Dillon - White Numbers

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Rental Library

dillon White Numbers for orchestra

Full Score

EP 72153



JAMES DILLON

White Numbers for orchestra

Full Score

EIGENTUM DES VERLEGERS

ALLE RECHTE VORBEHALTEN

ALL RIGHTS RESERVED

PETERS EDITION LTD A member of the Edition Peters Group FRANKFURT/M. 路 LEIPZIG 路 LONDON 路 NEW YORK


JAMES DILLON

White Numbers for orchestra Instrumentation: Piccolo Flute Alto Flute 2 Oboes Cor Anglais Clarinet in E flat Clarinet in B flat Bass Clarinet in B flat 2 Bassoons Contrabassoon 4 Horns in F 3 Trumpets in B flat (Harmon mutes) 2 Trombones (Harmon mutes) Bass Trombone (Harmon mute) Tuba Percussion (3 players) : Bass Drum Small Tambourine Military Side Drum * * Extremely hard dry sounding synthetic head (for example a Premier HTS 700 drum) 1 Large Tam-tam Orchestral Bells* (2 Octaves – sounding one octave lower than written) * Heavier gauge metal than Tubular Bells Celeste 14 Violins I 12 Violins II 10 Violas 8 Violoncellos 6 Contrabasses

Score in C (sounds as written)

Duration c.5 minutes

to Michael Cherlin

Commissioned by Euskadiko Orquestra Sinfonikoa / Orquesta Sinfonica De Euskadi First performance on 26 January 2012 at Kursaal Auditorium, San SebastiĂĄn by the Orquesta Sinfonica de Euskadi conducted by Gerd Albrecht.

This score reflects the state of editorial work and correction as at November 2011


to Michael Cherlin

White Numbers James Dillon

   



e = 120

Piccolo

pppp non cresc.

Flute

Alto Flute

   

  Cor Anglais

Clarinet in Eb

 



pppp non cresc.

pp

f

f

pp



pppp sim.

pp



pppp sim.



pppp sim.



pp

f

   pp

f



f



pppp



pppp









  

pppp non cresc.

   

pppp non cresc.

pp

pppp sim.

pppp sim.



f

pppp sim.

pp

pppp

pppp

        p



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



ppp

      

     



 

 

ppp

mp



















con sord. (Harmon)    

f

f

con sord. (Harmon)    

pppp sim.

pp

 pp

pp

 



 

 

pp

f



mp







    

pp

Military Side Drum 5

    

ben artic. mp

 

 





pppp

    

mp

5      

mp

f



pp

f

    







5     

mp





  

pp

 

    

mp

f

pppp



pp

  

pp

 

pp

pppp

pppp

pp

 

pp

f

pp

f

f

  

f

sfz (poco)

 

pp

mp

pp

pp

pp

mp

mp

        

pp



 

    

 

5      



pppp

sfz (poco)

pppp

 

pp

pp





pp

pp

f



pp

pp

f

 

pppp

mp



pp

pp

f

pp





f

f

pp

 

 

 



pp

pp

         

pp

 pp

f

pppp

pp

 

pp

 

pppp

pp

pp

pp



 

  

mp

f

pp

 

pp

pp

f

pppp





f

pp

pppp

    

pp

 

pp

f

f

sfz (poco)



pppp

pp

pp

          



pppp

mp

sfz (poco)



pppp

f

pp

pp

pppp sim.

mp

           Small tambourine

pppp

pppp sim.

 pp



pp

pppp

f

    

 pp

pp

pppp

  

pppp sim.

 

pppp sim.

Bass Drum *

f

pppp

pp

pp

f

pppp sim.

pppp sim.

       

pppp sim.

pp

pppp non cresc.

     

pppp

  



p



pppp non cresc.

 

       



   

pp

ppp

pppp non cresc.



con sord.     

pppp

non cresc.

pppp





con sord. (Harmon)

pppp



con sord. (Harmon)

ppp

pppp

pppp

pppp non cresc.

pppp non cresc.



pppp



   

con sord. (Harmon)    





pppp non cresc.

pppp

pppp non cresc.

pp

con sord. (Harmon)    

pppp sim.



f

pppp

  

   



pp

3     

mp

ppp



hand stopped

      

pppp



pp



pp



   4 Horns in F

Percussion 3

hand stopped      

Percussion 2

pppp non cresc.

Percussion 1



pppp non cresc.

Tuba

   

Bass Trombone

pp

2 Bassoons

2 Trombones

pppp non cresc.

3 Trumpets in Bb

pp

  

f

   

Contrabassoon

pp

pppp

pp

pp

pppp non cresc.

Bass Clarinet

pp

  

pp

Clarinet in Bb



f

pp

pppp non cresc.

pp

pppp non cresc.

  2 Oboes

pppp non cresc.





mp

        

pp

sfz (poco)

5     

mp

* With string of small sleigh bells hung across the skin these should gently ring when the drum is struck

   



pppp non cresc.

Violin I

    Violin II

 

pppp non cresc.



pppp non cresc.

 pppp

 non cresc.

  

pppp non cresc.

 pppp sim.



pppp sim.





 

pppp sim.



pppp sim.

ppp

s.t. ppp

pppp sim.

s.t.





pppp

   Violoncello

  

non cresc. (ord.)    sf (ord.)

   sf

Contrabass

trans.

p

trans.

 p

   

pppp non cresc.

s.p.

  

pppp non cresc.

s.p.

(ord.)    

   sf

s.p.

(ord.)    

pppp sim.

s.p.

p sf (ord.)



p

sf (ord.)

   sf

s.p.

 p



pppp sim.

s.p.

p



pppp sim.

Edition Peters No. 72153 © Copyright 2011 Hinrichsen Edition, Peters Edition Limited, London

(ord.)    

s.p.

p sf (ord.)

   sf

s.p.

(ord.)    

p

   sf

 

 p



pppp

   

     

 



 

    

      

 

 

 

      

p





pppp

pppp

s.p.

 

p



pppp

sf (ord.)

 

s.p.





s.t.

(ord.)   

sf (ord.)

  

s.p.

 s.p.



  



pppp

  

(ord.)

p

sf

 pp



 

      

 

 

 

s.p.

p

sf

f

(ord.)    

pp

    

p

mp

    

ord.            

s.p.

 f

    

 

p

s.t.

sf

 pp

  

(ord.)

p

p

p

ppp

p

sf

p

      

         

ppp

pppp

      



      

p

pppp

 

      

Viola

  



pppp





    

pppp

      

pp

pppp

p



pp



s.p.

(ord.)    sf

 f

pp


2

 

20

Picc.

Fl.

A. Fl.

Eb Cl.

Cl.

B. Cl.

  

  

   

    

  

  

          ppp

ppp



    



ppp

pp

pppp

     

smp



pp

f

pp

 

 

    

pp

 

B. Tbn.

pp

  

pp

Perc. 2

pp

f

Perc. 3



ff

smp

 



    

   





pp

f

mp

ppp

p

    

  

ppp

 

 

p





ppp

mp

ppp

p

ppp

p

   

  

  

  

      

 

  



  

   

   

  

   





p

f







p

f

p

f

p

f

f

smp

  

smp

 







  

 





  

smp

  

  

 

  

  

pp

pp

   pp

  

(ord.)

 

sf s.p.

p



pp

  trans.     

trans.

 

 

 

s.t.

 

s.t.

 

s.t.

 

s.t.

 

s.t.

  s.p.

f

    

s.t.



pp

  

pp

pp

 

pp

pp

 

 

   

     



    

    





ord.



ord.

pp

trans.

 

p





p



ord.

 

trans.

   

trans.



ord.

   

    trans.

  

 

 

trans.

gliss.

s.p.

 

s.p.

 

p



 

pp

s.p.

 

pp

p

sf

mp

ord.

subito e = 76

ord.



pp s.p.

f

  

s.p.



pp

s.p.

 

 

   

sf

p

s.p.

p

 

mp

 

ord.

ppp

  

      

  

   

      

   

  sf

 

p

sf



 s.p.

ppp

sf (ord.)

 

   

l.v.

   

 

        

   

3:2 5

mp

       

   

   

        

    

    

ppp

p

ppp

   

    

    

   

    



ppp

ppp

 ppp

 

   

     



   

      

  

       

s.p.

  

         mf

  

ppp

   

s.p.            sf

mf

3:2

mf

 

      

p

 

ppp

  

3:2

p

   

   

(ord.)

 

  

s.p.

(ord.)

  



mf

(ord.)

p

s.p.

 

      

ppp

mf

   



mf

ord.

     

 

pp

ppp

   

        

ppp

       

mf



 s.p.

(ord.)

sf

pp

(ord.)

sf

   

       

mf

  

mf

ord.

      

   

mf

ppp

 

s.p.

(ord.)

p

mf

(ord.)

 

pp

pp

sf

f

p

(ord.)

 

 

(ord.)

sf

ppp

ppp

sf

(ord.)

f

p

ord.

s.p.

 

5   

s.p.

(ord.)

sf

(ord.)

p

Tam-tam

sfz (poco)

s.p.

 

mp

ppp

  

ppp

    

  

mp

ppp

       

 

3:2   

ppp

    

mf



s.p.

p (ord.)

5    

ppp

ppp

  

pp

sfz (poco)

ppp

trans.

         

s.p.

 

      

  

   

mf



mp

mf

    

   

gliss.

  

mf

ppp

s.p.

ppp

   

p

 

ppp

 

pp

    

mp

         

mp

  



5    

    

mp

sfz (poco)

p ord.

mp

        

   

    



mf

ppp

 

mf

        

     

   

   

    

   

mf

      

         

mf

ppp

   

   

    

mf

ppp

mf

    

     

   

 

    

ppp

       

   



   



    

mf

        

 

   

ppp

mf

    

   



   

ppp



      

pp

f

mf

ppp

f

pp

 

 

      

p

ppp

p

              ff

 

f

sf

pp

   

         

ppp

pppp

ord.

p

pp



sf

s.p.

f

   

p



pp

mp

p

(ord.)

sf

trans.

pp

ff

trans.

  

ppp

  

pp

 

pp



     

   

      

   



 

   

  

ppp

  





    

mf



ppp

      

       

f

ppp

   

   

p

   



        

   

ppp

trans.

ppp

ppp

  

      

ppp

ppp



p





f

   

mf

  

    

ppp

mf

    

      

mf

pp

mp

pp

pp



trans.

 ppp

pp

f

 

subito e = 76

pp

f

pp



  



 

pp

mp

    



f

f

5    

ff

  

pp

sfz (poco)

    



 

 

pp



pp



f

pp

ff

Vc.

Cb.

pp

   

  

pp

ff

 

 

 

pp

pp

   

Vln II

   



 



ppp

pp

pp

f

pp

ff

  

  

pppp

f

          

  

Vla

    

   



mp

Vln I

ppp

   

mf

  



mf

    

  



p



pp

         

 



ppp

f

pppp



  



f

smp

 

  



pp

       



ff

Perc. 1

  

 

ff

Tba

   

smp

f

Tbn.

 

f

 

pp

  

    

 3        

pp



    

pp

 

 

pp

    

f

 

   



  

pppp

f

f



pp

ff

 



     Cbsn           

  

p

    

 

  

 

 

    



  

 



    

 3         





 

 3       

pppp

 

p



Bsn

Tpt

    

pppp

  



p

pp

  

Hn

 



pp

pppp



Ob.

C. A.

    

mf

mf

s.t.

ppp

     ppp

                mf


3

       40

Picc.

Fl.

A. Fl.

     



 



                

 

   

           

           

        





   

ppp

  





 

           



 

 

 

subito e = 66

     f







f

          

 



         ppp





       ppp

          f

   f





   

       ppp

subito e = 56

     

  

    

    

    

       

     



 

    

     

     

 

                         ppp

     



 

    





 

mf

  mf

  

 

     

 

ppp



ppp

                   mf

     

 

  mf







 

ppp





 

 





       

ppp





 





 

 

 

 

   





                 



  

 

 



         

 

          

                 

  

 

Ob.

C. A.

Eb Cl.

Cl.

B. Cl.

   

   

        

   

       

      

   

                      

                

     

                

      

 

   

   

            

   

        

       

  

                       

                

     

              

     

 

     





Cbsn

  

     ppp

           

 

 

           

                                   

             

   



 

 



   f

      

     

   



 

 

       ppp

f



f





      

   

          





ppp

        

   f





f

ppp

   

        

        

    

 

   

        



ppp



      

f



   

       

        

ppp

   

       

    



 

 

f

   



 

ppp

     

  

     



     

  

 

ppp

                 mf

    

        mf

 

ppp

        mf

mf

 

ppp



 



     

ppp

    

                  

    



ppp

    

 

 

 



                 

  

       



          

               

  

           

          

       

 

             

      

 

           

             

      

 

ppp



 

 



 



  

ppp

mf

 

 

ppp

   

     

    

       

 

     

  

          

            

   

    

     

       

 

    

  

           

             

  

    

     

    

      

 

   

  

           

    

         

     

mf

       

   



              

f





    

        



                    



        

     

mf



 

     

   

    

 

      

        

        

    

 

               

    

ppp

     

ppp

       

        

    

    

mf

ppp

                  

               

ppp

ppp

      

f

 

mf

                        



ppp

 

ppp

     

f



                        

          ppp



ppp

    f

    

                     

      

 

                         ppp

mf

mf

mf

ppp

ppp

ppp

                   mf

       

ppp

               

                   

 

     

               

      

   

           

      

  

    

     

    

       

 

     

  

           

            

       

               

       

   

         

      

  

    

     

    

      

 

   

  

           

            

   ppp

           

Tbn.

    

Tba

 

f

ppp

                  

   

B. Tbn.



f

      

    

Tpt



      

   

Hn

ppp

ppp

     Bsn

ppp

               

   

f

f

      

        

ppp

ppp

       f

     f

         ppp

   

   ppp

           

   

      

       

   

   

            

   

        

       

ppp

 

 

      

             



     

                  

      

 



f

f

subito e = 66 s.p.

  

f

   

                      ppp

     

  

    

    

mf

mf

ppp

ppp

                 mf

    

        mf

 

ppp

    

 

                 





 

 

 



       

 

          

   

                

     

               

      

 

  

                       

                

     

              

     

 

ppp

ppp

mf

mf

subito e = 56

     

  

    

    

    

       

 

           

     

  

    

     

    

       

       

     

  

    

     

    

       

     

  

    

    

      

     



 

    





ppp

                      

      



     

s.t.

ppp

ppp

ppp

 

  

           

            

 

    

   

           

             

       

s.t.  

    

  

           

            

    

       

 

    

   

            

              

     

 

s.p.

mf

s.t.

 

ppp

Vln I

 

     

           

     

              

  

              

 

 

 

 



s.t.

s.p.

  

f

 

  

s.p.

f

ppp

 



s.t.

ppp

s.p.

mf

s.p.

mf

s.t. ppp

ppp

Vln II

  

 

   

   

   



s.p.

  



f



  

s.p.

f



s.t.

 

ppp s.t.

ppp



 

s.p.

mf

  s.p.

mf





s.t.

ppp



s.t.

 

ppp





 





 

 

 



          

Vla

   

    ppp

        

   

       

      

   

                      

                

     

                

      

 

    

    

        

   

        

        

   

                        

                  

       

               

      

 

Vc.

s.t.

s.t.

ppp

s.p.

f

s.p. f

     

              



     

   



    

                

       

    

s.t.           

Cb.

   

    ppp

             

   

s.p.

f

s.p. f

        

        s.t.



ppp

ppp

 s.p.         f

  

s.t.

ppp s.t.

ppp

s.p.

mf

s.p.

mf

s.t. ppp

s.t.

ppp

     



 

    

    

     

 



 

    

  

           

            

      

  

    

     

    

     

 

    

    

           

           

s.t.                          ppp

s.p.

 

mf

s.p.

mf



s.t.

ppp

s.t.

ppp

 s.p.                  mf

s.t.

     

ppp

               

     

 


4

Picc.

67          



 

mp

Fl.

         mp

A. Fl.

       

Ob.

C. A.

Eb Cl.

Cl.

B. Cl.

mp

          

   

Hn

 

Perc. 3

Orch. Bells

Cel.

Vln I





    





 

7:5

 

        



    ppp

 

   



mp



    ppp

        mp

        mp

 

7:5





  

  

pp

7:5

  



pp

f

     

 

7:5

7:5

   



   

7:5

   

7:5

  

f

     

 



 

pp

f

     

                

ppp

  

ppp

 

  



  



  

  

ppp

     



 

  

 

  

  

 

  



  

  

 

  



  



  

gliss.

ppp

  

     ppp

 

 



    

  s.p.       



       

 

   

s.t.

mp

ppp

        



       

 

        



s.t.

    ppp    

s.t.

ppp s.t.

    ppp    

s.t.

ppp

mp

      s.p.

mp

s.p.        mp

s.p.

mp

   





   

s.t.

   ppp  s.t.



   

ppp

s.p.         mp

 

             

      

 

     mf

7:5

 

ppp

gliss.

pp



Bass Drum

mp

                 pp

    

7:5

  

  

7:5

ppp

7:5

mp

    

senza sord.

  

7:5

ppp

     

senza sord.

      

 

7:5

 



pppp



   

   ppp

   

7:5

f

7:5



    

  



 

pp

7:5

     



pppp

 

           



 

mp

5    

        

 

  

 

ppp

  

 

7:5



  7:5   

7:5

 

pppp

ppp

senza sord.

       

 

    



mp

                senza sord.

 

                

   



pp

senza sord.

pp



 

ppp

 

mp

(hand stopped)      

( port. ) *

 

            

  

( port. )

     

7:5

( port. ) *



 

 

 

7:5

7:5

  

     



 

7:5

     

    

    

  

7:5

   

  

7:5

 

pppp

 

 

pppp

con sord.

   

   

con sord.



 

    

    

 

  

      

 

  

     

 

  

   

7:5

7:5

 

  7:5  

ppp

con sord.

ppp



pppp

7:5

7:5

  

ppp

 

pppp

pppp



 7:5

     

  

   



7:5

  

   

7:5 ( port. )

  

(con sord.)

pppp

ppp

 

7:5

7:5 ( port. )

pppp

   

7:5

7:5

( port. ) *

7:5

ppp

7:5

pp con sord.

 

(hand stopped)     

ppp

pp

sfz (poco)

 

ppp

(hand stopped)       

pp con sord.







  

ppp

* Quasi (portamento) sigh!

 

7:5

(hand stopped)       

con sord.

ppp

ppp



     







 

mp

5   





mp

5  

mp

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





p

f

pp

 

7:5

7:5      

7:5

f

pppp

         

    

7:5

pp

 



   

7:5

   

p

 7:5

7:5   

ppp

sfz (poco)

 

mp

   

 

 

   





   

  

         

     

  





 







   

mf

rall.

   

   

   

   

    s.t.

   



s.t.

   

  

  

   s.t.

     ppp

    

     

ppp

   

trans.

(ord.)

s.p.

ppp

(ord.)   



p

 

     

   

                 pp

  

7:5

mp

7:5

        pp    7:5

     

ppp 7:5

7:5

 

7:5

  



 

7:5

 

 

 



pp



  

ppp

   

 

7:5

  

p

ppp

                

 

 f



mp

sf



7:5

mp

     



sf



ppp

mp

ppp

    



   7:5

ppp



     

ppp



7:5

f

mp

ppp



  

subito e = 112



  

7:5

ppp

mp

s.p.        

pp

pp

 

      

gliss.

ppp

      

mp

ppp

7:5

f

pp

 

        

pp

7:5



mp

ppp







     

    

 



pp

   

7:5

Vla

7:5

        

mp

pp

      

mp

  

f

  

 

7:5

  

    

s.p.

 

ppp

f

     

7:5         

 

7:5

pp

 



ppp

     

   

7:5



7:5

 

             



ppp

 

 



ppp

s.p.

     



pppp

sfz (poco)

     



 

7:5



ppp

7:5



 

 

  

ppp

 

pp

7:5

7:5

 

7:5

7:5

7:5

 



 

 

7:5

  

7:5

f

f

ppp

 

pp

ppp

     

  

mp

  

 7:5

pp

   

ppp

f

7:5   

7:5

mp 7:5

ppp

f

f

7:5

   

7:5



   ppp 

       

  



 

7:5

ppp

  

7:5

   

ppp

    ppp

mp

7:5



   

7:5

   

ppp



 

ppp

ppp

   

      

s.p.

Cb.



mp

Vc.

 



s.p.

Vln II

ppp





7:5

ppp



       

 

        

   



        mp





mp

 

    ppp

mp

ppp

ppp

    ppp

mp

      

  



ppp



 

mp

   

ppp

 

   



ppp

      

mp

Perc. 1

mp

      

mp

Tba





    



 

ppp

        

mp

B. Tbn.

 



mp

       

Tbn.



       

mp

Tpt

       

            

 

rall.



 

mp

mp

          mp

   

  ppp

mp

mp

Cbsn



     

     

     Bsn

ppp

        

     



subito e = 112

 

ppp

    (ord.) 

s.p.



pp

ppp

sf

 

 

    



     

  

 

p

mp s.p.



7:5

    mp

  7:5  

 

p

sf



pppp con sord.



pppp con sord.



pppp con sord.



pppp con sord.



7:5    

pppp



7:5

ppp

 7:5    

ppp

(ord.)  

con sord.

s.p.

 

    ppp

    7:5  

(ord.)   sf


5

   80

Picc.

 

Fl.

 

Ob.

7:5

7:5       

pp

f

Cbsn

 

  

7:5     

pp

f

 

  

 

pp

   

  

7:5

 

  

    

7:5

pp

f



 

pp

 6:5          

6:5        

6:5           

 

7:5

  

7:5

   

7:5

 

pppp









 

pp

   

7:5

pppp

   

6:5           

f

7:5   7:5            

 

7:5

mp

7:5

  

 

ppp

   

 pp



7:5

    

7:5

 

   



 







   



 Tbn.

B. Tbn.

  

7:5

  

pp

 

   

7:5



7:5    





7:5

 

 

pp





  

 f

 



Perc. 2

  

         

 

Vln I

 

 

mp



  

mp

 

pppp

pp



pp

f



 

    

 

   

 

e = 90

  

         

 

    

 

  

  

 

 

     



7:5

7:5

 

 



 

 

pp



  

 

  

mp

  5  

p

sfz (poco)

6:5        p

 

6:5        

 

p

6:5            p  p

sfz (poco)

6:5             p

 p

       

 

       

        

 

 e = 112

 6:5         p

6:5           

f

6:5         



f

7:5

 

7:5

  

  

 

7:5

Glockenspiel

Xylophone

                    6:5

p

7:5



 

   

   mf

f

6:5

  

f

ppp

   

 

ppp

f

p

    

6:5                        

f senza sord.

 

     p

 

 

  

Vln II

  Vla



  

7:5    

 Vc.

  

   

 

6:5               p

sfz

(poco)                  p 6:5

sfz (poco)

7:5 7:5 7:5 legato                non               mf non legato ppp mp senza sord. 7:5 7:5                             mf ppp mp

p 7:5



 

  

pppp

 

  



 



pp

pp

pppp

(ord.)

  

 (ord.)

s.p.



 

p

pp



p

  

pppp

 

s.p.

(ord.)



sf

 

  

 

sf

   

6:5          

senza sord. pizz.

 

7:5

pp

 p

 

s.p.

 

 

7:5

f

 

    

7:5

(ord.)

 

  7:5

ppp

 

 

f

  p

  

   

pp

sf

 

s.p.

     

pp

  

pp

7:5

mf

(ord.)  

sf

f

        

p

sfz (poco)

  

7:5

6:5           

7:5

 

arco

     

7:5

pizz.

senza sord. div.

mp

f

pppp

 

pppp

sf



mp con sord.

pp



 s.p.

 

  

   Cb.

  

    

senza sord.

p

 

 



7:6

f

 

7:5

6:5          

7:6

 6:5          

Crotales

6:5

6:5             p 6:5 6:5                

f

6:5

                

   

6:5

  6:5          f

 

   

                    

f

pppp

6:5   6:5                    

6:5          

6:5 rit. a tempo (e = 112)                         

pppp

6:5             f

6:5

  

 

senza sord.

6:5   6:5                 6:5 6:5                

            f

 

 

p

 

pp

 

           f 6:5            

6:5

f

 

 

sfz (poco)

 6:5            p

            f



 

sfz (poco)

6:5            f

f

 7:5          7:5

6:5             p    

 

6:5

mp

       

ppp

6:5           f

 

   7:5      



7:5

  

7:5       



pp

 



pp

  

7:5

pp

accel.



mp

  5   

pp

  

 7:5     

f

pppp



mp

   

 

p

    

7:5

6:5             f

pppp

pp



7:5

    

 

 

 

pp

pp

 

7:5   

7:5  

 

     



7:5



 



 

 

f

 

7:5



pp

pp

  

pp

f

 

 

 

sfz (poco)

pp

f



 

  

7:5

6:5           

mf

pp

           p 6:5

6:5             f





6:5            p

6:5           p  f

f

pppp

f

pp

mf

 

pp

pppp



   

f

f

mf

pp

6:5         p



   

7:5

 6:5          





  

ppp





f

pp

 

pppp

pppp 7:5

Cel.



(poco)

Orch. Bells

a tempo (e = 112)

Tpt

Perc. 3



  sfz

Perc. 1

rit.

 

Hn

Tba



 

 



 

Bsn

B. Cl.



 

Cl.

  

 

Eb Cl.



pp

 C. A.

pp

  

A. Fl.

 e = 112

accel.

e = 90

7:5

  mf

 

 

p

7:5

 

f

  

p

s.p.

6:5 6:5                   



  

7:5

        ppp


6

 

89

Picc.

Fl.

6:5           



 

p

mf

           6:5

   

sim.

            mf    6:5

 

Ob.

C. A.

mf

A. Fl.





sim.

6:5             pp 6:5

 

  

Flz.

pp

sfz (poco)

            pp    6:5



  





 

sim.

 



sim.

 



 

sim.

  

Flz.

 

5:3

  f

    

sim.

sfz (poco)

         

 

sim.

 

 

sim.





sim.

 



6:5

 

    

pp

 

3:2

f

sim.

p

     



mp



sfz (poco)

7:4

f

 

  

Flz.

ppp

mp

   f 

         

6:5

 3:2  

/

p

           

3:2

p



/

 

 

  

mp

sim.

  





   sim.

 



sim.

 

sim.

sim.

Eb Cl.

            mf

          pp

          mp

          ppp

Cl.

          

6:5           pp

           mp

6:5           ppp

 

           mp

            ppp

B. Cl.

    



p

sim.

 

  



 

  





sim.

 

  





sim.







sim.

sim.

sim.

sim.

           p

         p

6:5            6:5           mf

          6:5

mf

 

           

6:5

6:5           pp mf

6:5

           mf 6:5

        mf    6:5      6:5

p

           p 6:5

Tba

Perc. 1

Orch. Bells

Cel.



ppp

    



fff

7:5

 

fff

ppp

mf

6:5          

mf

  

  

  6:5         

  6:5          

 

   

  



 

 

  

   p

Vln I

mf

    p

 

     

   

  sim.

  

  sim.

   



           

  

  

     

Vla

sim.





7:5

ppp

    (ord.)

 

 

Vc.

pizz.

   

sf

p

 s.p.

p

 6:5           

mf

          6:5

pizz.

sim.

7:5

mp







 

   

 

7:5



ppp

 7:5     mp

ppp

6:5

   



6:5



6:5

pp

6:5            ppp mp

6:5        

6:5          

  6:5         

   

6:5

  

 

mf

 

 

sim.

                  pp 6:5

 

 



sim.

  

sim.

6:5

            pp



  



 

s.p.



 

(ord.)

 

p

sf

p

 

s.p.

sf (ord.)

 (ord.)

  



sf (ord.)

s.p.

  



sf

6:5        

   

mf

unis.



mp

   

  

p

 

p

s.p.

s.p.

6:5 6:5                  

 

(ord.)

 

  

sf (ord.)

p

sf

p

 

 

s.p.

s.p.

6:5         

 

  

sf (ord.)

  

         



sf

 

 

sim.

 

 

mp

 

6:5        



6:5

  

 

  



 

 

(ord.)

sf (ord.)

  

sf

6:5              ppp

s.p.

 p

s.p.

 p

6:5 6:5 6:5                               ppp

mp

f

pp

            ppp

s.p.

  

sfz (poco)

6:5

s.p.

 

   

                  ppp

            



 

  

6:5

6:5

  6:5           mp

    

ppp

6:5

p

sfz

6:5

p

Bass Drum

6:5          

 

         

(ord.)

pp

    

sim.







mp

  

ppp



mp

ppp

mp

sim.

ppp

7:6

           



sim.

6:5



6:5           

6:5

   pp

ppp



ppp

mp

mp

   

6:5

6:5             ppp 6:5 6:5                    

7:6

 

                   ppp

                

     

 

                     ppp

mp

pp

6:5

        

7:5      

6:5



sim.

6:5

mp

6:5           

6:5        

ppp

mp

mp

7:5



sim.



mf

6:5 6:5                 

6:5           

  6:5     

  

   

7:5



ppp

           mp

  

   

sim.

 

 

ppp

6:5

     

mp

      

 

6:5   6:5                 

 

   sim.

6:5           mp 6:5        

pp

sim.

6:5   6:5                    ppp

pp

 

 

6:5           mp

pp

sim.

6:5            

 

sim.

pp

sim.

mp

6:5 6:5             

7:6

6:5

    

7:5



6:5

sim.

Cb.

6:5

sim.

6:5

6:5

pizz.

 



p

 

         



7:5



6:5

sim.

sf (ord.)

 

  

sim.

                      pp

mf

sim.

7:5





 

mf

sim.

ppp

6:5

       

 

6:5             

7:5

Vln II

 

sim.

sim.

  

pp

6:5   6:5                 pp

7:6

mf

        

sim.

6:5   6:5                   pp

                 mf

    



    

6:5             pp

mf



  

 

         

   

6:5

 

 

  

sim.

                        pp 6:5                pp

 

Perc. 2

Perc. 3

    

6:5 6:5          6:5                       

 

sim.

mf

 

sim.

mf

            p

B. Tbn.

sim.



sim.

6:5

Tbn.



sim.

6:5

sim.

 6:5           p 6:5

Tpt

6:5             pp



sim.



    

Hn

          mf

sim.

 



  

6:5

sfz (poco)

Cbsn

6:5

mf

  Bsn

6:5

 pp


7

  

   sim.

99

Picc.

 

Fl.

  

/

f

5





pp

   





 

sim.

   sim.

  3:2

mp



     

f



Flz.

mp



mf

 

  

  

  

/   

7:5

  

 

A. Fl.

 

Flz.

mf

p

sim.

   sim. Flz.



5

 

 

 

 

/

/

    

f

mp

 



 

 



 

sim.

 



 /    

 mp

ppp

 

p

sfz (poco)

p

mf

 

Flz.

   sim. Flz.

  

3:2

   

sim.

/

    

sim.

Ob.

C. A.

 

 

Cl.

B. Cl.

   sim.

 



sim.

Eb Cl.



 



     

 

mp

smp

mf

 

5



 

 



      3:2

 



  

 

 

   



sim.

 

    sim.



sim.

pp

mf

 



 

p

sim.

  



smp

smp











  

sim.

sim.



 





     



  

  

 mp

     







ppp

ppp

  



sim.

sim.

 

pp

f

 

   

smp

mp



 

 

   sim.



 

  





 

sim.

  

smp













  sim.



  

smp

      

smp

  



 

  

Bsn



sim.

 Cbsn  

sim.

7:5   7:5        

mp

  Hn

   

Tbn.

mp

7:5

 

 



mp

7:5

7:5

7:5

 

    

7:5

 

  

7:5

 

  

 

pp

 

 

    

7:5

pp

7:5

    

7:5

   

7:5

   

7:5

7:5

7:5

    

7:5

       

7:5

mp 7:5

    

mp

 

pp

Perc. 1

Cel.

  

pp

 

 

pp

pp

         

7:5

  7:5       7:5

        

7:5

   

7:5

 

 

mp

  

 

 







sim.

sim.

   

ppp

  

 

     ppp



  



sim.

Vla

 

(ord.)    

 

 

p

sf

    

s.p.

 sim.



ppp

7:5

7:5

   

 

  

 



 

  

 

 

  

sf s.p.

(ord.)

sf

s.p.

p

s.p.

p

 

 

smp



  

 

  







 ppp

  

   7:5      

mp

     

         7:5

mp



7:5

7:5



ppp

  

 

  

 

   



    

 

 

  

 

  



  



 

sim.



 

mf

 

 

(ord.)

s.p.

sf

p

(ord.)

sf

p

  

  

(ord.)

sf s.p.

sf

 

ppp

ppp

7:5

7:5



 

  

   

 

  



 

p 7:5

7:5

   

trans.

  

  





ppp

 ppp

mf

 

 

mf

 

mf

    



s.p.

s.p.

 

mp

  



  



(ord.)

s.p.

mp s.p.

p

(ord.)

p

ppp

7:5

     ppp

  

  

(ord.)

p

sf s.p.

7:5 7:5             

 7:5    7:5        

mp



sf 7:5

mp



    



sf s.p.

mp





s.p.

  

ppp

mp

 

 

 

p

(ord.)

 

ppp



mp

  

sim.

ppp



  ppp

ppp

ppp

arco

ppp

sim.

7:5 7:5    

  

 

mp



mp



 

 7:5   



  ppp

ppp





 

mp

  









 

  

 

ppp



 



mp

ppp

  

sim.





 

mp



7:5

ppp

mp



mp

 

ppp



 

sim.

 

 

    



7:5



 



mf

 (ord.)



ppp

7:5

mf

arco

Cb.

p

sf

     



sim.

(ord.)    

7:5

arco

7:5

arco

 

sim.

Vln II

7:5     

mf

sim.



  

  



  7:5    

mf

 

ppp



ppp

ppp

   

 

ppp

Vc.

pp



 mp

ppp

 

 

 

mf

ppp

7:5

  3:2        

 

  f

(con sord.)

  

Vln I

5



ppp



sim.

ppp



sim.

ppp



ppp

Tba

sim.

    

7:5      

7:5

ppp

mp

pp

B. Tbn.

 

ppp

mp

pp

sim.

ppp

mp

pp

  

  

  

mp

 

sim.

ppp

  

  

  Tpt

 

sim.

(ord.)

p

sf

s.p. (ord.)         

  

s.p. (ord.)         

  

sf

sf

p

p

 4'48.3"




Edition Peters Rental Library For more than 200 years, Edition Peters has been synonymous with excellence in classical music publishing. Established in 1800 with the keyboard works of J. S. Bach, Edition Peters had by 1802 acquired Beethoven’s First Symphony as well as several solo piano and chamber works. In the second half of the nineteenth century, an active publishing policy enabled the company to develop the catalogue through the promotion of contemporary composers such as Brahms, Grieg and Liszt. This policy continues today: as the publishers of composers such as John Cage, James Dillon, Jonathan Dove, Brian Ferneyhough, Bernd Franke, Anders Hillborg, Mauricio Kagel, Rebecca Saunders, Richard Strauss and Erkki-Sven Tüür, Peters continues its historical role as a champion of new music. This is accomplished in conjunction with the continuing development of the traditional catalogue.

The offices of Edition Peters in Talstraße, Leipzig Geschäftssitz der Edition Peters in der Leipziger Talstraße

Seit über 200 Jahren steht die Edition Peters für höchste Qualität im Bereich klassischer Notenausgaben. Gegründet im Jahr 1800, begann der Verlag seine Tätigkeit mit der Herausgabe von Bachs Klavierwerken. Schon zwei Jahre später waren die Rechte an Beethovens erster Sinfonie sowie an diversen Klavier- und Kammermusikwerken hinzugekommen. Durch enge Zusammenarbeit mit zeitgenössischen Komponisten wie Brahms, Grieg und Liszt gelang es in der zweiten Hälfte des 19. Jahrhunderts, den Katalog beständig zu erweitern. Dieser Tradition ist das Unternehmen bis heute verpflichtet: Als Verleger von Komponisten wie John Cage, James Dillon, Jonathan Dove, Brian Ferneyhough, Bernd Franke, Anders Hillborg, Mauricio Kagel, Rebecca Saunders, Richard Strauss und Erkki-Sven Tüür ist die Edition Peters weiterhin Anwalt neuer Musik, während zugleich das angestammte Verlagsprogramm kontinuierlich ausgebaut wird.

THIS IS RENTAL MATERIAL AND MUST BE RETURNED AFTER USE PETERS EDITION LIMITED Rental Library Tel: +44 (0)20 7553 4020 · Fax: 020 7490 4921 e-mail: rentals.uk@editionpeters.com · newmusic@editionpeters.com · www.editionpeters.com

w w w. e d i t i o n p e t e r s . c o m


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