Gaudé - Julian Wachner - Full Score

3

Catalog No. 8605 Commissioned by the Colorado Music Festival as the first prize of the 2016 Click! Competition. Premiered under the direction of Jean-Marie Zeitouni, July 27th, 2017. The score is dedicated to the memory of the joy and legacy of Leonard Bernstein, celebrating the 100th anniversary season of his birth.

Gaudé

An L. B. Anniversary for Large Orchestra

  

Luxioursly undulating q = 52 m.m.

Piccolo







within the noodly sections think a realized “Lutoslawski-style,” don’t make yourself crazy, and take breaks as needed 12

12

12

12

12

12

mf

pp

                                                                                           12

12

12

12

12

12

12

12

mf

pp

12

12

12

12

12

12

12

12

9

10

mp

within the noodly sections think a realized “Lutoslawski-style,” don’t make yourself crazy, and take breaks as needed

Flute 2

12

                                                                                                                                            12

Flute 1

Julian Wachner

                                                mp

Oboe 1

 







Oboe 2

 







English Horn

 







within the noodly sections think a realized “Lutoslawski-style,” don’t make yourself crazy, and take breaks as needed

                                                                                  9

Clarinet 1 in Bb

9

9

pp

9

9

10

9

p

mf

9

                              f

within the noodly sections think a realized “Lutoslawski-style,” don’t make yourself crazy, and take breaks as needed

                                                                                    9

Clarinet 2 in Bb

7

9

7

10

10

p

mf

pp

9

12

10

f

Bass Clarinet in Bb

 







Bassoon 1

 







Bassoon 2

 







Contrabassoon

  







  







Horn in F 2

 







Horn in F 3

 







Horn in F 4

 







Trumpet 1 in C

 







Trumpet 2 in C

 







Trumpet 3 in C

 







Trombone 1

 







Trombone 2

 







Bass Trombone

 







Tuba

  







   







Horn in F 1

Timpani

7

7

7

mf

pp

Vibraphone

7

7 7 7 7                                                                  7

Marimba

5 5 5                    

pp

5

    

mf

5

5

                   5

5

5

   

7

7

    



pp

Piano

       

pp

quasi bisbigliando (like a harp), wave-like crescendi and diminuendi throughout; heavily pedaled

Luxioursly undulating q = 52 m.m.

Violin 1

 



 

5

5

                5



 





 









Violin 2

 







Viola

 







Violoncello

 







Contrabass

  







© Copyright 2017 by E. C. Schirmer Music Company, Inc., a division of ECS Publishing Group. www.ecspublishing.com All rights reserved.

7

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

improvise within these notes, think “Lutoslawski-style” random boxes, wave-like crescendi and diminuendi throughout, breaks as needed

Harp

9

9

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

4

                                                                                                                  Fl. 1                                  4

12

12

12

12

12

12

12

12

12

12

14

14

15

12

mf

                                        

Fl. 2

12

12

12

12

                                                                                                        12

14

12

12

13

mf

Ob. 1









Ob. 2









E. H.









9

9

                              

Cl. 1

mp

9

    11

f

10

10

                                 

Cl. 2

mp

   12

9

9

9

10

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



                              9

10

10

                                9

9

9

10

9

mf

12

9







Bsn. 1









Bsn. 2

















Hn. 1









Hn. 2









Hn. 3









Hn. 4









Tpt. 1









Tpt. 2









Tpt. 3









Tbn. 1









Tbn. 2









B. Tn.

















 







Tba.

Timp.

Mar.



9

9

9

9

9

9

7

7

7

7

7

7

9

mf

f







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

B. Cl.

Cbsn.

10

9

9

9

9

7

7

7

7

9

9

                                                                                                               mf

Vib.

     

7

mf

Hp.

   





 

 

 

Pno.

   





 

 

 

Vln. 1

  

Vln. 2

Vla.

Vc.

Cb.



7

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

 

  

divisi as needed

  

 

mf

pp



divisi as needed

pp



 mf

divisi as needed

 





















pp

mf

5

                                                    Fl. 1                                   12

7

12

12

9

12

9

9

10

f

     

Fl. 2

             

9

9

                                                                                                                     12

14

9

12

9

10

9

9

10

10









Ob. 2









E. H.









9

12

f

Ob. 1

9

9

10

                                      

Cl. 1

11

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

                 12

12

12

12

12

12

12

12

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

f

                                                                                                                                              9

Cl. 2

10

10

12

12

12

12

12

12

12

12

12

9

9

f



B. Cl.

 p







 p







 







 









Bsn. 1



Bsn. 2

p

Cbsn.

Hn. 1



mf

mf

mf

p

mf

 





p

mf

 

Hn. 2





p





p



mf

 

Hn. 4



mf

 

Hn. 3







p



mf

Tpt. 1









Tpt. 2









Tpt. 3









Tbn. 1

   

Tbn. 2



B. Tn.

Tba.

Timp.





p







 p







  p







 







 

 

p

mf

mf

mf

mf

    p

mp

9

Mar.

Hp.

Pno.

9

9

                                      7

                              7

Vib.

9

7

7

9

9

9                                                                           9

9

9

f

7 7                             

f

   

 

  

   

 

  

7

7

  

f

  

7

7

7

                              

   

  

   

 







Vln. 2









Vla.









Vln. 1



Vc.

 







 







p

Cb.



f

p

mf

mf

7

6

 Fl. 1  10

 

10

10

             

   



12   10                 

10

      

12

14

                                          12

mf 9



Fl. 2



 

  

mf

11

11 12                                                           10

9

10

    

9

14

12

                            12

Within the noodly sections think a realized “Lutoslawski-style,” don’t make yourself crazy, and take breaks as needed 11





Ob. 1



12

9

14

12

9

14

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



mf

within the noodly sections think a realized “Lutoslawski-style,” don’t make yourself crazy, and take breaks as needed 11





Ob. 2

10

12

9

12

                                                              



mf





E. H.

9



Cl. 1



9

10

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

10

9

                   

Cl. 2

10

12

11

12

mf









Bsn. 1









Bsn. 2

















Hn. 1









Hn. 2









Hn. 3









Hn. 4









Tpt. 1









Tpt. 2









Tpt. 3









Tbn. 1









Tbn. 2









B. Tn.

















 







Tba.

Timp.





        Mar.                                 9

10

10                                         

10

9

9

9



10

mf 7 7                    Vib.             7



   

7

Vln. 1

 

11                                 

11

10

11

11

10



11



11

    

   

   

     

    

     

    

   

   

 

Vla.

Vc.



  



mp

    f









 

 











 





mp

mp

f

f

11

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

     

mf

10

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

   

Vln. 2

Cb.



10

      mf

Pno.

  11

mf

Hp.

9

10

B. Cl.

Cbsn.

10

            

9 9                                                                            

10

10

10

9

9

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

mf

9

9



  

  

mp

 mp

ff



   

mp

ff



















pp

ff



pp



pp

7

 Fl. 1  13

12

                                 12

12

12

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

     

12

12

f 12                                              12

Fl. 2

12



       12

                                    12

12

12

f 10

10

                                          

Ob. 1

12

12



Ob. 2

             

14





9

      







       

14

12

12

  



 



12

11

12

10

10



  

 

mf



mf



p

mf







p

mf



 



p

mf

Tpt. 1







Tpt. 2







Tpt. 3





 

 

Tbn. 1



p

mf

 

Tbn. 2





p

Tba.

mf

  

B. Tn.





p





 





p

Timp.

mf

mf

   

 

pp

Mar.



9

mf

p

Hn. 4

10



  



12

mf

 

Hn. 3

14

mf

 

Hn. 2

9

7



p

Hn. 1

7

      

f

p



    

f

p

Cbsn.



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

 

Bsn. 2

7

12

12

p

Bsn. 1



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

12

 

B. Cl.

7

f

14

Cl. 2

f

12

          

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

             

Cl. 1

    

10

10

10

11

11

mp

10

10

                                                                                10

10

f 11

11

10

11

                                 Vib.                                                     f

Hp.

  

     

  

11

11

11

 

f

Pno.

  

     

   

 

 



Vln. 2







Vla.







Vln. 1

f

Vc.



 



Cb.

 





p

p

 mf

 mf



8

                                     12

12

15

Fl. 1

         

12

12

                                   12

12

Fl. 2



Ob. 1

 

  

 





7

  7

 

 







14

12

12

p

12

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

    

12

12

12

p 12

                                                12

12

12

p

7

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

12               

Ob. 2

12

12

12

12

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

12

12

12

12

12

12

12

12

12

12

12

12

12

p

 

Cl. 1



  

 

12

14



                14

B. Cl.

Bsn. 1

Bsn. 2

Cbsn.







12

                                                      p

12

12

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

 

Cl. 2





p

 



 









 



Hn. 1



Hn. 2



Hn. 3



Hn. 4

 











 

Tpt. 1







Tpt. 2







Tpt. 3







Tbn. 1

Tbn. 2

B. Tn.

Tba.

Timp.



 



 















   



          Mar.      10

10

10

10

10

                                                          10

mf

Vib.

Hp.

Pno.

Vln. 1

   

11

11



       

11











        



  11

     

 

     

 

               11



                   11

   

 

11

p

p

p

 

 

pp

 

p

 

 

 







 

pp

Vc.





   

 

Vla.

11



mf

  

Vln. 2

Cb.

         

10

10

mf

pp

 ff

ff

p

ff

 



 



9

12 12                               

17

Fl. 1

              

12

12

12

12                   

               

12



f

12

12

12

12                                                  12

14

12

mp

12

12

10

13                                                                                     10

Ob. 1

f

12

10

12

                                                                                

Ob. 2

f

10

13

12

10

                                        

Cl. 1

12

11

10

12

12





Bsn. 1

12

12













mp







mp



Bsn. 2

















Hn. 2













mp



Hn. 3







mp



Hn. 4







mp







Tpt. 2







Tpt. 3











Tbn. 1

















mp



Tbn. 2



mp



B. Tn.



mp







mp

 

 



  





7

 

f

  Vib.   f

  

mp

7

7

7

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



7         

7

    

mp

9



                                9

 

9

9

mp

    

  

 Pno.    

  

f

f





Tpt. 1



         7

9

9

9

  

    

   

   

mp

mp

 



















 





Vla.

Vc.







pp

pp

pp



mp







mp

7

 

   9

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

 

Vln. 2

Cb.

12

mp

mp

Vln. 1

12

mp

mp

Hp.

12

mp



B. Cl.

Mar.

12

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

9

f

Timp.

15

                                                                                           

Cl. 2

Tba.

13

mp

10

f

Hn. 1

12

mp

13

14

13

Cbsn.

12

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

mp

f

Fl. 2

   

  



10

 Fl. 1  19

  







12







   



 14



                 14

        9

 

13 12 9                                    15

f



Fl. 2

 

                       

12 9              

15

13

  



                                              12

14

14

9

9

13

10

f



Ob. 1

12                                        12

14

12

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

f



Ob. 2

    

f



Cl. 1

   

f



Cl. 2

   



13 12                                                   

            

                                     

12

12



f

B. Cl.

13

12

     

12

           12

12

12

12

12

14

12

12

12

12

12

12

12

12

12

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

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



                                           

f



Bsn. 1





 



f



Bsn. 2

f

Cbsn.

Hn. 1





 





f





f



Hn. 2





f



Hn. 3





 



f



Hn. 4

f

Tpt. 1







Tpt. 2







Tpt. 3









Tbn. 1





f



Tbn. 2





 



 



 

 

f



B. Tn.

f

Tba.

Timp.

Mar.

Vib.





 

f

mf



  



     

      

f

f

Hp.

7

    

7

 

  

 

7

7

          

                              9

9

9

    

9

   

  

7

9



      



7



 

 

   

             7

7

9 9                           9

    

  

f

Pno.

Vln. 1

   

Vln. 2



Vla.



Vc.

    f

  f

  f

 f

  f

Cb.





 f

    

    

     



















fff

 

fff

  fff

 



11

 Fl. 1  21

12                            

9

       10      

13



Fl. 2

                     14

13 12              

ff



Ob. 1

  



   12







     



 14

                            14

9



 

13 12 9                                       15

                                                 9



15

13

12





ff

     

12                                       12

14



Bsn. 1

mp

9

    

            9

           12



Hn. 1



9

    

 

10

                           9

                  13

15

 

12

















mp







mp































Hn. 4

Tpt. 1

Tpt. 2

Tpt. 3

Tbn. 1













mp

mp

mp



 mp





mp





mp

























mp



Tbn. 2

mp

mp



B. Tn.



mp

Tba.

Timp.

Mar.







mp

 

 

    7

  

7

  







 



9

9

    

    

Vln. 1

  

 

  

        7

9                

  mp

 

   

7

9

9

     mp

  

7





9

9

   

   

    

  

   

   

mp

ff











Vla.











Cb.





7

9                         

Vln. 2

Vc.

7               

mp

ff

Pno.

p

7

                    ff

Hp.

 



ff

Vib.

9

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





Hn. 3

10

10



 

Hn. 2

11

        

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

mp

Cbsn.

11

12

mp

Bsn. 2

9

mp



B. Cl.

9

10

10

mp

ff

Cl. 2

        

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

mp

ff

Cl. 1



mp

ff

Ob. 2

13

mp

ff 12

9                   





mp







mp

12

                    10

23

Fl. 1



10

10              10

                    10

12

 

       

f



Fl. 2

           9

11

12

14

10                                                    10

11

14

9

12

9

 

9

            

f

                                       

Ob. 1

  

12

15

           10                         13

f 14

12

9

9

12

9

11

10

10

                                                                          

Ob. 2

12

10

11

                

f 11

                  

Cl. 1

10

               

                                                     

               

10

10

12

11

11

9

f

 

B. Cl.

10

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

f

Cl. 2

10

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

10

11



f



Bsn. 1









f



Bsn. 2

f Cbsn.

Hn. 1

 



  



 



 





f

f

Hn. 2

f

Hn. 3

f

 

Hn. 4



f



Tpt. 1

Tpt. 2





f

 



 



 



f

Tpt. 3

f

Tbn. 1

f



Tbn. 2









f



B. Tn.

f Tba.

Timp.









    

 

f

p

11

11

11

11 11                                                                                  11

Mar.

11

11

f

12

12

12

12 12                          Vib.                                          

f

Hp.

12

12

      

   

     

   

f

Pno.

Vln. 1

 

Vln. 2

Vla.



   

     









  







    





 



f

Cb.

   

    





Vc.

f

12

f

mp

mp

mp

13

14 12 12 25                                                                               Fl. 1  14

15

ff

                    14

Fl. 2

12

13



ff

15

                                    11

10

10

10                                       

Ob. 2

10

ff

13                                                        12

15

10



12

10

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

 





                                    12

14

13

9 9

11

9

10

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

12

9

ff

        



15

10

          

        

13

       

mp



B. Cl.

12

12

13

mp

ff

Cl. 2

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

        mp

Cl. 1

14

13

mp

10

  

12

13 9

     

12

12                                                                   

mp 9

  

               13

mp 14

ff

Ob. 1







 mf



Bsn. 1















mf



Bsn. 2



mf

Cbsn.

Hn. 1







mf

 











Hn. 2

Hn. 3













mf

mf

mf



Hn. 4







mf

Tpt. 1

Tpt. 2

Tpt. 3

Tbn. 1



























mf







mf

mf

mf



Tbn. 2















mf



B. Tn.



mf

Tba.

Timp.

Cym.

Mar.







mf

   



mp 11

11

     

11

Vln. 1

12

                                                                                        12

12

12

12

     

       



Vln. 2

 



Vc.





      









ff



     













mf

Cb.

12

mp

ff



12

      

ff

   

12

mp

ff

  

Vla.

mp

      

     

         

11

mp

  

ff

Pno.

11

11 11                                                                                     11

ff

Hp.

mf

 



ff

Vib.

 





mf

14

                10   Fl. 1  12

27

f

             12

Fl. 2

10

       

                                                12



                      9

9

                        12

14

12

12

9

11

10

12

10

12

12

                                     12

12

13

15

12

10

9

12

12

12

12

12

14

12

12

f Ob. 1

12

12

12                            

f

                                          

Ob. 2

f

Cl. 1



Cl. 2



B. Cl.



Bsn. 1



Bsn. 2



                                     f 12

10

9

9

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

9

         

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

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

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



















f

f

 f

 f

Cbsn.

Hn. 1





 f

  



 



 



f

Hn. 2

f

Hn. 3







f









 













f





















 

 





Hn. 4

 f

 

Tpt. 1

f Tpt. 2

f

Tpt. 3



Tbn. 1

f Tbn. 2



B. Tn.



 f

 f

Tba.

Timp.





f

 

 Cym.  

f







f

 11

11

           Mar.                             

11                                        

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

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

11

11

11

f

Vib.



12

12

12

11

11

12

12

12

12

12

f

Hp.

      

   

      

   

f

Pno.

f

Vln. 1

 

  

mf

f

mf

 

Vla.



Vc.





       

 

f



mf

f













f

Cb.

     

  

  

Vln. 2

     

f

15

                   12

29

Fl. 1

12

               12

12

    12                                               15

13

12

mp

       12



Fl. 2

12 12                                                      12             

mp

12

12

10

                 12

Ob. 1

12

       

         

    

        

9

9

      12

12

10                                         10

mp 12

            

Ob. 2

mp

12

10

        12

                       

Cl. 1

14



mp

12

15

13

               

Cl. 2

mp

10

11

9

10

10

11

9

10

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





 











 

B. Cl.

10

10

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

12

     

12

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

14

       

11

mp

Bsn. 1

mp

Bsn. 2



mp

Cbsn.

Hn. 1











 













 





 





 





 





 

















 mp



Hn. 2

 mp

 

Hn. 3

mp

 

Hn. 4

mp

Tpt. 1

mp

Tpt. 2

mp

Tpt. 3

mp

Tbn. 1

mp

Tbn. 2

mp

B. Tn.

mp

Tba.

Timp.





mp

 



 11

 11

                                             

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

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

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

11

Mar.



11

mp

Vib.



12

12

12

11

12

12

mp

Hp.

      

   

      

   

mp

Pno.

mp

Vln. 1

 

Vln. 2

         

  

     

 







12









 





mp

Cb.

12

  

ff

Vc.

11



ff

ff

Vla.

11

mp

11

12

16

      12             Fl. 1  31



12

12

12

                                   

Fl. 2

12

14

12

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

12

14

13

15

12

10

 

                                                    13

12

12

15

12

12

12

12

12

14

12

10

10

12                                                                                                      

Ob. 1

10

                                        

Ob. 2

12

10

10

                             

Cl. 1



Cl. 2

11

12

10

12

   

                         10



10

                                        9

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

11

11

9

10

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

B. Cl.

 



 3



Bsn. 1

 



 3



Bsn. 2

 



3



Cbsn.





Hn. 1



Hn. 2



Hn. 3



Hn. 4

















3







3







3





3

Tpt. 1







3



Tpt. 2

 







Tpt. 3

 





Tbn. 1

 



 3



Tbn. 2

 







 



 



B. Tn.

Tba.

Timp.

Cym.



3



3



 3



 3

 



   



 

p

                                                                                         11

Mar.

3

11

11

11

11

11

11

11

f

Vib.

Hp.



                                                                           f

12

12

12

      

   

      

  

f

Pno.

f

Vln. 1

    

Vln. 2

 

Vla.

 

Vc.

 

12

12

12

    

      

 

mp

mf

mp

mf

   

12

     

    

 mp

12

mf

  



 3

Cb.











 3

17

                               Fl. 1  14

33

12

            

15

ff

14

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

14

11

                           9

Ob. 1

12

15

13

ff 9

         10

    

 

13

12                                         14

12

13

ff 10

10

10

                 

Ob. 2

15

12



        





ff



Cl. 2

12

10

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

ff

Cl. 1

            

10

13



     

9

Bsn. 1

 

Bsn. 2

 

14

12

9

9

11

 10

                                      10

15

13

11

11

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

ff B. Cl.

9

                                      

12

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

 

12

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

14

13

12                                          

Fl. 2

13

               



ff



ff



ff Cbsn.

Hn. 1









 

 ff



Hn. 2





ff



Hn. 3



 ff



Hn. 4



 ff



Tpt. 1



Tpt. 2

Tpt. 3





ff



 ff

 



 



ff

Tbn. 1

ff



 

Tbn. 2

ff



 

B. Tn.

ff

Tba.

Timp.

Cym.

Mar.

Vib.





  ff

   

 



  11

11

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

 

                               12

12

12

      ff      Vln. 1 

   

ff

Pno.

f



Vla.

  f





      

   ff

  ff

 

f

ff

ff

Cb.

12

12

 

 

Vc.

11

   

ff

    



11

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

     

Vln. 2

11

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

ff

Hp.

 

f

11





ff

 

12

12

       

12

18

      Fl. 1 

9

mf

     

9



Fl. 2

9 10                                                

              

35

10

11

10 10                          



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



Cl. 2

B. Cl.

12

14

14

12

13

15

12

12

12

12

12

12

14

12

mp 10

10

10

10

12

12

14

14

13

15

12

                                                     mp

mp 12

                                                                                            mp

 



mf

mp













mf

mp

mp

mf



Bsn. 2





 

Hn. 2

mp

mf

mp

mf







 mp

mf



 

Hn. 3

Hn. 4

mf

mp

 



mf

mp



Tpt. 1





mp

mf

 

Tpt. 2



mp

mf

 

Tpt. 3

Tbn. 1



mf

mp

 





Tbn. 2

mf

mp













mp

mf



B. Tn.

mp

mf

Cym.

12

mf

10

mf



Bsn. 1

Timp.

10

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

11

mf

Tba.

11

                                                                                                      

Cl. 1

Hn. 1

9

                                        9

mf

Cbsn.

11

mp 11

                                        

Ob. 2





mp

mf

 

   

 







mp

Mar.



    

9

mf

Vib.

Hp.



    mf

    



9

9

    

mf

Vln. 1

   

9

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

7

 

Vla.



Vc.

13

13

13

13

mp

     

   

Cb.





      

  

9



7

 

9

  

  

mp

 

fff

 



fff









mf

9

mp

 

mf







 

7

 

  

mp

fff

Vln. 2

7

               

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

mf

Pno.

10

     

mp 12

mf Ob. 1

10

mp

mp

9

19

                   Fl. 1  10

37

12

9

mf

ff 11

12

12

12

9

                       

Fl. 2

       12

    

Ob. 2



Bsn. 1

14

12

                        

                                               12

15

13



ff

mf

 



ff

mf



ff

mf

 



ff

mf

 



ff

mf

 

Tbn. 2

mf

  ff



 



Timp.

Mar.



 



ff

mf

 



ff

mf

 

ff

mf

ff

mf

 

    7

   

ff

Vib.

Hp.



9

7

          



9

7









7





9

                          ff

     

7

       

 p



7

  

mf

9

 



9

7

  

  

9

9

    

  

    

  

  

  

mf

ff

  

  

mf

 





Vln. 2







Vla.







Vc.

 



ff

mf

Vln. 1

Cb.



 

  



7

   9





                                            mf

ff

Pno.

12

mf

 



14

mf

ff

Tba.

12

mf

 

B. Tn.

12



ff

ff

Tbn. 1

12



 

Tpt. 3

12

mf

mf

Tpt. 2

12



ff

Tpt. 1

12

mf



Hn. 4

15

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

 

Hn. 3

13

mf

  

Hn. 2

12

mf

 

ff

Hn. 1

14

12

ff

Cbsn.

14

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

 

Bsn. 2

12

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

ff

B. Cl.

12

mf 12

14

ff

Cl. 2

12

mf 12



12

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

ff

Cl. 1

14

mf

12

                                      ff

9

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

ff

Ob. 1

12

14

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

 

 



ff

mf

20

    Fl. 1                                   12

39

12

12                                

mp

12

12

Quick h. = 69 m.m.

12

12

12

12

14



          











































mp











 







 





















                

     

Fl. 2

mp

          

Ob. 1

12

9

mp

9

          

Ob. 2

                      

mp



Cl. 1

12

12

10

14

14

mp



Cl. 2

10

12

12

10

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

mp

 

B. Cl.



mp

Bsn. 1



mp

Bsn. 2

Cbsn.



Hn. 1



12

10

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

mp

14

14

12

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

mp

Hn. 2

mp



Hn. 3

mp

 

Hn. 4

mp

















 







 





















mp













Tpt. 1

mp



Tpt. 2

mp

Tpt. 3

mp

Tbn. 1

Tbn. 2



B. Tn.



Tba.





mp

mp

mp

     solo

Timp.



 solo   Perc.   







 

 











 

 











 









 









 

 











 

 

 













 

  

  



   

  

fff

mf

















Hp.

mp











7

7



   7



  



  



7



 5











 5

9

9

9

9

7

mp

    

   

mp

   



    

   

mp





 

                                              

 







Pno.













fff



Vib.



mf

                

Mar.



   



 5















5

Refer to main percussion part for measures 41 - 142













   











   





7

     

7

7

           

ff





    

 







Vln. 2







Vla.









Vln. 1



Vc.

Cb.







mp







mp

  

Quick h. = 69 m.m.

 

 











21

   

 

 



























B. Cl.





























Bsn. 1



























Bsn. 2















































Hn. 1





















Hn. 2



















Hn. 3

















Hn. 4















Tpt. 1













Tpt. 2











Tpt. 3









Tbn. 1







Tbn. 2





B. Tn.

 

42

Fl. 1

Fl. 2

Ob. 1

Ob. 2

E. H.

Cl. 1

Cl. 2

Cbsn.

Tba.

Timp.

Perc.

Hp.

Pno.





   

 







      

   

 







      

   

 







      

   

 







 

   

 







      

   

 







      

   

 















































































































































































































































































































































  

 



























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



    

      



  

      

      

      

              

  

              

  

              

  

              

  

ff

ff

ff

ff

                             

  

              

  

ff

    

subito

                    

subito

       

 

    

3

 

    

3

 

    

3



ff

ff

   

3



       



 

    

3

 

    

3

    

     

     

               

p

   3

p













     

        

   

        

    





ff





           

ff

       

 

     

   













































































































     

    





                  

              

subito p

     

ff

     

     

 

     

 



           

 



































Vln. 2





































Vla.













































































































Vln. 1

Vc.

Cb.



22

           

   Fl. 1  

  

  

 

   

  

  

 

   

  

  

 

   

  

  

 

   f

  

  

           

   

  

  

 

   

  

  

 

59

f

Fl. 2

f

Ob. 1

f

Ob. 2

f

E. H.

Cl. 1

f

Cl. 2

f

   

 

             

 

           







           

           











           

           











           

           











           

               











3

           

           











3

           

               











              3

              3

 

 3                           

 

          



3

 

           



             

 

           

           

3

 

           

           

             

 



             

 

 

 



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

 

 

 



        mf



 



 

 

 























Hn. 1





















Hn. 2



















Hn. 3

















Hn. 4















Tpt. 1













Tpt. 2











Tpt. 3









Tbn. 1







Tbn. 2





B. Tn.

 



B. Cl.

     





 

 

 











  



 

 

 











  

 

 

 

 





























































































































































































































































































mf



Bsn. 1

     

mf

Bsn. 2

Cbsn.

Tba.

Timp.





 subito     p

Perc.

Hp.

Pno.

    



p

  

  

  

  

  

   

  





      

    

 



 



      

 

    

            ff

       







 

 

     

  



                  

ff

     

fff

    fff































































































subito

   

p

ff

    

  

  

 

   

  

  

 

  

  

  

 

ff

ff

pizz

      







 

  

 

           

 

          

 

        

 

  

           

               

 

pizz

       fff

 

   

   



3

               

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

 



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

 

 

arco

 

arco

         

  

        











           

           











           

           











3



 

           

3

              

     

           

 



  







     











 



  







     











fff



   



ff

Cb.

 



  

Vc.



 



  

Vla.



        



  

Vln. 2

   





Vln. 1

subito

  

 

23

  75    Fl. 1 

  

  

  

  

  

  

  

   

  

   

  

   

  





 

  

  

  

  

  

  

   

  

  

  

  

  

  

  

   

  

  

  

   

  

 

 



  

  

  

  

  

  

   

  

  

  

  

  

  

  

   

  

  

  

   

  

 





  

  

  

  

  

  

    

  

  

  

  

  

  

  

  

  

  

  

  

  







  

  

  

  

  

  

  

 

  

 

  

 

  

 

  

 

  

 

f

Fl. 2

f

Ob. 1

f

Ob. 2

f

      

E. H.

f



Cl. 1



Cl. 2



B. Cl.

     

f

     

 

f



Bsn. 1

 

f



Bsn. 2



f

 











Hn. 1





 

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

f Cbsn.

     



 

f



 



 



  

  

  

 

  

  

  

 

  

  

  

 

  

  

  

 

Hn. 2

f

Hn. 3

f

Hn. 4

f

Tpt. 1

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

    f

     













     

     

     

     

               

       

     

   

 



 



 



   

  





  

  





  

  





  

  



  





       











 

   

 



 



 



     



 











 

 

 



 

 

   

         







































  

 









  



 







  

  

  

  

  

  

  

  

  

  

  

  

  









































     

















Tba.









































  



  

  

  

  

  

f

  

  

 

  

f

  

  

 

  

  

  

   

  



  

f







  



 

 

















 

 







 









 

 







 



 









 

 







 



 

  







 





  







 





  







 









   mf

 







Timp.

 

 

B. Tn.



 

 





Tbn. 2

 

 

mf Tbn. 1

 

 



 



mf Tpt. 3

 

 

mf Tpt. 2

     

             





       

     

 



               



  

  

   

  

  

Mar.



























Vib.

























     

     

     

     

       

     









Hp.

Pno.

Vln. 1

ff

               

 

























































loco

 

    

 

   

 

 

 

 

 



  

  

  

  

 

 

 

 

 



  

  

  

  

  

 

  

 



  

  

  

  

  

 









 

 

 

  

  

  

 

 

 

 

 

  

  

  

  

  

  

  

  

mf

Vln. 2

   

  

  

  

  

  

  

  

    

  

   

  

    

  

 





  

  

  

  

   

  

  

  

  

  

  

  

  

  

  

  

  

  







  

  

  

  

mf

Vla.

mf



Vc.

     

     

     

     

           

     

     

           

     

     

     

     

     

           

     

     

           

     

mf

Cb.





mf

24

 Picc.  86

Fl. 1

Fl. 2

Ob. 1

Ob. 2

   

  

 

   

  



   

  

  

   

  

Cl. 1



 

Cl. 2



 

B. Cl.

Bsn. 1

Hn. 1



Tpt. 2

Tpt. 3

Vib.

Hp.

Pno.







   

   

 

  

 

  

  



















































 



 



  

   



   

 

  

  

 









 































  

  

 

 

mf

  

 



     



 

 

      







3





















































































































































































 







  





  





  





  





  





  

  



  

  



  

  



  

  

  

  

  



  

  

  

  

  



  

  

  

  

  



  

  

     

     

  

  

f

  

  

  

  

  

  

  

































ff

ff

ff

ff

f



f fat

  

 

























































































































 







 









 









   









 

       





 







   





       

   



3

   



 



 

 







f fat

f fat



f

fat



f



































































    

Vln. 2

Vla.



  

     

 

 

  

  

  

 









f

 

  

   

  

   

   

     

   





















































 

pizz

 

   

 

 

 

 

 

  

mp

   

  

     

    



Vc.

Cb.





 



 

    

Vln. 1



     





 

Tbn. 2





  





 



Mar.



  



3



  

       



 





 



 

Tbn. 1

B. Tn.

 



 



     



  



Tpt. 1

  





 



Hn. 4

Timp.





Hn. 3

  

 



  

 



Hn. 2

Tba.





  



f

  



Bsn. 2

Cbsn.

mf

      

E. H.

  

  



pizz

   mp

 

pizz

mp

 

pizz

 





  





mp



      

      

 

 

 





   

    

 

 

 

 



   



   

   

 

 

 

  

 

 

 

   

 

 



   



   

   

 

  

 

 

 

 



 

    



 

pizz.

   

 

 







  

 

 







 

 

 







  



 







 

 







 



25

 Picc. 







  









  

98

Fl. 1

Fl. 2

Ob. 1

Ob. 2

E. H.

f

f

Cl. 2

B. Cl.

Bsn. 1

Cbsn.

Hn. 1



Hn. 4

Tpt. 2

Tpt. 3

Perc.

Xyl.

Hp.

Pno.

Vln. 1

  

  

  

   

  

  









  

  

   

  

  









  

  

  

  

  

f

f

f









  

  

   

  

  









  

  

   

  

  









 















 















 



















 











   





 











   

 











   

  





 











   











  



  





 

 













 









 

   

 

   

 

f

f

 

 

 

 

 

 

 

 

 

















3    



3      





ff



 

 

 

 

 

 

 



ff

    

   

 



ff

ff

 

 

ff

ff

3

      



  



 



 



 







 







 



 

 

 



 



 

 

 



 









 



 



 







 





 



 









 

 

 

 

 







 







 







 

         

     



 



 



 





 



 

 









 



 

 









 





 

 









 









 

 



 

  

   

  

  

  

   

  

  

  

   

  

  

  

 



 



 

 

 

 

 

 

 



 

 

 





 

 

 



 

 

 

 

 



 

 

 













 

 

mf

3

 

 

f

3





f

3





f

3



  

 

ff

  ff

  ff

 ff































ff

  





 





 





 





    















 

 

 

 

 

 



 



 

 





 

 

 



 



 

 







  

 



 





  

 

 





 

 







 

 





 

 





  

  

  



 







 

 

 



 









 

 

 



 







 

 

 

  

 

 

 

   



 

 

  

  



  

 



  















 

  













































































 













 





Vln. 2

Vla.



Vc.

Cb.





Tbn. 2

Timp.

 



  



  

  



Tbn. 1

Tba.

  





  

B. Tn.

 





Tpt. 1

  



  

Hn. 3

  

  



   

Hn. 2

 





Bsn. 2

  

  

f

Cl. 1



  





 



ff

 

fff

 



  

  

f



   

fff





    



  

  

  

   

  

  

  





  

 

 

  f

arco  f



   



ff arco



  



 





   

  

  

arco

   

  

  

  

ff

   



   



arco

  

   





  



ff

 





   arco

 

















   

  

    





        







 

 



 















  





   



  





  









 



 





 



 



   







   



 



    







 



 



 







 



 



  





 









 

 









 

 

 

 

 







26

   

  

  

  

   

  

   

  





  

  

   

  

  

  

  

   

  

   

  





  

  

   

  

  

  

  

   

  

   

  





  

  

   

  

  

  

  

  

  

  

  

  





  

  

  

  

    

    

    

    

    

    

    

    





    

    

    

    

     ff

    

    

    

    

    

    

    

  

  

  

  

    

    

    

    

     ff

    

    

    

    

    

    

    

  

  

  

  

    

    

    

    

    

    

    

    

    

    

    

    

   

   

   

   

    

    

    

    

 Picc.   

 



  

 



   

 



   

107

3



Fl. 1



Fl. 2

3

   3



 

ff

3



 

   

Ob. 2

3



E. H.

ff

3

 

   

Cl. 1

 



 



 



3

   

Cl. 2

3



B. Cl.



Bsn. 1



Bsn. 2

Cbsn.

Hn. 1



ff

Hn. 2



Hn. 3



Hn. 4



Tpt. 1



 

 





 

 



    3

       

3

ff



ff

 

Perc.

S. D.

Xyl.

  

  

  

  



  

 





  

  

  

  





  











  

  

  

  





  











  

  

  

  













  

  

  

  





  

  

  

  

   

  

 

    

    

    

    

    

    

    

   

  

 

   

 

    

    

    

    

    

    

    

   

 

  

 

  



  

    

    

    

    

    





    

    

    

    



  

  

  