Abrahamsen CLAUDE DEBUSSY CHILDRENS CORNER

PR8 - 110712

EDITION WILHELM HANSEN WH 31409

Claude Debussy

CHILDREN’S CORNER ORCHESTRATED BY

HANS ABRAHAMSEN

Full Score

I

Claude Debussy

CHILDREN’S CORNER Orchestrated by Hans Abrahamsen

Full Score

II

Orchestra

2 Flutes (2nd db. Piccolo) 2 Oboes (2nd db. Cor Anglais) 2 Clarinets in A and B (2nd db. Bass Cl. in B ) 2 Bassoons

2 Horns in F 2 Trumpets in C 2 Tenor Trombones 1 Contrabass Tuba

Timpani

Percussion (3 players) Total requirement: Glockenspiel, Tubular Bells, Xylophone, Cymbal Antique (Crotales), Cymbals (suspended), Bass Drum (large), Tambourine, Tam-tam (large), Triangle, Castanets, Schellen (Sleigh Bells) Perc. 1: Glockenspiel, Tubular Bells, Xylophone, Crotales, Tambourine, Tam-tam Perc. 2: Tubular Bells, Castanets, Cymbals Perc. 3: Bass Drum, Triangle, Sleigh Bells

2 Harps (the lowest C-string tuned down to B on both harps)

Celesta (db. Piano)

Strings All transposed instruments are notated in transposition. Double Bass harmonics are octave transposed as well. The M.M. metronome indications are suggestions (H.A.)

III

For further information about the composer, visit the website of Edition Wilhelm Hansen:

www.ewh.dk where you will find: list of works programme notes recording information relevant electronic updates performance calendar links news and much more ...

IV

I. Doctor Gradus ad Parnassum

p. 1

II. Jimbo’s Lullaby

p. 14

III. Serenade of the Doll

p. 22

IV. The Snow is Dancing

p. 37

V. The little Shepherd

p. 49

VI. Golliwogg’s Cake Walk

p. 55

Commissioned by Radio Kamer Filharmonie in Holland for the 150th anniversary of Claude Debussy Premiered by Radio Kamer Filharmonie conducted by Michael Schønwandt 17 February 2012, Utrect: Vredenburg, Leidsche Rijn and 19 February, Amsterdam: Concertgebouw

Duration: approx. 18 minutes

Dedicated with affection to Amalie Malling and Michael Schønwandt

I. Doctor Gradus ad Parnassum

1 Flauto 2

Oboe (1)

Corno inglese (2)

1 Clarinetto in La 2

1 Fagotto 2

1 Corno in Fa 2

1 Tromba in C 2

Timpani

Percussione 3

Arpa 1

Arpa 2

Celesta

Violino 1 div.

Violino 2 div.

Viola div.

Violoncello div.

Contrabbasso div.



Modérément animé q = 132       

 





p

 



  





   





 



 

                     p solo

                     p solo



Claude Debussy Children's Corner (1908) orchestrated by Hans Abrahamsen (2011)







   









   



   



solo

p



p solo











p







              





              



 

      



      

























p

















   



p

p



 





 











   











  











 











  











   



























  







 











  











  































 Gr. cassa

 

 



  

Modérément animé q = 132 sul tasto             



 

  







pp

     



pp sul tasto

  

 



sul tasto



pp sul tasto



 

pp

     

 

  

pizz.

p

pizz.

  

     

p pizz.

 p

p





 

 





 





 



    

    

p

 mf

 



  

   





 

 

    





   







   







 

   



   



 



  



mf



 

 











 

 



 





        



              

sim.

mf



 





 sim.                                  



 

 

 ord.



 

        

ord.

    

 



 

   

arco

p

mf



sim.          

ord.

mf













sim.                 

ord.

    





 



p



p

























2

 



2









Ob. (1)









Cor.ing. (2)



6

1

A 



 p

























 p

Fl.

1 Cl. in La











    p











  

2

p

p



1







 







p



pp





 

p



solo



mf







p

 



p



    



pp





 

p



 



pp

     

mf

 

   

solo





f



p

pp

   







f



Fg.

2

1





       

solo





p

mf

       

 



























      

solo





p



mf



       











Cor. in Fa 2

Arp. 1







Arp. 2





 

p



Vn. 1 div.

p





pp















   







p

pp





pp





poco cresc.



   



pizz.





p

 p

pp



sim.

sim.



mf





 p



poco cresc.





 pp







A 











 pp

mf







        

cresc.

Vla. div.













sim.                 



mf





sim.          

arco



p









 





        



         p sempre.





         p sempre.



Cb. div.







       

p

p sempre

div. arco

    

unis.

pp



   



pizz.

pp



pizz.

pp



p



        

cresc.



   





   





 p











       

 

II. arco

 

p

        



III.

  

div.

pp



p III. arco







pizz.

pp





pizz.

pp





 



 ff

 ff

p

p

arco



p









   



 



         

 



      

p sim.

    

unis.

      







p sim.

 

arco II.



p



arco IV.

  p



III.

  

 

p

p

 

 f





  



mf

mf



p

  

mf

div.

   



div.

  

   p

mf



IV.



f

ten.



         

p sim.

p

p



arco



mf

        p



ten.

mf

p sim.

pp

p sempre







pp





        p

mf

Vc. div.



pizz.







Vn. 2 div.

    



 

mf

f

 

f

IV.

mf

3

1 Fl. 2

Ob. (1)



 

B

12











Cor.ing. (2)



  

1 Cl. in La

  

2

 

    

f



  

    

  





    





















  

p



 

  

f



  

  









mf





    

mf



mf

C





mf



  

  





















mf





 

      

     p

1

p







































mf



    

Fg.

2

1



 

Cor. in Fa 2





 

  

sf

p

 







 

Vn. 1 div.











secco



mf



 



pizz.

sf





f

  

  











          

arco

 

sf

  







mf



         



sim.

      

        



 







 unis. pizz.

  

f

      



  





f



 

p



  

f











unis.



 

III.

fp

Cb. div.



sim.

    









mf secco

   

   

f

 



   

  



f





  



    



 

  





  

      

      



mf





p



  



  









 

 







p

  



f



 

arco

p







p

  

pizz.

f



 



  





  

       

arco

mf

        

mf





 

  



  









pizz.

 



f

fp

      

sim.

arco



  

(pizz.)

fp

  

 

pizz.







(pizz.)

f



      

  

arco

  

      





   

mf

mf



       



      



fp



mf



III.







f





      

  

pizz.

 

p





Vc. div.



 

C

p

pizz.



f

  

 p

pizz.



sim.

        

sim.

  

p



 



mf









arco



mf



  



mf







Vn. 2 div.

Vla. div.



B pizz.



p







Arp. 2



   

sf



Arp. 1



 

arco

p

  

mf



sim.

   

  

 

arco

p



   

pizz.

mf



4

1 Fl. 2

Ob. (1)



D

poco rit.

A tempo (q = 132)

 





































18



Cor.ing. (2)





     





mf

       

1 Cl. in La 2

1







    



    

p

  







mp

    

p

p



ppp







solo

              



solo

              

p



 





p

p

 ppp

 

 





 



















Fg.

2

1 Cor. in Fa 2

Arp. 1









ppp

 



















































 



p







Arp. 2





 



p

f





   









solo

   pp

  

  

  



   



D

poco rit.

 













A tempo (q = 132) sul tasto









  

  p







pizz.

  



f

Vla. div.







  

pizz.

  

mf

 Cb. div.



   

      

arco





  



       



mf

sim.

pp

mf

pp

      

p

   

 



       

 div. in 2

      

arco

sim.

unis. pizz.

 

 





mf

arco IV.

arco IV.

  















  

mf

    p

 



  

p



  









  

mf





p

       

p

arco sul tasto

arco

  

       



pp

mf

pizz.

p

 pizz.



       

 

pizz.

 

 





   



       p





 

pizz.

mf

  

arco IV.

div. in 3 arco II.    

   



arco





       

   

 

 

  

pizz.

mf







sul tasto



  

pp

ppp

  

       

mf







 

 

f

       

Vc. div.



sul tasto





ppp

p





pp

Vn. 2 div.





pp

Vn. 1 div.





f





sul tasto







pp

ppp

   

 





 



pizz.  

 



 

p

p

p

 p







ppp

arco sul tasto



 

pizz.

 



    



   





pp

arco

  







 

  

5

1 Fl. 2

Ob. (1)



  23







1 Cl. in La 2

  









Cor.ing. (2)











  



mf



  







p





p





solo





mf























p



p

   

              

 











   

              

 



































 























1

Fg.

2

1 Cor. in Fa 2

Arp. 1

Arp. 2





















 

Vn. 1 div.



















 p



p

 

mf











    



ord.



 

   



ord.





















ord.

 



 

   

 













in rilievo





mf espress.







pp

    















pp







in rilievo







            

                                         

pp



mf



mf espress.



 



 





















Vn. 2 div.









Vla. div.





 

   





 



ord.

pp















   





   





   





   



pizz.







Vc. div.





arco



mf

pizz.







arco

mf







III.  







III.  

Cb. div.

p

p

mf

mf

















p arco



p

arco

 p

arco

 







p



 







 





6

  28

1







  





rall.

E Poco meno mosso







Ob. (1)



Cor.ing. (2)











  









  











  





  

1 Cl. in La



  

2





1

 



mf

  























































mf

            p

    







mf

  





mf

Fl. 2



q = 84



           

p



      



Fg.

2

1 Cor. in Fa 2

Timp.













p





  



 

























 

















p

 

Gr. cassa Perc. 3







Arp. 1

Arp. 2





   





















 

    









    

mf

ppp

    



 



   





f espress.



 



  















  















  

in rilievo









mf espress.

Vn. 2 div.









 pizz.

 



pizz.

f

  f

 









 

  

 





















 







pizz.









 f arco   







 





 

arco

Cb. div.



I. 











 

p



III.

p







  



 





  



 













p

p







p

  



p





p







p



q = 84

f

in rilievo

mf espress.



pizz.



      

 



f espress.

E Poco meno mosso

rall.



Vc. div.



                                                        



Vn. 1 div.

Vla. div.













mf



mf













 



p

pizz.



p





7

1 Fl. 2

Ob. (1)

Cor.ing. (2)

1 Cl. in La 2

1



F

   34



 







più p

p







p

più p

   





   



Poco più mosso q = 108















 



























   







 

   



 



  





 







   

più p



p

 



pp







pp





pp

















p espress.

p espress.

poco in rilievo

      





      







      



      











pp



poco in rilievo

p





pp

Fg.

2

1 Cor. in Fa 2

Timp.

Perc. 3

Arp. 1



 









 





 

 

   



 

 

 

Vn. 1 div.



Vla. div.

Cb. div.







   















































più p

più p



pp













 









 





 







 











  

 

F 





 







 





 





 







 



 



più p div.

       





p





















p espress.







più p

 

 

 

 

 



























(pizz.)

















(pizz.)































pizz.





più p





























p unis. pizz.



p



più p



 



 

 

       

  

q = 108

 

 

espress.





Poco più mosso





p



p espress.

p



  

Vc. div.



  

Vn. 2 div.













p

 

pp

   



Arp. 2













 

 



 



 gli altri

2 soli div.







espress. p



p

p



 









espress.

   







 



più p





pp





(pizz.)

  p





 



p

 







8

1 Fl. 2

Ob. (1)

Cor.ing. (2)

1 Cl. in La 2



G

poco rall.

    





   





   





   





41

   

poco in rilievo

      



p

 



 

 

 

 















































 p

   

   







flz.

pp



 

 



mp



poco in rilievo

      

mp

1

 







p



q = 132

 



      

A tempo



       

  





   









 

















p

Fg.

2

1

ppp









Cor. in Fa 2

Arp. 1









ppp

          

























p

















 































Arp. 2

    

 

 

 

 

 

 

 

A tempo       Vn. 1 div.

G

poco rall. 

    





p

   



pp

    





pp

   



















  







sul tasto

                                 

pp

 





q = 132

sul tasto

 pp





  

ppp

Vn. 2 div.

    



p

 















Vla. div.

 



     Vc. div.









p

    





pp

   



  p

 p

  











 



   





   











 



arco sul tasto

 



 

 

 tutti div.







 



 

    

 

 









 

    

 

sul tasto



ppp sul tasto











pp



        



p











    















































ppp







 







pp

 

       

Cb. div.

    

 

  

           

 

pp



sul tasto arco

  



  

pp

 



 

ppp

pizz.





             







arco sul tasto







arco sul tasto

 





9

1 Fl. 2

Ob. (1)



  47

Cor.ing. (2)

Fg. 2

1 Cor. in Fa 2

1 Tr. in C 2

Timp.

Perc. 3

Arp. 1

Arp. 2

Cel.

Vn. 2 div.

Vla. div.

p





  

  



       



































       

       

       



      

       





p





 

p









 

























p

mf

      mf

f



    

      



 





pp



























































 















Vc. div.

 p



 

 



 



 



 







 

 p



































































   

ord.



pp

pp



ord.













  



H







pp

  





  













p poco cresc.





pp















  



ord.





ord.



   





ord.



 







ord.



ord.







pp



pp

pp

pp

 

pp





pp



 



ord.

 



 

 











 





 





















 

















  







div.

 

pp

 

 

 

p pizz.



p pizz.



        p







            pp



poco cresc.

p



pp





pp



pp

pp







pp





 







 



pp

    





pp







   













p







 p 



       







       

H







Cb. div.

       

       

p

 

Vn. 1 div.

       

p

       

p

Cl. in La

1



       

  

1

2





pp

 

  



(pizz.)

pp



(pizz.)

pp





         p sempre  

      

p

p sempre

   

unis.

 





        

p sempre

      













p sempre

 

arco II.



p

 

arco III.



III.

p



10

1 Fl. 2

Ob. (1)

Cor.ing. (2)

1 Cl. in La 2

1 Fg. 2

1 Cor. in Fa 2

1 Tr. in C 2

Arp. 1



I

  53

 





 p 

  

 



     



p

mf

Cel.









pp

 

   

       









 





sim.











Vn. 2 div.

 



sim.





div.

 

pizz.

pp





mf



cresc.





 



cresc.





 

 

 



 

  

 





 



















 





 















 





 







 





fff



 

f













 

 





f



 

   



ff



mf



f

   

p

  









 



ff



  

 





         

fff

 









div. in 4





pizz.

pp

div.









div.



arco

mf

p

   

 

p

















p

p

p

mf







 fff





















 







         









En animant peu à peu              

  

  

  

  

 

 

 









 mp



          p sim.

p

         

div.

p sim.

       

p

p sim. unis.

       

    

p sim.

 

arco III.



p



arco IV.

  p





II.

 

  







f



   





f





   



    

mp

  

f

 



mf

  

 

 

mf



 

unis.

f                 



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



  

f



 

ff

f unis.

 

f

f

 

  

                                   ff f                               



f

mp



f

mf

  

f

   

ff

f

ff

f

    fff div.     div.

fff

    



     

 

mp

mf

f



   

p

    

mp

mf

f



 

   









   









div.

  



mp

 

IV.

mp

IV.

  / 0

unis.

mf

mf











pizz.

f



pizz.



 

    

                  

unis.

  

   

                 

    

div.

p

 

  

   



mf



mp arco

 div.





mp arco











mp arco





       







             

pp









pp











Vc. div.

  





f

   



mf





p







p

Vla. div.







   

pp













I

pp

Vn. 1 div.



pp

mf







mf

 

p















ff





 

   







ff









                                       

















  

mf

p





mf



 



        

ff



 



p























 pp













 

Cb. div.

f

mf



Arp. 2



       





    pp



 p        







p

p







   

 





En animant peu à peu                            















f

11

1 Fl. 2

Ob. (1)

Cor.ing. (2)

1 Cl. in La 2

1 Fg. 2

1 Cor. in Fa 2

1 Tr. in C 2

Arp. 1

Arp. 2





                                       

                                     







 

 

59







  



























                                   







f









        

       





                 











































f





f









f







 



















































 









































 











 





 

 









































 

















   





  

  

 

  

  

 

 

 

 

 

                           











 



 



   







 



  



 

  









 











 



 









 



 





 

  









   



  

 

  

  

  

  

  

  

 

 

 

  

 

 

 

 

 

  

 

                                     

        

       

   

  

f

  

  

  

  

  

  

  

 

 

 

 

 

  

 

 

 

 

 

 

 



 



f



 

  

 



  

 



 









 





 







  

  











  

 

 

 



     

        

    

  

(div.)

                

  

 



 

  

                        



 

f

  

   



  

  





  

  







 



  







f







                             

 





                                                                                      







loco

 



loco







  









 







 









 



 





 

         





    

 

   



         

 





  

 Vc. div.













Vla. div.



 

(div.)









 





                                         



f



  





       







                  



     



                







   











 













Vn. 2 div.





   

 

Vn. 1 div.







Cel.



                                                                         



    

                  

 

 

 

 

 















 

































Cb. div.

12

1 Fl. 2

Ob. (1)

Cor.ing. (2)

1 Cl. in La 2

1 Fg. 2

1 Cor. in Fa 2

1 Tr. in C 2

Timp.

Perc. 3

Arp. 1



J

  65

 





 



 

 f



f







f

f

f

f













  









 





 











f





f



f

 

f









f





f



f





f





 f







f



 





 







f







f









 f













f





f



  

 f

f



 

 

















   f

  f

 



 

 



















f

f













f



f

 





f

    

    

 f



f



 



f



 





f





  

f



 





 















 







 



 





















div.



 tutti div. in 2





 

f div.

 

f







  

 

 



f

 

 

f

 

  

ff





ff



J 

unis.

      f

        f

unis.





      f

 

  







 





 





                       f

         f

unis.

        f

unis.



ff



 





       f

                        f

                   f

         f

      f

                            f

















 

















 

f









  

 

f

  

f

 



unis.



  

f arco

 





arco



       



  



   

       

 

 

 

    

   

 

  

  





 



 

   f

  

f



       



  



   

   f

 

  f

 























div.

div.



pizz.



pizz.

f



f

 

unis. pizz.



f unis. pizz.



f

 

f

 f

 











f

 f

 

     f

        f

 

  

     f

        f



unis.





  

 

 

 

 

    

 





  

 

 



Très animè

 







  

 

  









  

 

 

 

















f

  





f





 f



 

 

f





    



 





    

f

f











 

Très animè

f

  

 

 





 

 



 





f

  



 

f

f













Vn. 2 div.

Cb. div.

  



Vc. div.





Vn. 1 div.

Vla. div.

 





Cel.

f

 





f









    







Arp. 2



   

 



  













         

 

13

1 Fl. 2

Ob. (1)

Cor.ing. (2)

1 Cl. in La 2

1

Fg.2

1 Cor. in Fa 2

1 Tr. in C 2

Timp.



  70

 





  





  f

 

   





 

f

 

   

f

 

       













  











  f

    

          



f

 



 

f

f

f

    



    



































 

 

 

f

f

 







































    

   

 

     





                

più f



f

 

 f



f



f











 



 





 

f

 



ff





 



ff







ff







ff

                     più f ff       più f ff      

 



f



più f



 

 











 

 

  

  



     





muta in Sib

muta in Cl. basso in Sib







  





  





  























   

Gr. cassa Perc. 3







Arp. 1



Cel.

ff



ff



 

 

   

  









 





 

  



 

 

 

 





 

  

 

  



 

 

 

 

 

  

ff

 

 

  

 

Arp. 2







  



 







 





  

 





































































 





f

 

  

 





  



                               

Vn. 1 div.



 

  







  



  









  



 





 



 

 



  



 



  



 



 







f





                              













                               















                              











f

f

Vn. 2 div.

Vla. div.





 

 

f

   



   



  



  



  



 



 

 

f

 

f

  





f

 

f





                 













        







       pizz.  



 

pizz.







  



f arco

 

f

 

ff

più f

      



 

  f

  f

 







       più f

pizz.

ff

più f

arco

Vc. div.

Cb. div.



 



               

più f arco

 

più f arco

 

più f

 

  ff

  ff

ff

 

pizz.

ff

 







 







 





  



arco

ff

arco

ff





arco

ff







arco

   



   



ff



ff

ff





















  

ff

   

ff

 

14

1 Flauto



II. Jimbo's Lullaby

Assez modéré h = 44      















A





  





















  





















Clarinetto 1 in Sib

  





















Clarinetto basso (2) in Sib



  





















  





















   



















   























  





















  





















  





















   





































2

Corno inglese (2)

1 Fagotto 2

1 Corno in Fa 2

1 Tromba in C 2

Tuba

Timpani

1



   

Arpa 1

Arpa 2

Violino 1 div.

Violino 2 div.

Viola div.

Violoncello div.

Contrabbasso div.



p

  pp



















  















  













  















  



p

  



  





    



p

  



 

  

 

  

pizz.

pp















     

































   







  









  



























A 

 









  

 

 

 

 

 

 



 

 

































































pp



    



  







   



    







pizz.









  









  





 

p





   



Cymb. Antique



Assez modéré h = 44         

    

    



  

Celesta

     

    

Percussione 2

3















   mf

    

       

pp





pp





pp









pp div.

sul pont.

div.

pp sul pont.









 

 

pp

 

 

































  









   











pizz.







pp

 pizz.



pp

 

 



 













 

 









arco









pp arco

pp

1 Fl. 2

Cor.ing. (2)



   

 

 

 

  

  

 

 

Cl. (1) in Sib

Cl.bas. (2) in Sib

1 Fg. 2

1 Cor. in Fa 2

1 Tr. in C 2

Tb.

Timp.

Perc. 3

15 11

pp

pp

Arp. 2

Cel.

Vn. 1 div.

Vn. 2 div.

Vla. div.

Vc. div.

Cb. div.

pp

 

 

 



   

  

 

 

pp

pp

pp

pp

pp

pp

B











 











 





















 





















 



















  

 



















 

  



























 

 

      pp

      pp

  

     pp

pp

      pp

C 

    ppp



    ppp



    ppp



    ppp

  





ppp

 ppp

 



 



 



ppp

 

 ppp





 







 

























 





 



















 





 



















 





  



















 





 













 





 



   













 

Arp 1.

pp



  

p

 



     mf



 



 





      



 





 

   mf

 



        











arco

pp

 





 









 

    









 

 

mf



     

 

 

  

  

 

ppp

pp































   















 















 











 











 











 





   mf

   

B

Gr. cassa

ppp

 



















 













 





  

pp

  







   















 

p

p

  

C

  

  















pp

  

pp

  

  

  

pp

 pp



pp

 pp

pp







 











unis. ord.     



 





 



 





 

























ppp



ppp

  

ord.

 

  



pp

 

pp



    ppp







ppp



 



pp



  

pp





pizz.

  

pp



pp





pp

pp

 















unis.





pp

 







 





arco













   

  

   







   

   





   

     

 



 ppp

l.v.





  

16

1 Fl.

2

Cor.ing. (2)



  









 

























































Cl. (1) in Sib

Cl.bas. (2) in Sib

1 Fg.

2

1 Cor. in Fa 2

1 Tr. in C 2

Tb.

Timp.

Arp 1.

Arp. 2

Vn. 1 div.

Vn. 2 div.

Vla. div.

Vc. div.

Cb. div.

21

 

    

 



      



D

















     

    

    

E



pp















 



  

  



 

 

     

  



 

 





pp





pp









pp

  



 











































 





















 





















  





















 



















 

















 

















  

 

















 

















  



















 

















 









pizz.



 









pizz.

 













 









    





    



  

 



 



 



 



 



 



 



 

















































pp

 





pp sempre

pp sempre

  

pp sempre



pp sempre

 

 











 

 



 



 



 

D



p



p











p



p











p



p











p



p

pp













    

pp



E





p

    

  



  





 







































pizz.













pizz.

pp



   

pp secco

  

  

   pp   

pp

 

 



 



 



 











 

 



 



 



 













  



  

  



  

pizz.

pp

pizz.

pp



pp

pp

 



 pp





17

1 Fl. 2

Cor.ing. (2)



  





 



 

31

Cl. (1) in Sib

Cl.bas. (2) in Sib

1 Fg. 2

1 Cor. in Fa 2

1 Tr. in C 2

Tb.

Timp.

Perc. 3

Arp 1.







Vn. 1 div.

Vn. 2 div.

Vla. div.

Vc. div.

Cb. div.



























































pp

 pp





   

 

      

   

 

pp

pp

 





























   



 













                   p     

 

















      







con sord.



   





      



   

             



   





con sord.





                 



   









pp

pp

pp



 

















  





























 



   





pp sim.

  

  







Gr. cassa



 









 





  

pp





 





 





 





pp

 

  

  



  



         pp





   

 



  

 

 

 







F 

 

  

  



arco







pp

 

 

 



 







 









 

   

 



  

 

 

 







 





   



   





   

p













 







  

















  















G

Un peu plus mouvementé h = 66  





















       























  

pp

arco





   









pp











   

div. arco

pp

 

  





 div. in 3

    

                 

con sord.



   

      

pp

 

 

     p





Un peu plus mouvementé h = 66

G



pp

 

    

Arp. 2



       



F



   

pp

pizz.

p

     pp





unis.



 



   













  

   











arco

p

pp

pizz.







 



     

 

  

   

pp

    pp

   



pp

 







  

 



 





 

  

  

div. arco pp

div. arco

p





p

arco

p





pp

div.   arco   



















p











unis.



pizz.

                        p

unis.



arco

p

   

 

pizz.

   

               

p

arco I.



 

p

 

18

1 Fl. 2

Cor.ing. (2)



  









 



















Cl. (1) in Sib

Cl.bas. (2) in Sib

1 Fg.

2

1 Cor. in Fa 2

1 Tr. in C 2

Tb.

Arp 1.

Arp. 2

Cel.

Vn. 1 div.

Vn. 2 div.

Vla. div.





 p

















pp

pp





pp



 pp





pp



H



































pp









   





   









 





 





pp

pp

pp

pp

 

















  

                       pp



















 

pp







 



  



 





 



 



















senza sord.

senza sord.

p

 p

 



mf

  

     





pp





pp

   





















 





















   

sim. pp

      

 





sim.

pp



 







 







 



















 

 div. pizz

  



 div. in 2







  p 







   

 

arco

p









pp

   

 

pp

 































 



































































   





pp



p







                                                      



 









 







pp









                                                            pizz





p

 











 p











mf







pizz









p





 









 













 





 

mf









pp

  

















 

  

p



mf

div. pizz.

pp









 





     





     



       p



  

secco



  







  secco     



        

pp

 



     pp

senza sord.   

Vc. div.

Cb. div.

41





H

arco

 p

     



  





     



  



p



pp

      

pp

    



      

    

pp

pp

pp

 

pp





  





pizz.     









(pizz.)

pp

pp

pp



pp

  

 

 





 



III.        

           

pp

  



III.        

           

  

arco

pp

pp

pp

pp

pp

pp

pp

19

1 Fl. 2

Cor.ing. (2)



  



 



51

 

1 Fg. 2

1 Cor. in Fa 2

1 Tr. in C 2

Tb.



p





Arp. 2

Cel.

Vn. 1 div.

Vn. 2 div.

Vla. div.

Vc. Solo









 











    

 

































































 



pp

 p

 mp 





 





 





 





 



 

































  











  







  









mf







 

   







   

















p



 







   









 





 p















 













































 



mf









p













(pizz.)









mf (pizz.)









arco







 







arco





mf



p



pizz.





arco



mf

p





pp

  



pp

  



  



  







pp

 

pp

 

   

 





