Concerto for Cello and Orchestra

RU SA L Concerto for

PE

Cello and Orchestra

ANDREW BOSS

(2012)

Contents 1

II. Romanza

40

III.

65

Epilogue

92

RU SA L

I.

Instrumentation

3 flutes (3 = piccolo) 2 oboes

2 clarinets

2 bassoons

4 horns in F

2 trumpets in Bb (3rd trumpet optional but strongly preferred in Epilogue) 2 tenor trombones 1 bass trombone tuba

timpani- 3 drums

PE

percussion 1- vibraphone with mallets (shared with 2), snare drum, 3 tomtoms (small, medium, large), bass drum (shared with 2), tambourine, antique cymbal, large suspended cymbal (shared with 2), medium suspended cymbal, gong, tam-tam (shared with 2), chimes, medium triangle, slapstick

percussion 2- vibraphone with mallets and bass bow (shared with 1), xylophone, bass drum (shared with 1), large suspended cymbal (shared with 1), tam-tam (shared with 1) harp

piano (dbl. celesta; movement II.) Solo Violoncello Strings

RU SA L Concerto for

Cello and Orchestra

PE

ANDREW BOSS

(2012)

RU SA L

PE

I. Maestoso q=72   

  

Flute 3

Oboe 1 + 2

mf

 

 

 

Horn in F 1 + 2

Horn in F 3 + 4

Trumpet in Bb 1 + 2

Trombone 1 + 2

Bass Trombone

Tuba



mf

 







Piano











 











Violoncello

Contrabass



















 



  mf     mp







 



















 











 











 











 











    





















f

f

mf

  



f

mf

  





  







f

mf





 















 









































 











    

 mp



mp

    



 





 

  

 







  







































































f

     

  

pizz. (no div.)

           ff



  



  



  



 



mf

pizz.

mf pizz.

mf pizz.

mf

 

 

 







mf

pizz.

 

f







  



mf



mf

 

  Violin I  

Viola



f

Maestoso q=72

Violin II



 



PE

Solo Violoncello



mf

  Percussion 1  

Harp



f





medium mallets      Timpani   

Percussion 2



f

 

  Bassoon 1 + 2





 

mf

  Clarinet in Bb 1 + 2



RU SA L

Flute 1 + 2

ANDREW BOSS

 







 









cadenza: ad lib

(arco)

(arco)

    





   

   

 



(arco)                                 3  dim.3   f pizz.

fp

pizz.

pizz.

p









  









         









  











  











3

f

3

f

3

f

f

f

Copyright © in 2012 by Andrew Boss. All Rights Reserved

11 2 8



Andante Energico q=100   











































































 



 

















































 



 













 



 















































 Fl. 1 + 2 



Fl.. 3



Ob. 1 + 2



Cl. 1 + 2



Hn. 1 + 2





 

Hn. 3 + 4



Tpt.1 + 2



Tbn. 1 + 2



B. Tbn.



Tba.

Timp.

Perc. 1

Perc. 2





  









RU SA L

Bsn. 1 + 2









p









































  3        (arco)                                       3

    

pizz.

pizz.

(arco) dim.

p

PE

(arco)









 



arco (non div)











 



arco

















3

      



 

11 Andante Energico q=100

 Vln. I 





pizz.

3

ff



p









Cb.



 B.D.  medium mallets    







Pno.

Vc.







Vla.





Hp.

Vln. II



   







Solo Vc.



      p    





























    









 



   

p





 

     div

p









 







 



 



  p

(pizz.)



p



         

         

     

   

   

    



    

     









  

  



arco

  

15

3

20

 











Fl.. 3















Ob. 1 + 2















Cl. 1 + 2















1.

          

                 

    

        

p

 Bsn. 1 + 2



Hn. 1 + 2



Hn. 3 + 4



Tpt.1 + 2



Tbn. 1 + 2



B. Tbn.



Tba.

Timp.

Perc. 1

Perc. 2





    























Pno.











































































3





Cb.





































































  



                3

     

            







 



   

      

 

    

       

 





   



 

   





PE Vc.











    

 Vln. I  

Vla.





p







Hp.

Vln. II







 

Solo Vc.



 

p

 



RU SA L

Fl. 1 + 2

pizz.

arco





      

      

   

 

 



         

     pizz.

3                       3

           

                    arco



   









        





20



  



col legno



  



mf



     



mf



   

col legno



 







  

          







  

4 21

 Fl. 1 + 2 

















   







f

Ob. 1 + 2









 Cl. 1 + 2





















                                                                                                 mp    mf p        f 3



     







                          









p



3

   



f

    

f

mp

                                            p f

                                      mf  



                                        

mf

Hn. 1 + 2





f



Bsn. 1 + 2



RU SA L

Fl.. 3









     mp   





f

Hn. 3 + 4



Tpt.1 + 2



Tbn. 1 + 2



B. Tbn.



Tba.

Timp.

Perc. 1

Perc. 2





   



Pno.







































































     





















Cb.







    





  









 

 

  p

mp





antique cym.











  



  













  



























 

  



 













  



f

pizz.





  

pizz. (non div.)



pizz.



mp







Vc.









Vla.



mp

 Vln. I 

Vln. II

  



PE

Hp.



 











    



     









  







   



      





 



 





 





              mp

  

    

mp





   mp



f

     sfz

           

  

 

 

     p

     p

      Fl. 1 + 2   mp 28



    

Fl.. 3

   pp



Tba.

Timp.

Perc. 1



        pp







   

 







   pp







  

mp





         

















pp

pp



   

 





p

 2 t-toms  













     





    



   











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



p





   



 

     



 



 

p











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





  

                    



                    p 



   

  







  















    

















 



      

         

            



   



   

   



    p



   









       

  

mp



   p







               



p





p



      p

             







pp







  







   





   

   

  



 







                 p









                   

p





 

    

   

              p





      

arco/no div.



p





p

p

  

pp



pp

mp



 

pp

mp

 

    

5

29

    



    



     

PE











mp

Cb.



     

p



p

 





  

                  mp









3.





     

Vc.

p



                          







Vla.





   

 

p







mp

pp

  

Vln. II





mp

Vln. I

  

p





Pno.

  





p

p

Hp.













           

mp



p

Perc. 2





   









               

RU SA L 



B. Tbn.







        pp



Tbn. 1 + 2



  

pp

  Hn. 1 + 2      mp

                 

mp

mp







       pp         

Tpt.1 + 2



pp

3











Hn. 3 + 4



mp

Ob. 1 + 2





   

mp





Bsn. 1 + 2





mp

Cl. 1 + 2

29

    p

    

  

      



  



 















   

          



  



   

   

 



  







 

arco

 

mp













  

     

 

      





    



  

   



  

   

a2                            Fl. 1 + 2    f           Fl.. 3  f                              f Ob. 1 + 2                       

   

  

  

     

    

    

       

  

  

      

   

   

     

   

  

  

     

    

    

       

  

  

      

   

   

     

          

  

      

   

   

      

 



6

RU SA L

34

Bsn. 1 + 2





     



mf

               Hn. 1 + 2                 Hn. 3 + 4    

Tpt.1 + 2



  

 

  

 

       

Timp.

Perc. 1

Perc. 2









          mf a2

       

mf





       







mp











  



Vc.

Cb.





 



 



f

  



       

 





div.

half









pp

Vla.

 





arco



 



            

    

 



 



f

pp

arco solo

      

 

mf

     

mf



arco









               f div.

                        f tutti



   

   

   

f

                            

LMLOLMML





  

        

  

 

   



  



 



   







  



  



     





 

     

     

    

  



  

          





  

       





   1.               3.                   1.        









PE Vln. II



 

 

  

   

  

  



 



         

    

      



  

                                  f  tutti    no div.                           f arco                 f

 

 

   

 

   .

  

     

    f

  





 

     

    f

        

gliss

  Vln. I 

                               f    3.                             f        1.                          f                  f



 



 

1.



             

 

 

    

. i ss





  

  

gl



    

  

s.



mf

  

     

 

Pno.



      



     

  





mp

  

is gl

Hp.





B. Tbn.

Tba.





a2



pp



mf

pp

Tbn. 1 + 2



mf





f

.

                   

glis s

Cl. 1 + 2

f a2

glis s.

         

      

        

  

    

    

       

    

  

    

  

       

   

  

    

  

  

  

           

          

41                            Fl. 1 + 2      

7

39

        

                    a2  Bsn. 1 + 2                    Hn. 1 + 2  

 

     

 

     

     

Hn. 3 + 4

Tpt.1 + 2



Tbn. 1 + 2

1.



              Tba.        

B. Tbn.

  



 

Hp.

Pno.















 











       

      





















  

  

























































































 

  

  

 



mf



 

 

                  f mf                    f mf                 f                   



 















                                    





  















          

Cb.





        

 

 

 

   

   





 

p



 



















































 B.D.   







 

p

    



     

   

       



mp

             pizz.

p



mp

  

  

  

p

mp

  

     





 p

p





p

      



   

mp





     

pizz.



port.                                    6    f mp f

fp

  



    



 







41                                 Vln. I          tutti pizz.                          Vln. II                 div..     pizz.                                            Vla.       Vc.

















                          





p

                 

PE

Solo Vc.

 

RU SA L

        

Cl. 1 + 2

Perc. 2



                                

Ob. 1 + 2

Perc. 1



        

Fl.. 3

Timp.







 

     



   



      

8 47

 Fl. 1 + 2 



 



49  3 3                         mp









Hn. 1 + 2

























 



Cl. 1 + 2

Bsn. 1 + 2







Hn. 3 + 4



Tpt.1 + 2

 

Tbn. 1 + 2

B. Tbn.



Tba.



Timp.

Perc. 1

Perc. 2



  









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



mp

f

1.











      

mp

pp

























1.





mp









 







    mp 







  



 



   





  















     







 



 











































49       

pizz.

  

3



mf



mp

       mf

     



   









 





mp



    

   pp

   mf

   



   pp



   

pp







antique cym.

  





     









 

         



       



mp



   



  

 



   

   mp





p

p

      

 

mp

p

   



      

     

 

    

 

  



    



              

 

p

mf



    





    



 

       

p

     

mp

      f

mp



p

f









mp





p

f

pp

mf

pp



       



f

pp

 



p

   





                                                      3

   

mp



ff

 pp







  





  

 p

mp





pp





 

        mp





mp



p

p

1.



   



      

f

1.

p



         

   



mp

    







  













PE Cb.

mp

f

a2





 





mp

Vc.





mp

 

Vla.

  

1.      







Vln. II



    



    mf 

    



f

 Vln. I 



f





                   

Solo Vc.

  











Pno.







Hp.





  





 



RU SA L

Ob. 1 + 2



       mp 

f

f

Fl.. 3

    

     mp

      mp

   



   



p

p



Fl.. 3

 



Ob. 1 + 2

 



Cl. 1 + 2

 

54

Bsn. 1 + 2





                        f

              f            





f

           

    



mf

Hn. 3 + 4

 

Tpt.1 + 2

 

   



mf

 

Tbn. 1 + 2

 

B. Tbn.

Tba.

Timp.

Perc. 1

Perc. 2



 

   

 

   

Hp.





 

                                               

  

 

   

f



  

f



  





        



    f 



           f  3t-toms       



       

  

                     

mf



mf

 

      





Solo Vc.





f

        f            

 



                 

                  

 

           

                                                                                                                                                                           

  

        

 

                      

 



    

 





 

              

div.

   

 

    



                                 

  





   

   





   

   

  

   





    

 









f

     



   



 

 

  

       

                      

 B.D. 

  



    









   



  





    







  

                                     

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



                 



non div.            



non div.

              













     

            







 



  



                                           













    







                    div.                                    div.                                                 

    







non div.

   













              

  

 



                       

                           

         

  



f

   

arco

 

arco

   

        

   

                                 

 



  

    

       

    





div.                       



  

f

arco (non div.)

arco (non div.)

  Cb. 

         

f

f

Vc.

  

                     

 







f

Vla.



arco (non div.)

 Vln. I  

Vln. II



mf

 t-tam  



                   

PE

Pno.

  



1.

      

                   

           f                               f 

           

 Hn. 1 + 2  

      

                                   

9

RU SA L

 Fl. 1 + 2  

  



  

 



           

59

10

59

  



Fl. 1 + 2

mp

3

 

     

 





  

 



 

      

 

Hn. 3 + 4



Tpt.1 + 2



Tbn. 1 + 2



B. Tbn.



Tba.

Timp.

Perc. 1





  



 

Pno.



Vln. II

Vla.

Vc.

 

p

  Cb.   p



 

   



    

    p

       

6





mf

 



mf







    

 





   

 

   

 

            

 





  

p

    p









          

 

       

 

   



 



mf



mf

         









































































B.D.





   





 



   













 



 





       



pizz.







p

  

   

6

    



p

  











  

pizz.



 

p

 









          











 



pizz.





    



f

 Vln. I  

 



          

59



  

PE

Solo Vc.

3

     

p



3





mp

 Xylophone    Perc. 2     Hp.

3

   

 3



p

Hn. 1 + 2

3

mp 3

mp

  

 

    

    

 

Bsn. 1 + 2



mp

Cl. 1 + 2



3

mp

1.

Ob. 1 + 2

  

         

RU SA L

Fl.. 3

      

p

 

 

 

 



  

 



    pp

      

 



 



 

mp

 

mp



    



  



  



  



  







  

   



     

          



   



    

   

 3       

mp



    











  



    







arco

 

mp

mp

                     f  





 

p

mp

mp

      

           

 

 

         

 64    

Fl.. 3

   

   

        

   

mf

 Bsn. 1 + 2





Tpt.1 + 2



Tbn. 1 + 2



B. Tbn.



Tba.

Timp.

Perc. 1







 

         3











  

    

           





       

 

    

       





    

   





 







 



  



  

mp

mp







mp

1.

p

mp

pp

   

     

mf

 



    





pp

  







    





   mp

  





   p

pp







   













































 





 

   







      

     

    





     



   

s. glis





p









 





mp





  

  

   

         

       





  

  



 

  

     

 

                

   

div.

   p

    arco

p

    

       



















p



    3

mf

      





  



   







pp

 



  

  



sul A    sul A 3            . liss g                            3        

   



1.



       

   







   



   

Cb.





p

  

Vc.

  



p

   Vln. I  

Vla.





PE      

Vln. II

  mf





    

sul A Solo Vc.



pp



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





Pno.

  









pp

 Perc. 2    

Hp.





   





p



  

 Hn. 1 + 2 

       

11

     

p







  

Hn. 3 + 4

          

3



 Cl. 1 + 2

   





Ob. 1 + 2

3

   

      

RU SA L

Fl. 1 + 2

               

 



    





 



pp









  









mp



 





 3                                    3 3  

      







    





 

   

   p

         





   





pizz.













pizz.

  p



 





pizz.

70 70   

Fl. 1 + 2



 

 

Fl.. 3



Ob. 1 + 2

 Cl. 1 + 2





Tba.









 

 



 





p



 



Perc. 1

Perc. 2













        

 







 

 









 



 

 





  

 







   

 



















 









 









 

   



 





 



 











   





 

   



mp

  

3

         3

3

  







  

 



 



























 





 gong  

  





 B.D.  





p

 







 

 

   

   

 



  

 

 























p

p

   

      3



Solo Vc.







 

   





     

 

 



 



3



 



  

 

3

3

  

  3



arco/solo

 Vln. I  

p solo



Vln. II

p

  

Vla.



Vc.

Cb.

 





 

   

   

 



 

 



 

p





p



 







arco





   



 







p



 

   



p

     

  

pizz.

 

 

 

 

p





    







p











  







 

  

   

 

 







 

3





tutti.



pp





p





mf





tutti.



pp

p

 arco







mp





pp

                               3







 

p

70







3







PE

Pno.



 

 







   





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

Hp.



pp

      



 





p

 









 







   





        



3.



p

Timp.

 

 

6

  



 



 

 



 

B. Tbn.



 



Tbn. 1 + 2



 



Tpt.1 + 2







   Hn. 1 + 2    Hn. 3 + 4

 

  

p







 

Bsn. 1 + 2



RU SA L

12

  

 

 

arco



pp arco



   



 





 

 

  





 

 

  



pp

pp

74

Fl. 1 + 2

  



   

    

p

 









mf





Fl.. 3

 

   

 

13



                      3

Hn. 1 + 2

     

    

Hn. 3 + 4

    

   





Tbn. 1 + 2



B. Tbn.



Tba.





 

1.

 

 



  



1.



p

mp



 



Perc. 1

Perc. 2







Hp.

Pno.











  

                

 



 



   

   

     

     

     

                                        

 

















 



   

mf

    



    

     

























 





 















mf

              

6

  



  



   

 

 

 

 



 





 

 



   

6

PE    

  

 

  

   

  

   Cb.  

  

 

 

 

 





mp



mp

     

f

 

f

 

      

f



3

       3

       3



  

      

 

    3







   3

                              3  3 f 3

mp

      

3

                              3  3 3 f



mp

mp

   

      



  

Vc.

3

mf

3                                  

 

            3

  



  Vln. I   

Vla.

f

   





f

Vln. II

    

   



mp



3

Solo Vc.

3     

3



  





  3       



3.



 



f

p

Timp.





mp

mp



pp

Tpt.1 + 2



f

  

Cl. 1 + 2

Bsn. 1 + 2





Ob. 1 + 2

   

RU SA L

3

1.

3

    



            

    

              

    

3

3

78

14

78

 Fl. 1 + 2 

   



mf



Ob. 1 + 2

Cl. 1 + 2





       

   

 

 

       



3



3

      Bsn. 1 + 2       3

3

Hn. 3 + 4



Tpt.1 + 2

  

Tbn. 1 + 2

 

B. Tbn.

        3

 

  Hn. 1 + 2 

   

          p

Timp.

Perc. 1

Perc. 2

Hp.

Pno.



  











 

   

mf

   

   

   

   



   

  

   

   

   

   

   

       mp





   

  





  

mp

   mp







1.

 

mp

                                                     p

   

   

         

                              

   

                                            

mp



























 

2.

pp



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





 

        



  





   









    



   





        

    









































    

 

ff

          

    

PE

Solo Vc.

   

   



mp





   

   

   

        



  

   



p

Tba.

   



    

3

   

RU SA L

Fl.. 3

   

  

          

 

   

           



marc.

  f

78

  Vln. I 

    

 

    

Vln. II



Vla.



p

3





3

Cb.

div.

3

      

Vc.

pizz.            

       3

     



 

 

 

 

 



 

 

 

 



mf

     p







  







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

p

              3

p

      

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

                             

   



 



82

Fl. 1 + 2



Cl. 1 + 2



  

   

  

       

   

 



mp







 







 

 



  

Perc. 2

Hp.

 





Solo Vc.

Vln. I



   3     3  

sub. p

mf

    

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

     

3

            

   

  

    

  

3.





  







 















 



 





            









   

                                        mf sub. p          

 

              

      

       

              

      

      

      

      

   

p

  

     



p

 p

 



sub. p





  



mp

mp





























                                             ff



 

 























     p





  p

  

 mp



pizz.

large susp.. cym.

      













mp







  





sub. p

     





mp







Vc.

sub. p

          



Vla.

f

   

p

 

mf

   





    



sub. p

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

           





mf

 

Vln. II

Cb.

 



PE

Pno.







mp

    Perc. 1 

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

3

pp

 

Timp.

3



mp

Tba.

                        3                     3                 

sub. p

mf





B. Tbn.

           

     



Tbn. 1 + 2

  

      



Tpt.1 + 2



 

 Hn. 1 + 2    Hn. 3 + 4



   



 Bsn. 1 + 2

    

3

RU SA L

Ob. 1 + 2

3

3

 

Fl.. 3

     

15

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

                

  mp

  

86

 

Fl. 1 + 2

       

Fl.. 3

f                                                              

mp

mp

mf

f

        

mp





          





f

 1.                       



mf

mf

f

                 Bsn. 1 + 2



  

  Hn. 1 + 2     

Hn. 3 + 4





 

   

   

   









 









   mp    mp

  

f

  

     

 



   

  

      

      

                    



p

              

     

      

      

     



     

      

 







       f        f    f   f





p



Perc. 1

  









f



mp



 

Vln. II

Vla.

Vc.

Cb.

      

 

 

   

  







  



f









    f 











f







1.





3.





1.







f



f



 f   

f







f





f



  





 





 





 





f



f

 



                xyl.

















quasi-cadenza

 

      

f

( f possible)













f





  f

p



arco/non. div

  

  



     

  





   

   p

3





















f

p



 

89  arco                   

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

mf



f

                                                         



 



f

mp



 







ff

Vln. I





PE



 3 t-toms      



  Pno.  Hp.

Solo Vc.



mf

 Perc. 2   

f

f

p

Timp.



f

p





f





B. Tbn.

mf



p



Tbn. 1 + 2

mp





Tpt.1 + 2

f

 

f

                 1.                                                     mp

Tba.



mf

mp

Cl. 1 + 2



mf

             

Ob. 1 + 2



 

RU SA L

16

89                                                                     

f

        

 



mp





 

f

 

f

90

  



 



Fl.. 3

 

Ob. 1 + 2

rit. 

q=60 















f



f

  



























f

 

Cl. 1 + 2

 Bsn. 1 + 2  

        

   f    

 

   

f

Hn. 1 + 2

    

Hn. 3 + 4

 

Tpt.1 + 2

 

Tbn. 1 + 2

 

B. Tbn.

Tba.



 

 

q=100

17





















RU SA L

Fl. 1 + 2

a2





























 f  



























































































f

f

 

f





f





f

Timp.

Perc. 1

  



Perc. 2



Hp.



Pno.





3

               

Solo Vc.

                                                           6 3 3 

q=60

PE

rit.

 Vln. I 







Vln. II



Vla.



Vc.

Cb.







 

q=100



pizz.





















    





   









f pizz. div.

  f







        pizz.

div.

f







pizz.

f







pizz.

f



97

q=100

rit.

18

 Fl. 1 + 2  

Fl.. 3



Ob. 1 + 2



Cl. 1 + 2

Bsn. 1 + 2











 









      f









a2      f

 







        

     









   



a2

   

 

Tpt.1 + 2



           3



          





          



          



3

           













       mf 









          

         1.                f                          f    

3

3

f





 

mf

Hn. 3 + 4



f

f

Hn. 1 + 2



     

a2

RU SA L

95

 



   

     

   

     

mf







B. Tbn.



Tba.

Timp.

Perc. 1

Perc. 2





  







 

Pno.



 























Vln. II



Vla.

Vc.



Cb.























 

 3t-toms  







f

 B.D.  





























 

    f





     

                                

rit.

 Vln. I 

   



f

PE

Solo Vc.



mf



Hp.



 



 



 







mf



        



p

f













   







 

     

             



mf

Tbn. 1 + 2

    a2

                        



 



f





f

 

  



 

   





             









      

   

 

     





ff

97    

arco/ div

mf

q=100         f

     arco mf

    

arco'div.

mf

 

         f non div.    

    f 

div.

            

         





    non div.              

    

mf

 

     

  

      

 mf

  

  

      





arco



div.

div.      

f

arco

    f 

       



  

f

   f  

   

   



a2

100

 Fl. 1 + 2  



Fl.. 3

 

Ob. 1 + 2

 

Cl. 1 + 2

   Bsn. 1 + 2









3



           



           



a2           

3

a2

                

6



3

6

mp

3

3

                   





          Tpt.1 + 2                      Tbn. 1 + 2       B. Tbn.         Tba.      Perc. 1 



 



Timp.

Perc. 2

mf



Hp.





    

Pno.

f





     



  

mf



      



      

      



 

p



f





   



  

 







        Vln. I  

Vln. II















Vla.

Vc.

Cb.

  

  





  







             





19



mf





f









































    





            



















 

  





 

 

























mf











            f             









 

xyl.

  f



       f











                

f





  mf

    



       

 

                







1.

f

          f 

mp





            f                 f             f            f        f 

     



   





  

       

 

mp



     

                              

mp







 



mf



      





            

   

         f 

mp

   

PE

Solo Vc.



f

         1.            3    mp f                     1.            6 3  mp f                        3 f 



  





        

    

p

mf

Hn. 3 + 4



f

3

mf

 Hn. 1 + 2 



     

RU SA L

  

           

104       1.                            



   



      



p

f







 mf

104      

f non div.

3                    mp f                        mp f             mp f                 mp f







  





   















 

3 soli



f

  

 

              106                   Fl. 1 + 2  

20

f

Ob. 1 + 2





sfz

p

Bsn. 1 + 2

     

Hn. 1 + 2







Tpt.1 + 2



Tbn. 1 + 2



B. Tbn.



Tba.

Timp.

Perc. 1

Perc. 2

Hp.

Pno.



 

Hn. 3 + 4





  













sfz

f



Cb.



sfz

                     p    1.   sub.                        sub.

p

























































































       p 

  



     

        































  

        

           



                               p sfz sfz                                        





pizz.        mf

  



  

 



     

                                         p sfz 6 soli/div





                             p 

Vc.

3

p



6 soli/div

Vla.





PE



   

Vln. II







3 soli

Vln. I

sfz

                                     p sfz sfz                                                  p sfz sfz

              



Solo Vc.



mp

  



   

1.

p

sub. 3                                                          p p

Cl. 1 + 2

a2                                      

      sub.                                                       3





sfz

sfz

        

  

  

                       p  

RU SA L

 

Fl.. 3

  

112

sub.



sfz







sfz



 

    

 





        sub.

mp

                            sfz   p  

    

p

sub.

pizz./ div.

    

p

    mf     

f

   

  sub.         p

                       

      

                                                     p  sfz sfz sub.

   

    

  

col legno

f

     

112                             

     



                                       

































21

     113

Fl.. 3

Ob. 1 + 2

Bsn. 1 + 2

Hn. 1 + 2





   

        

         

Cl. 1 + 2

   

  

Hn. 3 + 4

Timp.

Perc. 1

Perc. 2



















   













          











          













 





Hp.





                   

 

Solo Vc.



































 



 



                    

  



                                                        







Vc.

   



Cb.



     



   



     



































































     

 

arco







        f

         





 



  

arco

f



       



f

f



                                        

f



                                         

Vla.

       



   Vln. I   

Vln. II

   

        

  



PE

Pno.





p

 











      



  

1.

p



  

    









     



p

f

Tba.













f

B. Tbn.



f



Tbn. 1 + 2

 





Tpt.1 + 2

         

RU SA L

Fl. 1 + 2

1.







        med. sus cym.

pp



mp







p

  



f arco

  







  

       dolce







 

  





          









         





       



  



 

  





pp







pp











     div.

f



 







 





f

   





f tutti





   

        

tutti







mp

  



pp







125

22

    Fl. 1 + 2 







120

Bsn. 1 + 2

Hn. 1 + 2

   

  

            p

 

1.

 



   

           





 

1.



 

Tbn. 1 + 2



B. Tbn.



Timp.

Perc. 1

Perc. 2

Hp.









     







3.









Solo Vc.

  

     

Vc.

Cb.



 

mp



       

 mp

          





3

           mp 3                       mp

     



                                  mf                  

 

mf





      

           

         

3

      

             



                         

mp

   

1.





pp

   





























































    

   



















   









 

 



  

         



 B.D    mp

  





mf

 





 

  

 

 







p



      

 



















     

     

 

   

     





               



                                                3 ff marc.





p











         



   mf

    



pizz.



f

125





         









    







  

 

             half



 



mf

tutti.

                  mf  

no div.

   mf  mf

              

   

   1.             







Vla.







 Vln. I 

Vln. II



              3

a2



PE

Pno.







          

                 mf

mp

 

      

mf

pp



Tpt.1 + 2

Tba.





mf

 

pp

Hn. 3 + 4



       





       





p

2.

Cl. 1 + 2

 





Ob. 1 + 2



RU SA L

Fl.. 3







   

                                          







   



   



p

p

126

Fl. 1 + 2

 

                                                3

3

3

 

 

Ob. 1 + 2

3

3

Cl. 1 + 2

3

3



  

    

Hn. 3 + 4



Tpt.1 + 2

Tbn. 1 + 2



B. Tbn.

 



3

3



 

 

  

   3   3                             

Tba.

3

3

3

3

3

3

3

3

3

3

3

3

 

3

3

 



3      3  3  3                                           3

   

 



 









 

 

 

Perc. 1

Perc. 2

Hp.

    



 

 

3

3

3

 









3                                     

 

 









 



  



pp



 

 

Solo Vc.

Vln. I

3

3

3

3

3





3

3

3

                cresc.

 





 



 

           



   





























 



 





   



 





































  

     

 

   

      

   

 

  

   

   

     

   



   

arco

     

        





           

























   





   

   





  

3



   

   

f





   

                 





3









 

3



  



cresc.



Vc.

3

  3                  



Vla.

3

cresc. a2

    



  

 

Vln. II

Cb.

cresc. 3



PE

Pno.

3

     

 

mp

Timp.

cresc. 3

                                 

3

3

3

3

RU SA L

3

Hn. 1 + 2

3

                                         

Fl.. 3

Bsn. 1 + 2

3

23                                         











mp











mp

       







 







 

 130                       

24

6

6



6

ff

6

6



Ob. 1 + 2

             6

6



ff

   

        3



3

6

ff

3

6



  Hn. 1 + 2  f

Hn. 3 + 4

 

Tpt.1 + 2

   

Tbn. 1 + 2

 

B. Tbn.

Perc. 2



  

   

6

 

6

6

ff

   

   





6

   

a2



 







f

  f



ff

    ff

 

 



 

 Vln. I    

Vln. II

 

Vla.



Vc.

Cb.





3

6

3

            



6

3

6

              





3

     



 



3

  

div.

mp

6

3

6

6

6

  

  

  

  

6

3





6

6

3

              3

6



3



  

      



  

  

  

  



 



 



 





    f    f   

  

                

  

            

         

          

           

          

  

                  

         

           

          

  

 



  

            

  

 



  



ff

 

  

  



 

f











 



 

  

  

2 t-toms 



f



 



 



  

 

 











 

 t-tam 





     

 

    

  



 

     

 



 



 

 

  



 



  

  





  

    

                 

   

   

     



   



 

 

      



  



 

  



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

f

f     f  

f

                      

 



f

6

3



 B.D. 

mp

3   3 6 6                                           3 6

 



 

3





 

3

                                      



3

3

 

  f  

 

3

6



 



6

 

f



3



              

Solo Vc.

6

   

PE

Pno.

            

 

f

Hp.

3

3

ff

f

 



               

3    6 3 6  6  6                                                      6 6 3 6 6

              

    Bsn. 1 + 2  

Perc. 1

6

               

                        Cl. 1 + 2



RU SA L



Fl.. 3

Timp.

6

                               

Fl. 1 + 2

Tba.

              



   





   

        

   

                 

      

       

          





 





 





    

  

 









 



















   



 

 

 

  

  



       

         

          

                         

       

          

      

     

 

 

 





 









136 

















































 







 







 









































 med. susp. cym.   

   









    



         

                                       

Cl. 1 + 2





6





 

                   



           

Hn. 3 + 4

Tpt.1 + 2

Tbn. 1 + 2

B. Tbn.



Tba.





6

           





 

   





















 



 



          

                  

    

          



 



  





 



  















 

 

 

   

  

 

Cb.



 

sfp

ff

 

sfp



  

25

sfp

ff

 

sfp

ff

  sfp

ff

  sfp

  

  







   



   

   

  

     





ff







 

                    



n

 









 

 

  

 

   

 

 

  

 

   

 

 

 

 

 

  









 

    







            

ff

   

      

marc.

      

   

marc.            

ff

ff

 

            ff             

div.

ff

3

                 

3

3

     

  

mp



 











 











q=80

 

div.

 

pp



pp



3

      



136 

rit.

3

3



ff

marc.



p

pp



          



f



ff



p

ff

p

ff

  

1.

ff

 

    



   Vln. I     Vln. II  

Vc.

                     



PE

       







marc.



Vla.

 

          sfp           





 





     

Solo Vc.







    

             







 

ff

        marc.                             

 







   

                  

          

marc.

  









 

 





  



6

       

.







6

 

  





q=80 1.     p

s glis

Pno.

      6









Hp.

               



6



a2

  Hn. 1 + 2 

Perc. 2

6

 6  6  6  6                                                           6 6 6 6 a2                                   

Ob. 1 + 2

Perc. 1

6

6

rit.

RU SA L

6

Timp.

     

      

Fl.. 3

Bsn. 1 + 2

6

s.

  

Fl. 1 + 2

6

glis

133





26

  Fl. 1 + 2 



Tpt.1 + 2



Tbn. 1 + 2



B. Tbn.



Tba.

Timp.

Perc. 1







    









1.   





 

   

















































































 

large susp. cym.

 

 

 



p





3

3

3

3

3

3

3







 



       

3





 

    

pp



3

3

3



 







 

3

3

3

3

3

3                3



3

3



p



   



3

  

    

 

 





 

  

p





n



    

 

 



 

  

 

  



 

 





pp



 



 tutti/div. n

  

3

                       3 3 3

n





3

3

   

p

  

p

3

pp

                3



                 



p

   



 



 

3

3

pp

  



3

        

 

 







  



n

3   3            



 



p

3

pp

3



  n

                

3

3



3









PE 





n

Cb.

  



 

Vc.

   



half (2.)

Vla.

 





3 soli

Vln. II

  







         

 Vln. I 





p

  

Solo Vc.





3

3

  



   

3















        

Pno.

   







 





p









Hp.

 

    

      

pp

p

Perc. 2

 



   







   

  

 1.   





 

Hn. 3 + 4



  

RU SA L

Hn. 1 + 2







p



Cl. 1 + 2









Ob. 1 + 2

Bsn. 1 + 2





Fl.. 3

  

   

139







 

154   



146





Fl.. 3

   

Ob. 1 + 2

n

  

Cl. 1 + 2

Bsn. 1 + 2

Hn. 1 + 2







Tba.





  

 



p





3



 



 



 















 













 



 













 



 



Solo Vc.

 

Cb.







mf















3

 

        

1.

























3

mf

          3 1.

mf











 



 



      p

con sord.

 











 

 







 













 







 











 



 













 



p











 



   



mp







 













 







 













 



 













 



 













 



 













 

  



  



  



3

3

3

3

  

3

3

 



 

 

 

half n

 





3



  



   

 

  



p

mf

 



154

  











q=100   

   

 

 