Hrn

Tbn 1

         

 

Tbn 2

     B Tbn         Euph 

Tuba

Perc 1

Perc 2

 

  

  

       

          

 

      

     

sfz

 

  

f

sfz

f

4

f

    

    f        

sfz

f

          sfz

f

sfz

f

         

               

   

     



  



  



   

f

   

sfz

   

 f

      3

f

27

N           


28

Tpt 1

Tpt 2

99



              3

Tpt 3

             3

 Tpt 4               3

  Hrn    

Tbn 2

 

    

  

               Euph  3

Perc 1

     



 

      3

Solo

 

 

  

   

mp

  

mp (warm)

 





mp (warm)

                          3

3

3

mp

3

 

     

3

3

  

mp (warm)

      

   

mp (warm)

  

    

3

3

 

3

Perc 2

3

     

3

mp

    

 

  B Tbn  

Tuba

   Tbn 1  

 

f

3

      

  

  


Tpt 1

29 104

3                  3

3

Tpt 2

Tpt 3

Tpt 4

Hrn

      

B Tbn

3

3

3



    

 



     

mp cresc.

   

cresc.



     



   







cresc.

 





 

cresc.

      

 

  

 

mp cresc.





   



cresc.

      

 

  

  

cresc.

 

mp cresc.

       

 Perc 1 Perc 2

             

 Euph  Tuba

cresc.

   

     Tbn 1  Tbn 2

           

cresc.

  

  

 


30

Tpt 1

                    

Tpt 2

   

     Tbn 1 

B Tbn

  Euph  Tuba

Perc 1

Perc 2

 

                  3 3 3

   

         

3

sfz

3   3                  3

3

3

sfz

                    3 3 3

3

3

f

sfz

3  3                   3

3

3

f

sfz

3 3 3                             f sfz         

   

3





3

f

ff

   

   

f

   

3

f

f

 



ff

                       3 3 3 f 3

       



      

      

O

f



  Hrn     

Tbn 2

     

Tpt 3

Tpt 4

108

3

   



sfz

f


Tpt 1

Tpt 2

Tpt 3

31

[long pause]

                                           3 3 3

112

f

sfz

f

sfz

f

sfz

f

sfz

ff

3                                                           3

3

ff

                                            3 3 3 ff

3                                   Tpt 4                         

                        f sfz            Tbn 1   Hrn

Tbn 2

B Tbn

            

ff

 ff

3

3

ff

 3   3                        3

  

 ff

    ff

  

 ff

    ff

ff

        ff

             

ff

  

                                          Euph   3 3 3 Tuba

Perc 1

Perc 2

     

f

sfz

ff

 

  

 



 




32

Tpt 1

P  

Modéré mais toujours très rhythmé (q = 66)

Tpt 2

 

Tpt 3

 

Tpt 4

  

  Hrn   

  Tbn 1 

 

Tbn 2

Muted

               

pp

               

Cup mute

pp Cup mute

                        pp

Cup mute

                  B Tbn     Euph 

pp

   Tuba     pp

      Perc 1   pp

Perc 2

  

 

 

 4

 4

Str. mute

               

pp

8

 8


Tpt 1

33

Q St. mute         p St. mute

     

Tpt 2

p St. mute

       p

Tpt 3

Tpt 4

Hrn



             

Tuba

 

      

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

     

                 

 

   

(pp)

   

3

3

       

     Perc 1 Perc 2

3

3

          

      

3

         

 Euph

3

3

3

       Tbn 1

B Tbn

3

3

       

Tbn 2

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

               3

 

 

  

 

 

 

 

  

 

 

 4

 4

 

      

          

      

     



Open - bump tuba if needed



      

pp









(Euphonium can bump here)

   

 


34

Tpt 1



R

          

Cup mute



pp

          Tbn 1

B Tbn

 Perc 1 Perc 2

3

3

3

3

3

3

3

 









     (Open) pp

      



          



            

 Euph Tuba



           

Tbn 2

3

3 3 3 3                                       

 

                                                                        

 

Tpt 3

Hrn

   

Tpt 2

Tpt 4

130

    

      

             

    

      4

 4


Tpt 1

 

     

3

 

Tpt 3

     



 

3

     

    Hrn           Open

  Open        Tbn 1

B Tbn

Euph

Tuba

 

 



 

     mp

    Open

 

Open

mp

       mp

               mp stacc.

           

            

 Perc 1 Perc 2

 

Open         

Tbn 2

S

3

 

Tpt 2

Tpt 4

136

35

 

 

 

mp stacc. Open

 

 



 

mp stacc.

    mp stacc.

3

        3

         3

3

3

3

           

8

8

 

mp


36

142

Tpt 2

Tpt 3

Tpt 1

Tpt 4



      3

     3

 Hrn        

 Tbn 1 Tbn 2

B Tbn

 Euph Tuba

 Perc 1 Perc 2

 

3

  

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

3

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

               

3

      4

 4

 4

 4

3

      

  

  

4

 8

 8

 8

4

8


37

           

         

          

         

Tpt 3

Tpt 4



Tpt 1

Tpt 2

T

Open

f Open

3

f

3

  3   Hrn        

Euph

   f

Tuba

 Perc 1 Perc 2

 

f stacc.

3

 

        

3

   

   3

3

               

          

3

f

  

3

           

        

3

f

B Tbn

3          

           Tbn 1

3

3

3

f

Tbn 2

3

           f

  

       

3

 

  

 

  

 

  

f

4

 12

        


38

Tpt 1

154

 

Tpt 2

 

 

  

Tpt 3

 Tpt 4      

           Tbn 1 3

         3

B Tbn

Euph

Tuba

         3

  

  

 Perc 1







  

       



 

       3

       3

      3

ff

         

 

 

ff

  

     

    

3

3

3

3

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

  

   

  

3

ff

3



    

   

   



    

   

   



ff

ff

3

3

3

3

3

3

3

3

3

3

8

 16

 

ff

 3

     

ff

3

  

                            Perc 2   3 3 3   mf ff S.D.

     

  

ff



   

3

3

3

   

3

 3

3

3

 

ff

3

  

3

ff

 Hrn    

Tbn 2

U

3

   

3



        3


Tpt 1

Tuba









    

 

 

 

       

 

 

 

             

               

3

3

3

   

  

   

  

   



 

    Perc 2   Perc 1

    

  

3

   

Tbn 2

Euph



  

 Tbn 1

B Tbn

  

Tpt 3

Hrn

158

Tpt 2

Tpt 4

39



  



   

  

  



   

  



3

3

3

3

3

3

3



3

3

 3

          3

3

  

  

  

3

    

     3

3

  

  


40

Tpt 1

  

Tpt 3

Hrn

Tbn 1

    

Tpt 2

Tpt 4

160

  

 

     

  



 



     

  

 

        

  

 

               

  

Tbn 2

   

   

3

      3

  

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

3

3

    

  

3

 

    

  



    

  

   Euph

   

  



   

  

B Tbn

Tuba



3

 

    Perc 2   Perc 1

3

3

3

 3

          3

3

  

  

  

3

    

     3

3

  

  


Tpt 1

41 162

Tpt 2

 

Tpt 3

 

Tpt 4

 

Hrn

    

  Tbn 1

        

            

Tbn 2

 

B Tbn

 

   

  



   

  

   Euph

   

  



   

  

Tuba



3

3

 

    Perc 2   Perc 1

3

3

 3

          3

3

  

  

  

3

    

     3

3

  

  


42

Tpt 1

        

ff

3

3

 

 

Tpt 3

Hrn

   

Tpt 2

Tpt 4

164

 

  

  



3

   3

   

3

     3

    

                  

   

         3

 

 

  

3

    3

 

 



3

 

   

3

     3

    

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

   Tbn 1

  



 

 



 

   

  



   

  

          Euph

  

      

  

Tbn 2

B Tbn

Tuba



3

   3

 

    Perc 2   Perc 1

  

 





3

   3

 3

          3

3

  

  

  

3

    

     3

3

  

  


Tpt 1

                                

  

Tpt 3

   

 

    

 

      

  

3

      

3

        3

   

                                       Tbn 1    

 

      3

Hrn

Tbn 2

 

166

Tpt 2

Tpt 4

43

3

    

 

3

3

       3

           

      

     



3

     3

     

         

   

   



          Euph

         

    

    



3

3

B Tbn

Tuba



 

 3

           Perc 2   3  Perc 1

3

  3

       

  

3

                 3

           3


44

Tpt 1

     

3

   

 

fff

fff

     fff

      3

  

    Euph

fff

3

      

   

        

    

 

fff

3

Tbn 2

B Tbn

 

    Tbn 1

   

 

  

Tpt 3

Hrn

 

Tpt 2

Tpt 4

169

     3

       

fff

fff

 

fff

   



 

 

 



 

 

 





 

  

  

 



  

 



 

 





 

  

 

 

 

          

   

  

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

Tuba

 Perc 1

Perc 2

 

 

    

3

   

3

fff

 3

 3

3

 3

3

3

     

           



fff

                              3

fff

3

3

3


Tpt 1

Tpt 3

Hrn

173

Tpt 2

Tpt 4

45

 

      

B Tbn

  

 

      

Perc 1

Perc 2



  

  

 

   

     

  

 

mp



    mp

       

            





mp

              3

                  3

mf

   

 

3



    

mp



mp

mp

               Euph  Tuba

mf

           



 

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

A tempo (q. = 152)

   

   Tbn 1 Tbn 2

V 

mf

       

       

      

   

  

  

     

  

  

 


46

Tpt 1

 

Tpt 2

f

  

mp cresc.

         

  

cresc.

    Tbn 1   

mp cresc.

  

Tbn 2

B Tbn

Euph

Tuba

Perc 1

Perc 2

 

  



mp cresc.

 mp  mp 

cresc.

  

cresc.

 

  

    

    



  

 



f

  

 

 

 

 

   

  

   

 

   

  

 

 



 



 



  

    



  

  

f

cresc.



  

 

    

    

mp cresc.

Hrn

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

 

Tpt 3

Tpt 4

178

 



 

   



f

 

f



f



  





f

  f




Tpt 1

Tpt 2

Hrn

W      

    

   

Tpt 3

Tpt 4

47

    

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

          

mp

mf

    

mf

                     

mp

                              

 Tbn 1   

mp

                       

Tbn 2

mp

B Tbn

 

                     Euph      mp

Tuba

Perc 1

Perc 2

    

  

              

mp

    

mp cresc.



mp cresc.

       

      mp cresc.

     cresc.

 mp

cresc.



cresc.







 


48

Tpt 1

 

    



      

           mf cantabile

         

mp

f

f

                     f

                          Euph   

B Tbn

Tuba

Perc 1

Perc 2

 

  

 

 

 

    

 



mf

           

              Tbn 1   Tbn 2

7

f

X   

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

Tpt 3

Hrn

    

         

Tpt 2

Tpt 4

187

mf

 



 







mf

  

        

  







f



f

mf

mf



mf


Tpt 1





Tbn 2

 

 

mf

     

   Euph

Perc 2







 











 



 









 



 



 

f

f

f

                                

 

Perc 1

 

 



Tuba

   Tbn 1

B Tbn

Tpt 3

Hrn

192

 

Tpt 2

Tpt 4

49

  



 

f

 f

  



   



f



f

    

  



 

 

      



    

   

 



    

   

f



f


50

Tpt 1

197

 





 





 Tpt 4   





Tpt 2

Tpt 3

Hrn

Tbn 1



  

Perc 1

Perc 2









ff

ff

ff

  



 

ff



ff

 

 

ff



  Euph Tuba











  











 







 











 







 











 







fff

fff

fff

fff

                                   

Tbn 2

B Tbn







ff

 







ff





  

         ff



fff

 

  

 

  

fff

 

 

 

 

fff

              fff

       



 

 

fff



 

fff

    


      Tpt 1  202

51

                  

Tpt 2

ff

                         ff 

Tpt 3

Tpt 4

Hrn

                        ff 











 p

p

p

        fp

       Tbn 1

     

      

Tbn 2

B Tbn

        Euph Tuba

Perc 1

Perc 2

      

  

 



Sus.Cym.

   

f


52

Tpt 1



Tpt 2

Tpt 3

Tpt 4

Hrn

207

Tuba

Perc 1

Perc 2

                                 pp stacc.

                              pp stacc.

                               pp stacc.

pp





   

 



  

  

  



  

                         



Tbn 2

Euph

Mème mouvt.

              

 Tbn 1

B Tbn

Y     

 

 

pp

pp

 

 

 



 

 

 

 

 

    

                       

pp



pp

    

 



 



     

pp



             


Tpt 1

53

      

210

Tpt 2

    

Tpt 3

Tpt 4

Hrn

Tbn 1

Tbn 2

B Tbn



f

                 



     

 

    

 

     

 

     

    

    

             



mf

 mf



          

 

                           

                                    mf

                 Euph  mf



            



                                           mf        Perc 1                             Tuba

Perc 2

 

  

mf



     

mf





     





     



p



     

p

       


54

Tpt 1

Z      

                                   

Tpt 2

pp stacc.

                                

Tpt 3

pp stacc.

Tpt 4

                                    pp stacc.

Hrn

            

     Tbn 1        

Tbn 2

B Tbn

pp

 pp

pp

 

 

Perc 1

Perc 2



 

 



 

 

 

 

 

 

 



f









        

    

mf

                                     pp mf

     Euph   Tuba



  

          mf

                                        pp mf

  

  







  







      pp



     

pp

                            

     mf



     

mf


Tpt 1

55

                    

217



  

A1

Tpt 2

  

Tpt 3

  

Tpt 4

Hrn





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

Cup mute

         pp

 

mf

                     Tbn 1    

Tbn 2

B Tbn

Perc 1

Perc 2

 

                           

    Euph       Tuba

        



            





pp



pp

                                     pp

  

 

 

    

     



 

    

     



 

   p

     

p

 


56

Tpt 1

Tpt 2

Tpt 3

Tpt 4

Hrn

221

  

   

  

     



pp

       

       mf

     

Perc 1

Perc 2

 

  











mf



pp

 

mf



 



f



        



pp

f

mf



  

                      

 

f



pp

mf



  





pp





pp

Tuba



        

mf

Euph





mf

    

Tbn 2

B Tbn



                              pp

Tbn 1

mf

f

 

f sub.




Tpt 1

Tpt 2

Tpt 3

Tpt 4

Hrn

Tbn 1

225



     

      

    

            

Perc 1

Perc 2

   

  



f

f



 

   f



   f

          



 Euph   Tuba

      

    

Tbn 2

B Tbn

57



    



    

B1  







f

f

f

          



 

        

       

       



 



 

        

ff

ff



 

ff




58

Tpt 1

Tpt 2

        

 

 



      

 

   



         

 

 



     



 

     

   



 

229

ff

ff

         

Tpt 3

 

ff

Tpt 4

Hrn

    

    

       ff              Tbn 1  Tbn 2

B Tbn

Tuba

Perc 1

Perc 2

 

        

 

 Euph   

  

  

  



 

  



 



            

          p sub.

       p 

 

  

 



ff

 



   

Solo

 

mp




59 233

C1



Tpt 2

  

Tpt 3

   

Tpt 1

Tpt 4

Hrn

Tbn 1

         

Perc 1

Perc 2

        





     

   

     

   

Flugelhorn 2

pp

2

        

              



pp

     

 pp

    

                             

      Euph   Tuba

                  p

Tbn 2

B Tbn

 



    mp



    

     

  

2

pp

 



pp

  

   

pp

 



 

  

mp

 



 

  


60

Tpt 1

    

237

Str. mute

    

Str. mute

Tpt 2

    

Str. mute

Tpt 3

 Tpt 4        mp

Hrn

        

       

 





        

 





         

 





2               pp mp





mp

mp

mp

         

mp

             2 pp

mp

       Tbn 1  

 

       

       

 



mp

Tbn 2

mp

B Tbn

 

      Euph   Tuba

  

 Perc 1 Perc 2

 

mp

    

   mp

 

    



mp

(pp)

              mp p sub. 

            2

pp

mp

  pp



        

mp

       p  



   

Solo

mp

Clashed Cyms (scrape)

mp


61 241

D1 (mute)          (mute) 



  

Tpt 3

   

Tpt 4

  

         

Tpt 1

Tpt 2

Hrn

Tbn 1

Tbn 2

B Tbn

Euph

Tuba

Perc 1

Perc 2

    

                 p         





2 pp

2      

             



 pp

                              pp            



    mp



    

 



 

  

mp

 



    

 

    





pp

 

  

   

    

pp

  

   

pp (mute)

      pp 2

  


62

Tpt 1

Tpt 2

Hrn

      









     

       





















      

Tpt 3

Tpt 4

    

245

mp

mp

         mp

   

       

   

    

         2 mp 

  

2 mp

       Tbn 1  

 

       

 

Tbn 2

B Tbn

 

 Euph  Tuba

Perc 1

Perc 2

  

(mp)

(mp)

mp

        mp



    

 mp

             

2 mp

 



    





mp



     



           p        p

 



   

Solo mp

Clashed Cyms (scrape)

mp


Un peu retenu (q = 92)

63



E1 Open  

Tpt 2

  







Tpt 3

  







Tpt 4

   

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

             pp

Tpt 1

Hrn

Tbn 1

    

                    p

Perc 1

Perc 2

p











                                   pp



      Euph   Tuba

         

          

       

Tbn 2

B Tbn

249

   

  



    

             



           



pp



   pp

 
















64

               

Tpt 2

    

Tpt 3

    

Tpt 1

Tpt 4

254

 

p Open

         p Open

       p

                 



                    port. Solotone mute            Tbn 1   Hrn

mp



   B Tbn  

    

Perc 1

Perc 2

    

p

  





 



       p

     p

p

  

  

p

 

p

 

mfp

        

p

      p

 

mf

   

p

    mfp

  



  

p

     

p

     

Tuba

p

   

            Euph     

p

       

Tbn 2

  

mfp

  

p



pp



  



  


261



Tpt 2

  

Tpt 3

    

Tpt 1

Harmon mute (tube in)

sfp

Tpt 4

Hrn

     

 Tbn 1 

     

B Tbn

Euph

Tuba

Perc 1

Perc 2

 

  

   



  

 

mp

mp

 

p

Open



  

Open

pp

  

pp

p

 

 

3

    

mp

    mp



3

p

3          3

 

    



 



   

Open

 



65

rit.

mp



         



      

Tbn 2

 

Harmon mute (tube in)



p

  

pp

   

p


66

Tpt 1

F1   

A tempo (q = 152)

Tpt 2

   

Tpt 3

  

Tpt 4

  

  Hrn     Tbn 1

 

3

3

          pp

   

Tbn 2

   B Tbn    Euph

Tuba

Perc 1

Perc 2

  

 



 



 

  

     



pp

      pp



pp

 

  

3

 

3

3

 

  

pp

    3

3

 



  

   3


67

   





   



Tpt 3

   

Tpt 4

  

Tpt 1

Tpt 2

268

  Hrn     Tbn 1

 

3

              

   

Tbn 2

    B Tbn  

        

     



 

 

 

 

Perc 2

   Euph  



mp



Perc 1

   

 

mp Str. mute



Tuba

Str. mute

  

 



pp 3



3





             3

 



 

 



  

3


68

271

   

   

   

   

   

Str. mute

 Tpt 4     

Str. mute

Tpt 1

Tpt 2

Tpt 3

Trumpet

Hrn

    

     

    

   

   

mp

mp

  mp   mp

pp 3

Tbn 2

3

       

     B Tbn  



 Euph 

 Tuba     

 Perc 1 Perc 2

 

3

             ppp





3





 



  

  

 

 



 



         3

3

ppp

     

  

3

          

 

pp

  mp

                Tbn 1  

  mp

3

3

3

3

ppp

 

        ppp

 


69 275

  

Tpt 2

  

Tpt 3

  

Tpt 4

   

    

  

 

     

Tpt 1

Hrn

Tbn 1

Tbn 2

    B Tbn     Euph 

    Tuba   Perc 1

Perc 2

  

   

   

   

  

   

   

   

  

  

  

 

3

3

3

  

    

ppp

    

    

     

pppp

    

pppp

   

pppp

 

Sus.Cym. Solo

ppp

 

      pppp


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