Benjamin staern: Jubilate

Benjamin Staern

Jubilate Prelude for symphony orchestra

pa r t i t u r /s c o r e

Benjamin Staern

Jubilate Prelude for symphony orchestra

pa r t i t u r / s c o r e

I N S T R U M E N TAT I O N Piccolo 2 Flutes 3 Oboes 2 Clarinets in Bb Bass Clarinet in Bb 2 Bassoons Contrabassoon 4 Horns in F 3 Trumpets in C 3 Trombones Tuba Timpani Percussion (3 players): Suspended Cymbal, China Cymbal, 2 Peking Gongs, 2 Bongos, 4 Tomtoms, 2 Java Gongs (Bb and Eb Basso), Tamtam, Bass Drum, Vibraphone, Marimba, Chimes, Crotales, Glockenspiel Harp (this part may be doubled with two or more harps ad lib.) Strings

Transposed score

Duration: 8 min Commissioned by Gothenburg Symphony Orchestra (GSO) World premiere 2 April 2009; Konserthuset, Göteborg Gothenburg Symphony Orchestra, Stefan Solyom ISMN 979-0-070-11387-8 Score: GE 11387; Parts available on hire Copyright © 2009 Gehrmans Musikförlag AB, Stockholm Printed in Sweden by Responstryck, Borås 2011

Dedicated to Stefan Solyom Commissioned by Göteborgs Symfoniker (GSO)

jubilate

con grandezza e jubilante q = 72 

Picc.

 









 









 





 





 









 

Fl.1

Fl.2

 

Ob.1

Ob.2

Ob.3

 

Cl.1 (Sib) Cl.2 (Sib)

 

Cl. B. (Sib)

 Cfg.     

























          

ff

 

    



marcato

    



    



    

brassy!







brassy!



    

brassy!















         

    

 

p

f

p

f

p

f



f

p

f





    



    

           



   

   



     

 

         



    

           



    

           



   

   

   

 

   



   





 

         







p

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p

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p

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 

 p

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p

 



  



  



  



p

p

p

    





p









p

           

 









    







  

    





      





f



  



p

           



marcato

f





   



p

    



marcato

   



f

  

      

marcato

     



   

      

ff marcato



    

p

      



ff marcato

ff



      

marcato

marcato

  p



sec.



 

p



 



  



  



 



  



p

p



p

p

p









































sffz

 













sec.





 

sec.

sffz



NB: This part may be doubled with two harps ad lib.

 





D§ C§ B§ ff E§ F# G# A§



 

      

s gli

s.

 

pizz.

 

pizz.



 

 



pizz.





pizz.

 

arco



arco

 

 

  

sfffz

 

ff marcato sfp





arco



arco



 

    



arco



arco



arco





arco





  

      ff

sfp

      ff

sfp

     

ff

ff

ff

    

     

ff

ff marcato sfp

    

     

sfp

ff

    

     

ff marcato sfp

     ff marcato sfp

ff

sfp

ff

sfp

    

sfp

sfp

          sfp

sfp

     ff



    

       

         

ff

sfp

ff

sfp

ff

sfp

ff

sfp

    



 

ff

     

sfp



ff

    

ff



ff



sfp



ff

    

ff

     



sfp

    

     

ff marcato sfp

ff

    

    

ff marcato sfp

sfffz



    

ff marcato sfp

sfffz

sfffz

    

ff marcato sfp

sfffz

div. sfffz pizz. 





 



sfffz

pizz. sfffz 

 







con grandezza e jubilante q = 72 pizz.

 





marcato

ff

pizz.

Cb.



f





     ff   

 

Vc.







pizz.

Vle.





ff

 

Vl. II





  



Vl. I



        ff            ff          ff

 

trem.







p



ff

   









Arpa

















   brassy! ff Tuba     

Perc.3 Gr.C.



 

  brassy! ff      

Perc.2 Tam‐tam





ff

 







brassy! ff

Perc.1 4 Toms.



ff           ff          





 

brassy!

Timp.





 

Trb. B.



ff

 

 

Trb.2





 

 

Trb.1





brassy! ff

Tr.3 (Do)





ff

brassy!

 

Tr.2 (Do)





brassy! ff

Tr.1 (Do)





ff

 

Cor. 4 (Fa)



ff

brassy! ff

Cor. 3 (Fa)





 

 

Cor. 2 (Fa)



      



 



Cor. 1 (Fa)



benjamin staern (2009)



 



Fg. 2

ff

ff



Fg. 1



      

prelude for symphony orchestra

    

ff

ff

      ff

  

          sfp

         

         ff

sfp

        

sfp

ff

sfp

sfp

ff

sfp

                             

        

sfp

ff

sfp

          sfp

ff

sfp

sfp

ff

sfp

sfp

ff

sfp





        



         

        



        



        

ff



         sfp

p

        



ff

         ff

        

sfp

         





ff

p

ff

ff

p

ff

ff

p

ff

ff

p

ff

                 

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

ff

p

ff

ff

p

ff

ff

p

ff

         

sfffz

Copyright © 2009 Gehrmans Musikförlag AB, Stockholm

GE 11387

Kopiering förbjuden enligt lag! Copying prohibited by law!

2 5





Picc.



Fl.1







f



Ob.2





f



Cl. B. (Sib)



 f



f

ff marcato



f

ord.

 

ord.

Cor. 2 (Fa) Cor. 3 (Fa)

 

ord.

Cor. 4 (Fa)

 

ord.

Tr.1 (Do)

 

ord.

 

ord.

Tr.2 (Do)

 

ord.

Tr.3 (Do)

ff marcato

    fp

        fp

fp

   fp

    fp

   



    



 

ord.

fp

    fp





     ff

 

      

mf



mf



ff

    

ff

     

ff



    

ff

      

 

 

mf

 

mf

 

mf

 

    

mf



    

mf

ff

mf



ff

       

ff

 

 

 

mf

 3

 3

 3

 3



3

 3

 3



3

 3



    

fp

             



    

f

  





 



        



        



f



        



        



            

f





            

f





    

            

f





            

f









3











ff

mf

    



    

mf

   



        

   



        

   



        

   



        

 

 

        



f

f

f

f







3

mf

 



 



3









   

ff

p

ff



p

ff

p

ff

   



     ff

ff



    



ff

p

ff



   





f

p

f

  

f

p

f





         



          



   

ff

p

ff

p

ff



p

ff



p

    

p

ff

p

p

    ff

p

 

   





ff

 

f

f

        f

f

       

f















 



















Perc.2 Tam‐tam











Perc.3 Gr.C.































Timp.

Perc.1 4 Toms.

Arpa

5







      



Vl. I

 

Vl. II

sfp

      sfp

 Vle.

     sfp

            sfp

 Vc.

Cb.

 



sfp

     sfp

ff

p

ff

   

sfp

sfp



   

     

   

   

ff

   



p



p



ff

   

p

ff

p

ff

   

 

   p

ff

   

ff

ff

ff

ff

p

p



 

ff



 





 

ff

p

     

  ff

ff

 

ff

        ff





    





       



p



     

        



     

       



     

ff



p

ff



       

p

p

ff

               

p

p

ff

ff

       

p

ff

ff





 p





p



ff

p



ff

 



p

              p

f

        f

        p

p





f

f



ff

ff

    

p

ff

ff

    

p

ff

ff

p

ff

 GE 11387

  

 

          

 

  

 





 

 

p





ff

ff

             p

ff

 



   

  

p

p



   

  

ff

ff

 

  

p



f



          

p



    

  

f





ff



  

          



Tuba

f





f

f



3



ff

        



3

mf

ff



            



3

mf

ff

    



   









 



3

  





3

mf

ff



3



ff

            

        



mf



ff

            

f



fp

fp

        







            



f



mf









ff

fp



        



          

fp

f





fp



        





      

 

mf

          



                



ff

fp





ff

fp

   fp ord.     

 

Trb. B.

    

ff marcato

 

Trb.2





          



          



                              



Trb.1



                          



fp

ff marcato

 

Cor. 1 (Fa)

ff marcato



                 

    



fp



                              



f





    

    



ff marcato

 

Cfg.

    

ff marcato

         ff marcato              

Cl.2 (Sib)

Fg. 2

                

  

Fg. 1



                              

f

Cl.1 (Sib)

    

  f

Ob.3



ff marcato

f

Ob.1

    



                              

 

Fl.2





        











p

ff

p

ff

p

ff





        



p





p

ff





ff















 



p



ff

 



p



ff

p

ff





 

  









   

3 9







Picc.

 

Fl.1

Ob.1

Ob.3

Cl.1 (Sib) Cl.2 (Sib)



  







 

 



Cfg.











 p

Cor. 3 (Fa)



Cor. 4 (Fa)

  



p

       



f



p



f

 



      

f





p

p

ff

p

 

ff





p

ff





  

f





f







p

ff

p

 











   



ff









       

p



    

          





    

ff

 

 

 



ff





























ff



 

     

   

  

    ff



    

meno f, ma marc.



 











   3

  



  



    3

ff





    









    

 

 

 



 







   

                



   





   

     





ff











































 

Vl. II

  

Vle.

Vc.

 



f



p









p

 f



        

        





  

f



  



p

  

p





 





  





f

f



f

f

 

 

 



 



3



  

f





     



   

gliss.



  

 









3

  







       3



f



3

3







 







f





p











f



 

Vl. I









 

   f











3

p

ff



3





    

    





ord.





3

3







3

ff

ff



f







    

3





3

  

 

3

       

 



ff

     





   

p



ff

ff

     

         

3







 

   

3

     

f



p



ff



p





 

ff

ff



ff



p

 





p

ff





p



  









 







     



ff



 



ff



   







p

meno f, ma marc.



  









ff

ff





meno f, ma marc.





p







ff

p

meno f, ma marc.







p

     



ff







p









p



     





p











ff





f

         f

gliss.

f

       p

 

   

ff

              f ff           



f

p

p



        







      















f



 

Cb.



 









p

 

Trb. B.

9

 



p

Arpa



p

p

Perc.3 Gr.C.

    





f

    



        

 

Perc.2 Tam‐tam



p

Tr.3 (Do)

Perc.1 4 Toms.



    

        



Timp.

    

 



Tr.2 (Do)

Tuba











f



 

Trb.2

   





Cor. 2 (Fa)

Trb.1

 





Tr.1 (Do)

 



 



Cor. 1 (Fa)





 

 

Fg. 2



     

Fg. 1



 



Cl. B. (Sib)





 

Ob.2





 

Fl.2







    



   

ff

p



               

   

p

ff

p



   

p



ff

ff

p

    ff

p



ff

ff

p

ff

p

  



       ff

   



p





p





p

 p

 



ff

ff

  



 

  



  

ff

p



ff



   p

ff

    

p



ff

  

p

ff

ff

p

ff





    



ff

    

ff

    

ff

p

GE 11387



ff



   

p













       3







      





3

3

 



  



ff

   p



 

ff





      



3

       3

3

3

3



 

f

f

  

f

  

f

   3

   f

f

3

 

4 13





Picc.



Fl.1



Fl.2



Ob.1



Ob.2



ff





ff





Cl.1 (Sib)





ff



ff



 



 





3



 

 







 

3



 



 









 

 





3



 





















 

Fg. 1 Fg. 2

 

Cfg.







  

Cor. 3 (Fa)

  



Tr.2 (Do)

 

Tr.3 (Do)

 





















 

 



                                       









 

         



p



   



       3

3

3

    















p











p





















 





   

    







p



p



p

3

p















p











 

 







 









ff

3

 



ff





 

3

ff



 

 







3

 









mf



ff



mf

 





mf

 

3







        

 



 

       



mf

 Timp.  

Perc.2 Tam‐tam





p

        3         















Perc.1 4 Toms.

    







Trb.2



p



p





  





Tuba









p

p



                               







Trb.1

Trb. B.

p

p



                               





p

3

3







              







Tr.1 (Do)





  

Cor. 4 (Fa)





 

Cor. 2 (Fa)









Cor. 1 (Fa)

 

ff







ff

                                       



ff

Cl. B. (Sib)



p











3



p



 

Cl.2 (Sib)





ff

 

Ob.3





























l.v. (sempre)

p

Perc.3 Gr.C.

Arpa

13































    





                        



                

 



3

       f

Vc.

3



3





 

3

3

 









sffz

 

3

 

sffz





                                                                                                  



ff

 

                                         

p



ff

f



f

                                         

p

                        

ff

p



f

                        

ff

p





                           

ff

f





p

ff

p

f

                            



(div.) arco

 

p

GE 11387

f

 

 





 

 

ff 3















p

3

 p





p



p

 

 3

3

 

ff



f









p

3

ff

f











p

ff

 



ff



sffz

 ff

 

sffz

            f

sffz

sffz

     





sffz

Vl. II

Vle.

 sffz

Vl. I

Cb.

ff



3

3



 

5 16



A

  

Picc.



ff



Fl.1



Fl.2



Ob.1

ff



ff

ff

Cl.1 (Sib)

ff

  

Cl.2 (Sib)

ff



Cl. B. (Sib)

3

3

   3    3



Fg. 2



ff



Tr.1 (Do) Tr.2 (Do)

Perc.2 Tam‐tam Perc.3 Gr.C.

Arpa

16

p

  

ff



ff





   ff

  



ff















p



p



p

       

    





 

 

 

    



       

f

   



f







3

 

 















   

p

    fp

  

p

fp

    

fp

      fp

p

IV: D to F







p



p





p

p



















       



3





 

 

3

                  



 

f

3





3

                    



   

III: A to Bb





   

f

 

mp







mp







p



 

     



mp



3



    

 

        



3

p

 



 



 





3

3



 

ff



p

ff

         3

p

3

3

p

ff

p

3



 

  

 

III: Bb to Ab

    3

pp



  

mf



















 





 



  

  

ff

   ff

  

ff



ff

   ff

 

 

non div.







       

  





     



     

ffp

ffp

 

f









f





 f

























f

 f

   f  

  

             

  

      

ffp

f

f





ffp

GE 11387

         

f

  



















3

fp







3









   

 

ff



  

p

  

ff

p



p

ff

  















fp



fp



 

fp









fp





   fp   fp  









fp



3

3

 

p

 p

p













p

f

f



3







3





3







3







3



3







3







3









3







3



3



p

  fp   fp   mf



fp

 fp



 





III: Ab to Bb



pp

 

 



 







                                                                    

   mf     mf  

 







 



  



3

 

f



                   

 

 

                                      

p

f

                                     

p

f

  

mp

  

mp

  ff 

 

  

ff

                   ff

                     ff

  

f

mp

f

mp

f

mp

       

  

ffp

f



          

 



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



       

           ffp

   



            



   

f



     ffp

       unis.      

 

           



ff

ffp





        ff f p        f     

 









beat in 2 + 3        

ffp



 

       

 ff p           ff p   

 A

3

p



     

             



 



f



ff

3

        





3

p





3

        

 

3

p





  



    



      



 

mp

                        3 3



 













Vl. I

Cb.



    







Vc.





 





                                   





Vle.



            

 









     

ff

ff

       

  











     







  

Vl. II

ff





ff

Perc.1 4 Toms.

p



mf marcato



ff

Timp.



  

 







ff

                       



     



beat in 2 + 3

                               



mf marcato



ff

Tuba



                   





 

Trb. B.











     



 

Trb.2

  



mf marcato

ff

ff

Trb.1



mf marcato



ff

Tr.3 (Do)





   

p

      



  

    







Cor. 4 (Fa)





p

  

Cor. 3 (Fa)

   







  

Cor. 2 (Fa)







ff



   





ff



Cor. 1 (Fa)



3

 



    

  

Fg. 1

  

    

3







  

ff





  



Cfg.



3    

   ff  

Ob.3



ff

  

Ob.2

   3   

     

   ff    ff   ff

 





















mf

mf

mf

mf

mf

   









mf

mf

6 21







Picc.



Fl.1



Fl.2

    



Cl.2 (Sib)



Cl. B. (Sib)







ff







Fg. 1

Fg. 2

  

Cfg.













ff





ff



 















 p



Cor. 3 (Fa)





Cor. 4 (Fa)



3

Tr.1 (Do)

 

Tr.2 (Do)

 

Trb.2

Tuba

Timp.

Perc.1 4 Toms. Perc.2 Tam‐tam Perc.3 Gr.C.

Arpa

21



3

3

p

    



p

3



3



   





sfz



 

 

    f sec.    

sec.



    



3

   3





         

ff

Vl. II

 

ff





 



 

div.

     

3



f

  

 











  3

ff

3



ff

 



  





f

        

   





  lunga





  lunga



sfz





f

p







f



p

  



3



 





l.v.





 







China‐Cymbal



ff



l.v.







    



p

ff

p



ff

p

p

ff

p

    

p



ff





ff

p



 p

    

      ff

     ff   ff

      ff             ff

 

 fp











 

 

p

p

p



lunga





pp

 

lunga











Piatto sospeso     







     

pp



mf

 lunga



 

         

lunga

f

      

lunga

lunga        f  lunga      

 lunga

 

f  lunga       f

 lunga      f

p

GE 11387



 



 



 



   



p cresc.



mf











pp

pp

    

 







                 

mf









 

























 





 











 













 





















p cresc.

  

 



































































 















 



        



p cresc.







   



mf

              



p cresc.

p cresc.

 







  

lunga

f

f

p

 



 











p













     

         

         

   





 

pp



 

pp



 

pp

  

 

pp

  









 



mf



mf



               

   

  

               



   

  

mf

mf

          









 







  







  









pp

pp

pp

  

              

mf





               

           

mf





gliss.

pp

  

  lunga

f



 

   

lunga

 lunga   lunga 

f



            

IV: F to E



f





mf

              







pp



lunga







             



   p cresc.      lunga p cresc.        



f

trem.





p

lunga









ff

pp

 



f



p











lunga





  



pp



ff

pp

f

pp

 

 

lunga



fp

mf

non arp.

pp

pp

fp



 

f



 







mf

              



p

   

lunga



fp

 







p cresc.

lunga





  

lunga

pp

p

p



  



p

lunga





mf

               mf

p

  







 





 

p

 lunga

  



              



p

lunga



  



f



p

 lunga

  

pp

 

p







 

f

pp

p

lunga





  

f

f



 

p

 



       



f



lunga 





  p  

f



p

f

mf





fp





 

lunga

f

        



fp

3

   







f

 





 



lunga





 

f

        





p

 



lunga

        

p

   f

   



 

   

f



p

f





fp



p

ff



f 3

       









 



pp



p



ff

   





f









  







lunga



p





lunga



p





ff











 



p

f



Vl. I



       

mf







        ff





lunga



p

fp

sfz





fp

  



p

  

  sfz

3



fp

sfz



p

fp

fp



   

f

p





  

          f           3



sfz





f







f



   



f

p

 







f





Cb.



  p  sfz         



Vc.









Vle.

p

sfz

 





ff



   

p



  







 

p

sfz



3

ff







f



ff



p

   

Trb. B.







p









 

f



ff



p







p

Cor. 2 (Fa)

Trb.1



p

p





  











f







p

ff

Cor. 1  

Tr.3 (Do)











p



 

(Fa)













p

ff

p

 









p



Cl.1 (Sib)







ff



Ob.3



p

         



Ob.2





ff



Ob.1









       

7 26



 

Picc.

 

Fl.1

 

Fl.2

    

 

Ob.2

 

Ob.3

 

Cl.1 (Sib)

 

Cl.2 (Sib)

     

    



p

ff

p

    

 

Cor. 3 (Fa)



p







 



ff





     

  

Timp.

     ff

Perc.1 China Cymb.



   

Perc.2 Vibr. Perc.3 Gr.C.

Arpa

26



 



 



3

 

  

3

 3

 



3

 

  













 



3

 

3









       





               

3

  



    

  





     









3



















p











 











 















f



 

 



   

 



   





   





f

 

  



  



 

 

  

f

f









  











  





  







f

3 3

p

 

p



 

p

 p



p



p

 p



















    















3





f

   

3



f

 

   

 

f





 

 f 



 





p

 

p

f





f

p





p

f

p









f

p





p













p



p

f







f

p



 



p









  

f

mf

   

















3

 

3









mf











3

 







3

  









3



 

sffz

 





dolce e espr.



dolce e espr.



dolce e espr.



dolce e espr.

 



p

sfz





ff

     ff

    

non div.

ff



f

p

f































































p

  

 





    

  







f

    

  













f

f



f

         

     

   

          

                                              



mf

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

f

3

f

3

                                   



                              



3

3



f                                            

mf

















 

p





f

p



ff

    

 

 



  







mf

ff

Cb.

3







       

















      







mf









mf









        

sffz

Vc.



mf

5

   sffz   

Vle.





f

 

Vl. II









   sffz

Vl. I



mf

fff



3

 











  



mf







mf







mf

ff

ff





 





3











mf

ff

    ff Tuba     

3

  

mf

     ff      

Trb. B.





 ff    

Trb.2

3

 

3



       



mf

ff

       ff   

Trb.1



mf

    

ff

Tr.3 (Do)

3

  





















mf

      

Tr.2 (Do)





   mf

  

ff

Tr.1 (Do)

 

3

3



  

Cor. 4 (Fa)

















f

mf

ff

   ff    

Cor. 2 (Fa)



ff

    



f

p espr.



ff













p



Cor. 1 (Fa)

mf





f









ff

  





    



p



    

 ff    

Cfg.





ff

  

Fg. 2





ff

ff

Fg. 1







mf

    

   

Cl. B. (Sib)



ff

   ff

Ob.1



3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

mf

3

  

mf

 

3

3

3

3

3

3

3

3

3

3

3

 

3

 

mf

GE 11387

3

3

3

3

3

3

3

3

 



f

3

 f

 



 



 

 



 



 

  

 



p



f

 

p

p

8 30





Picc.



Fl.1



Fl.2



Ob.1



Ob.2



Ob.3 Cl.1 (Sib)



Cl.2 (Sib)



     ff

    







    



ff

    

mf



 mf

    



mf

    



















Cfg.

ff

   ff 



Cor. 3 (Fa)





Tr.1 (Do)





  

  

Trb. B. Tuba



Perc.2 Vibr. Perc.3 Gr.C.

Arpa

30

Vl. I

  

  

3





































































mf



mf





mf



ff

 

mf

ff

mf











  

 





  





ff

Cb.      ff













    

f

f

f



                 

3













    









 

  

 

p





p

f





p

f

     































     









     



f

           

     

                       

                       

                       

                       

              

                       

                       

           

                       

                       

 

 

 

mf

3

3

3

3

3

3

3

3

           

mf





 

 







f

p

ff

   









ff

ff







  

  





     









3







5

sffz







 

sffz





f









  









 

fff



III: B§ to A IV: E to D









mf







mf











   ff

  

3

3







3





 

3







3

















   

     







mf

  

Vc.

3



   sffz    Vle.

3



sffz

Vl. II

mf

3





f

                                    3 3 3 3 3 3 3 3 3                                     



ff

Perc.1 China Cymb.





mf

ff

Timp.



     





        ff       









mf

ff

Trb.2







  

           ff  

Trb.1





mf

          

Tr.3 (Do)

3

mf

ff

ff

Tr.2 (Do)

  



ff

Cor. 4 (Fa)





mf

    

   ff   

Cor. 2 (Fa)





mf

  



Cor. 1 (Fa)



mf

ff





mf

 

Fg. 2



   

ff



f



3





 

f











p espr.

    

ff

 





p



f





ff

ff



p espr.



ff







    

ff

Fg. 1



ff

  

Cl. B. (Sib)



3

3

mf

mf

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

mf

GE 11387

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

 

3

3

3

3

3

3

9 33



    

ff



Fl.1



Fl.2



Ob.1



Ob.2



    



Picc.

 

ff

         







    3

        3



Cl. B. (Sib)

 

ff

Fg. 1 Fg. 2



ff



ff

Cfg.

   

 

ff



   

     

    



 

3

 

ff

 

 

ff

 5      





p

ff

    

p

ff

 

 

 

p

ff

p

ff

ff

    





II: Eb to D, III: A to Bb, IV: D to Ab

hard sticks







ff



ff





f









ff

 

div.

ff

     



    

















. gliss







gli

ss.





ss. gli





            ffp     ffp     

ffp













  

   

 



 



 



 



ff

gli ss.





ss. gli

 mf





gliss.

 div.

  

gli ss.













ff

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





 





 

  3

ffp 3

 

ffp



mf

ff

         



  

ff

         

ff

div. a 3

ff

         

GE 11387

ff

ff

mf

3























  



p

   



p



 p

p

p

 

mf



mf

  mf

ff







gli ss.

gliss.

gliss.

   



p

   



   



   





p

p

p

  





p



p















 fff 





 

 



  

 p

 p

    

                 



 

 

  

ff

ff



p





 





                  ff





p



p

3

gliss.



p

gli ss.



3

ff gliss.

ss. gli



ff







  ffp



damp with hand



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

 mf







ff









 









ff











mf

     



ff





       



ff





     

p



mf







ff

 







mf

ff

. iss





     



p



 



p







   fff        gliss.     gliss.       . gliss













   fff       

p

ff

 



 















 gl      

 





ff







 

ff



ff

     





p

ff

ff

 





ff



ff



     



 



ff







 



     







     



    









   

 









 

ff

 





p







mf



ff

p

    



p

ff

 ff   





      

    

 

ff

ff







 



 



Vle.

  



    

  





ff

    

3

    





  



  





3

        

 

3





f



3

 5       



 



 



3

       

mf

   

     3

3

        





Cb.









mf

3



3



mf

  





3

mf



ff









 



       

3

 

 

 

Vl. I





3

3



ff

  





mf



 



 







ff

s.











is gl

ff

Tuba



   

  

3

 

Vc.







 

s.

    

  ff     

Vl. II



ff

ff

3

mf

















ff

Perc.2 Tam‐tam







 







ff

3

mf



    



 









33







Trb. B.

Arpa







ff

Perc.3 Gr.C.







         

 

3



ff

Perc.1 Ptto sosp.













ff

Timp.





   





mf



 



               





Cor. 3 (Fa)

ff





ff





mf



   

Trb.2





  

5

ff

ff

Trb.1



3

 

Tr.3 (Do)

  

  

5

Cor. 2 (Fa)

Tr.2 (Do)

  

               



      



is gl



Tr.1 (Do)



ff



Cor. 4 (Fa)



3

     

    







ff

Cl.2 (Sib)



mf

    





3

ff

Cl.1 (Sib)

Cor. 1 (Fa)





ff

ff







 

Ob.3



 mp

   

mp

   



   p

 p

 p



p

  p

 

 

10 37



B



Picc.

dolcissimo, ma lʹistesso tempo 







Fl.1











Fl.2











Ob.1





Ob.2









Ob.3









Cl.1 (Sib)





Cl.2 (Sib)





Cl. B. (Sib)



Fg. 1







Fg. 2



Cfg.







pp





































pp

con sord.





pp



Cor. 2 (Fa)



Cor. 3 (Fa)

 



Cor. 4 (Fa)





Tr.1 (Do)





Tr.2 (Do)





Tr.3 (Do)



Trb.1



 

Arpa

37

pp



mp







mp

 

mp



























mp



ppp











ppp























poco









mp



 pp









































pp

poco





























pp

mp







pp

mp



























pp



mp

pp

mp

pp































mf

mf

 

mf



















 





























 

























pp













mp







pp



pp







pp



con sord, harmon (with no stems)





mf

pp











pp



con sord.















con sord, harmon (with no stems)















pp





 

pp

mp

















con sord, harmon (with no stems)







pp







pp

 







p

mp





 





 



con sord.







p

mp





     













    pp        pp        pp 

 





p



pp

  pp





pp





poco



















 

 







 

        













p















   

 p





 



   

pizz.





  









pizz. p

pizz.

p

pizz.

  p

unis. pizz.



p





arco







arco



pp

pizz.



p

Vl. II



dolcissimo, ma lʹistesso tempo pizz.

     

   

     

   

     

   









       







p

5

pp Pedaling ad lib.

 

Vl. I



pp







pp



B







p



      









pp













ppp



 























pp





Cb.



pp

mp



poco

con sord. pp



Vc.





mp

con sord.





Vle.

pp



 mp





con sord.



Perc.3 Vibr.







pp

 

Perc.2 Chimes





Perc.1 Ptto sosp.









con sord.

pp



poco



pp



mp

mp









Trb. B.





pp





 mp

pp



Trb.2

Timp.

poco

con sord.

pp

Tuba







mp

mp

pp







pp





Cor. 1 (Fa)



pp







pp





  



     

   

     

pp

   

 



 



   3

 3

     



 

 

   

 3

 3

     

   

 







       

 











   







3

 3

   

   

 3



 

3

       

 3

 3

 

 3



 

3

 3

 3

 

 3

 3

 

 3

 3

 

 3



   

3

 3

 3

   

 3



 

3

 3

 3







 3







 

3

 3

 3

















 

 3



 

3

 3

 3

 

 3

 3

   

 3









3

    



3



 



 

  









3

 3



   

3

 3

 3

 

 3



 

3

 3

 3

 

 3



 

3



















































 



 

 















 







 























































 





GE 11387

3

 3







 

 3

 3

 

 3

 3

 

 3

 3

 

11 42







Picc.



Fl.1



Fl.2



Ob.1











p dolce





p dolce









Cl.1 (Sib)





Cl.2 (Sib)





Cl. B. (Sib)





Ob.3



Fg. 1

Fg. 2



Cfg.





 



      

 

pp























mf



mf



mf



















 







 















 









p











p

p

















  



Tr.2 (Do)



Tr.3 (Do)





p











p

ppp







p

Trb.1

  

Trb.2





















ppp





ppp



















 

























 









     

 

3





 3

 3

 3



3













ppp





ppp



3

 3

  

3

  

3





































 









  









 















































 



mf

pp







  mf



















pp



 

pp



p

p

p

 

 

3

3



3

 

   

3



3

3

   

3



  3



3

  3



3

mf



 3



3

3

 3



 

3



3

3

 

3







3

    3

    3















  



arco



arco



arco

                  

Suspect arco

               

arco

 

Suspect arco

              

   

 









































 

 

  mf

  mf  mf

 mf



mf

GE 11387

 



















3

       

   

pp

 

pp



pp



pp



pp

 

  

 

 

 







 

       

pizz.





 

















pizz.





pizz.

 



 





p

  







3

3



arco

p



 

3





p





3



mf



3





3        



3

 







pp

mf





 













  



mf



3

  





3







3



p





















Vl. II









 













 









3



Vl. I

p





pp









mf







p





pp

mf

 



mf









  



ppp





 ppp



p

p









  









pp

mf





mf

 



p

pp



mf

p



  mf



ppp

p









Cb.





Tr.1 (Do)

Vc.









Vle.







42

 p





Arpa





Cor. 4 (Fa)

Perc.3 Vibr.







Perc.2 Chimes







Perc.1 Ptto sosp.





 







Timp.





p





pp

 



 p











Cor. 3 (Fa)

Tuba

mf







(Fa)

Trb. B.

3



mf



3



pp

      pp              pp 

     















Cor. 1   Cor. 2 (Fa)









Ob.2

   

 

  

 





 



  

  































pizz. p

pizz. p









p

p



 

12 46



C





Fl.1







Fl.2







Ob.1















Cl.1 (Sib)





Cl.2 (Sib)









Picc.

Ob.2

Ob.3

Cl. B. (Sib)

 

Fg. 1



Cfg.

niente

 

 

niente



Cor. 2 (Fa)

 

Cor. 3 (Fa)

 

Cor. 4 (Fa)

 

Tr.1 (Do)

 

Tr.2 (Do)

 



Tr.3 (Do)

 





Trb. B.

Perc.1 Crot.

 

niente

































pp

 





pp







pp

pp



























      



pp









pp









 















            

          







        









mp



mp



mp

pp





3



pp









 











 

 









mp



 



         







pp

mf







pp

mf

mp

 

pp





 











 

 

pp





pp





pp

























mf

mf

mf

mf



 













 





niente



 







 







 







pp

niente

pp

pp







 

pp













3

 3



3

p













         

   

        

 



      arco





          arco

           



 





arco

  















mp























 





 

3















 





 

      







  

















 





















pp



pp





pp

mp











pp







      

 

 

  