Concerto for Percussion and Orchestra

- CONCERTO for Percussion and Orchestra (2007)

Eric Guinivan (b. 1984)

Duration: 13 Minutes

- CONCERTO for Percussion and Orchestra

Instrumentation Piccolo

Doubles Flute

2 Flutes 2 Oboes English Horn 2 Clarinets in Bb Bass Clarinet in Bb Doubles Bb Clarinet

2 Bassoons Contrabassoon 4 Horns in F 3 Trumpets in C 3 Trombones Tuba Percussion Solo

Five-Octave Marimba, Bass Drum, Five Tom-Toms, Four Bells, Bell Tree

Timpani Percussion 1 Vibraphone, Xylophone*

Percussion 2

Bass Drum, Xylophone*, Large Suspended Cymbal*, Large Tam-Tam*

Percussion 3 Large Tam-Tam*, Triangle, Crotales (low octave), Chimes, Large Suspended Cymbal* *Starred instruments may be shared between players given appropriate set-up.

Piano & Celesta Harp Violin I Violin II Viola Cello Double Bass (with extension)

- CONCERTO for Percussion and Orchestra

Performance Notes • Double Basses without a low C extension may play one octave higher, but all basses with the extension should play the written pitches. • Tam-Tam and Suspended Cymbal notes marked with three or four piano’s should be barely audible – only a subtle and almost imperceptible textural coloring. • Slurs in the Vibraphone (Percussion 1) part indicate pedaling as well as phrasing. The pedal should be depressed for the duration of the slur and should be held until the symbol appears, indicating to raise the pedal. • A small bracket placed in front of dynamic markings indicates that the dynamics apply to both staves.

Notes on the Percussion Solo Part • Sections for Marimba utilize the traditional grand staff while sections for Percussion are notated according to the Notation Map below. • Throughout the piece, individual cups of the bell tree should be struck with a triangle beater according to the relative pitch level of the notes on the staff. • The “Bells” may be any sort of suspended resonating metal instrument with significant sustain and should be graduated in pitch from low to high. • In the Cadenza, a second voice is used to indicate accents that outline the main motif. This second voice does not indicate two sticks striking one drum simultaneously. • A small bracket placed in front of dynamic markings indicates that the dynamics apply to both staves.

Solo Percussion Notation Map

Concerto for Percussion and Orchestra was premiered on February 7, 2008 by the USC Thornton Symphony under the direction of Dr. Donald Crockett with the composer as soloist. It has since been selected as a winner of the 2008 ASCAP Morton Gould Young Composer Awards.

- CONCERTO -

Score in C   

for Percussion and Orchestra

Freely q = 52 





 







 Oboe 1.2  







 







 







Piccolo

Flute 1.2

English Horn

Clarinet 1.2

Bass Clarinet

Bassoon 1.2

Contrabassoon

Horn 1.3

Horn 2.4

Eric Guinivan

 

 

  pp



 

 



mp







5

5

5

5

5

5

5

5

pp

 











  

















  

     p

Freely q = 52 

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







5

5

         

 

3

pp

 

pp

mp













 

p





mf



6





pp

1.          



p

 



5

pp

mp

pp

   

5

mp



pp

 

5

 

  

pp

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









 





  



 

6



 







mf

a2





p

mf

Trumpet 1.2

 













Trumpet 3

 













 Trombone 1.2 







  



Trombone 3 Tuba

Percussion Solo





 

   

Bass Drum

 



 

ppp

    Percussion 2       

pp







Harp

Violin I



 

  

Violoncello





Freely q = 52  

          

pp

  



ppp





sul pont.

   

pppp

ppp

sul pont.

      poco



ppp

 

ord.    pp



 

ppp



p

 

mf





 

 

  



 

Vibraphone 5

 pp





mf

pp

6



 

 

p

 

pp

Tbn. 3



 

 

mf





 

ppp

 5

5

5

5

5

5



5

                                  mp pp pp    

 

ppp non cresc.

 

 





















































 



   



pppp

     p





ppp

   pp



  

3          





  

 pppp



  

divisi a 2

pp

sul pont.



pppp



  

mp

  

pp

 



pppp



 

          Solo

p

pp

mp

   

6



  

 





    

 





 

ppp

Double Bass







pp







 Violin II   Viola

  



MLLOLLLL

 

pp



l.v. sempre

 

     



pppp

 

 

ppp

pppp

pp





Tam-Tam

 



 

Suspended Cymbal





pp

pp

with soft bass drum beaters

  Percussion 1  

Piano

 

Freely q = 52

  Timpani  

Percussion 3



 





mf



2  

Picc. (Fl.)



 







p

Fl. 1.2

 





 p

 

Eng. Hn.



 

 











 















mf





Cl. 1.2





Bsn. 1.2



blend with clarinets

Hn. 1.3



5

5

5

6

6

5

a2





6





6

6

    

        6



6

    

6

  

   6

  

 







6

 



          3

mf



 







 







 



 

 



p

mf



                                       mf p







 









 







 







 









 









 

6

6

6

6

5

pp

 



  p

f





       

p

p

6

 



p

              

                                  mf

 



p



p

 

5

6



p

p

6

6

  

Hn. 2.4



                         mf 5







mp

Cbsn.



p

 

B. Cl.





p



p

 



mf





Ob. 1.2

Flute

         

6

7

 











pp

pp









 

Tpt. 1.2





Tpt. 3













 













 













 









 



 



 

Tbn. 1.2

Tbn. 3 Tba.





7

Perc. Solo

Timp.



 

  



  

Hp.

Vln. I

p



































      

   

     

pppp





ord. divisi a 2

 p

divisi a 2 ord.

 



 



p

mp



 

pp









l.v. sempre



pp

  

         p

 

5

    

5

 

pp

5



5

           pp

 

 

ppp







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









 

                   mp 



   

     f





              



unis.



p

pp

 mf

 mf

  p

 ppp

 



 







 

 



   



mf





 



 pp



tutti divisi a 2



   

 

pp





 



pp



 

     3    



p

mf

 



 

 



Db

     







  

pp

Db.

p





7



p



6





Vc.

6



(TT)



Vla.

6

f

 



delicately







Vln. II

 6



ppp

p

6

6







Perc. 2

Pno.



                                 

(SC)

Perc. 3

 



(Vib)

Perc. 1

 

 

Strike individual cups with triangle beater Bell Tree according to approximate pitch level



unis. sul pont.

  

pppp

 

 

p



   

3 Picc. (Fl.)

12      

Fl. 1.2

Ob. 1.2

Eng. Hn.

Cl. 1.2

B. Cl.

 



   6

p

    6 5             

pp

6



p

   

p

6





6





  



mf

     



 pp

5 6 5                    



pp

 



 



  



1.

  p

     



 





 

  p



  

5 5                          5 p











5

5

         

 

5

p

pp





5

6

   

5

    



pp





5







  







pp

p

Bsn. 1.2

 



 







Cbsn.

  



 







12      

pp

   

 

 

 

Hn. 2.4

  

  







Tpt. 1.2

 



 







Tpt. 3

 



 







Tbn. 1.2

 



 



Hn. 1.3

mp

mp

pp

Tbn. 3 Tba.

  

12   Perc.    Solo Timp.

Perc. 1

      

Perc. 3

Pno.

Hp.

  

 p









5

   p

6

       





6

6

      

pp



6



 



 



       pp      

 ppp

 

 

 





 



 





 



 







mf

        

mp



 





pppp

       



pp







p

 

3

          mp    



 



pp







6               5

 

p

6



MMLONNNM



   

mp





pp

5

pp

6              5 mf pp         6













sul pont.



ppp

   

 

  









F§, Ab











 



pp



   

ppp

pp

pp

 

   

     

mp







 

p





ppp

        

     6





mf

 

 



6



    

















   



mp



pp

Solo ord.







pp



        



  mp

(Tbn. 3)

ppp





pp



 







mp





pp

pp



 

ppp

Db.

 







7



 

 



pp

pp

Vc.



 

p

Vla.





12    Vln. I   Vln. II

5





    

Perc. 2

 





mf

pp

6

               pp       







p



a2

    



pp

 



  



5 5 5                         p





mf

  

 







mf

4   16

Picc. (Fl.)



 





p











 

p

 Cl. 1.2



p



Bsn. 1.2

Cbsn.

Hn. 1.3



Tbn. 3 Tba.

Timp.







 

6

       



pp

7

pp

7

7

7

f

7

pp







 







 



 



 

 



 



mf

mf

 









 





 





 



 

 pp

 



 pp

 











15



 















5

     mp   

 

 

mf

mp





p

 











6

ord.   



    







 

 

 

ppp



 p

6

 



  

pp







 







 

ppp



      p

pp

    





 



 

6

6

6

     6



6

     





tutti divisi a 2

  





  

mf



  







p

 

 



 



   

mp

unis. sul pont.

  







 

pp

  







ppp

pp

 

pp

6

 

pp

 

 



mp

p

      

 



        mf

    

          3    p

 

pp

 

6

mf



 

p

   

 

 



   

pp

      

ppp

3                6                       6 6 6 p 6 6 mf 6 6 3                                  6   E§ C#



p





ppp



 





 



(TT)

7

 



pp

mp

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



Vc.





 





pp



 

Vla.

pp



   

Vln. II

pp



p

Db.

7





Vln. I







ppp

Hp.

pp

 

 

Perc. 2

Pno.

 



(SC)

Perc. 3





f



(Vib)

Perc. 1

 



16

Perc. Solo

7 7     7

  





6 7                                    f



 

Tbn. 1.2

 

 

pp

Tpt. 3

6





pp

Tpt. 1.2

3         

6



   

   

Hn. 2.4

 



7

p



mf

       p

 





 



6



 6                       

B. Cl.

    3   



7

7

     

p

6

 

f

       7



      

p

             

7

p









 





 

Eng. Hn.



mp

Fl. 1.2

Ob. 1.2



 

 

     

 

unis.

mf



  p

 

 

   19

Picc.

 

Eng. Hn.

6

p

  

6

f

6

6

p

f



f

  



5

5

p

5



Cbsn.

   





   



p

 

Tbn. 1.2

         

  p



p



Timp.



Perc. 1

Perc. 2

Perc. 3

Pno.

Hp.

Vln. I

Vln. II

Vc.

Db.

f

ff

mf

20    

ff











f

ff

p

f

ff

p

f

ff

p

molto

    

molto

 

20  

 

    f









 

 

 

   



 



   



l.v.

l.v.

gliss.



 



20

div.

 





p

    

  











6

   



 

p

pp





  

f

gliss.

 



 

mf

 

ff

    

NNMONNNM

 

p

6

f



 gliss

.



 

gliss.







 





glis

 



p

f

s.

gliss.

 

6 5             6                                                                                                      6 6

div.

     

     



f

   



ff

ff

6

f

   

 

 

f

 

   

 

  

molto



  



f

p

 

p



p



ff



Very Soft Mallets



p

p

 

  





     

  



    



p

f



mf

Vla.

f

ff

   



pp





p

 

 



  



   



dim poco a poco

mf



f

molto



mf

  

p



p f





     

molto

f





        



p

6

ff

f

molto



 

    

mp



p

   

6

molto





      

a2

19

Perc. Solo

dim poco a poco

mf

p

f



p

Tbn. 3 Tba.

5

p f

f

  

7



mp

Tpt. 3

p

f

p

p



 

mf

5

       



 

6

6

  

Tpt. 1.2

6

5 5                                                                                                         6 6 f

  

  



5 6 5                                                          5 5 p 5

  

Hn. 2.4



5    6 5                                                          5 p

Bsn. 1.2

Hn. 1.3



5

mf

B. Cl.

6

f

6

5

5

mf

Cl. 1.2

6

p p  6 5                      6                                                                                                 6 6



mf

Ob. 1.2

20 Piccolo                        

 (1.)

Fl. 1.2

5

6

f

6

6

p

f

6

mf

5

dim poco a poco

 6 5                                                                             6 f

 

6

p

  

f

f



6

p f



pp

f

   

6





ff

p

5

mf

dim poco a poco



6   21

Picc.

 5

 

3

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

Fl. 1.2

  



pp

     

Ob. 1.2

pp

     

Eng. Hn.















 ppp

 

 









ppp

pp



 







 



 

pp

 Cl. 1.2

6

5

6

5

B. Cl.



  

pp

Hn. 1.3



  



Tpt. 3

pp





    



  









p



ff

p

pp

 

pp









p

 

pp



 

 



pp





pp

f

pp

f

   



Timp.



pp

  

pp

p

pp

mf



 

  

 







(TT)







 





 





 

 

 

  

5



pp

f

                        pp

 





ff



divisi a 2



pp







 















  

pp

 

  

9

mp



3



  

ppp

Bass Drum

 

ppp





p

 

  





 



pp







   

3       





unis. sul pont.

 

pp





pp





 

  mp

pppp

p

         



   







     







      

5

  





mf

 

   

5

3       

               5

5

3

3

3



 

ord.

 



pp







 

p

pp

p



pp

pp



 





pp

    

ppp

pp

div. 

   

sul pont.



mp



 ppp





 

5

   



pp

 



 

ppp



ord.   

E§ Db, C§





              

unis.gliss sul D ord.

 

 



mp

10



p

pp

       

p

pp

   

ppp

  p

 

3

p

   

           



 







3

 



5

3

        3

pp

 

 5



5

                

 





ppp

mf

  



ppp

D§, Bb





pp

p







mf

divisi a 2 



 

5

 

 

5

3



6









pp





unis. sul pont.







pp

 



ppp

mf

pp



 

 

                

  



pp

pp



 6





pp

6

mp







 

pp

p



pp



Db.



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

 

 

Vc.



mp



6



mp

Vla.



pp

 

mf

  

Vln. II

   

pp

 

   

Perc. 2

Vln. I

 





 

ff

mf

Hp.



pp

p

(SC)

Pno.

                      pppp 





mf



f

Perc. 3

 



mp

a2

(Vib)

Perc. 1





pp

 

ff



pp

pp

 

21

Perc. Solo



ppp



ff

p

Tbn. 1.2

f

  

Tpt. 1.2

pp



pppp

pp

  

Hn. 2.4

Tbn. 3 Tba.



f

             

       

pp

 

pp

Bsn. 1.2



3

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

 



ppp

pp



Cbsn.



3

             

ppp

 

7 25 Flowing q = 112

Picc.

  



 









 





    





pp

 



  





Cl. 1.2

  



  



mp



 



 3

pp











p

 

5

   

pp



mp







    

 



5

mp



















Tpt. 1.2

 











Tpt. 3

 











Tbn. 1.2

 











Tbn. 3 Tba.

  











Perc. 1

   

mp

 





5

   

pp



p

5



p

mp

pp

  



mp

 



mf

                        

p

25 Flowing q = 112    

pp

mp

pp



mf

Hn. 2.4

Perc. Solo

   





pp







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

pp

mp





pp

                  pp

Hn. 1.3



     



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

pp

pp

pp

mp





pp

mp

 



 

  



pp

 

B. Cl.



p

Fl. 1.2

Ob. 1.2



25 Flowing q = 112  

Marimba





p



p

mp

p



mp



   



                                                                                               poco

6

  



poco

6



6





6



 

3

3

        3

p

   

Triangle

Perc. 3

pp





25 Flowing q = 112     Vln. I   pp

Vln. II

   













  pppp

dim. poco a poco



pp

    







 

dim. poco a poco

pppp

(unis.)

pp

divisi a 2

 















3













  

sul pont.

pp



ppp

  

  Vc.





divisi a 2

3  







 















mp



mp

   

mf

mp

ppp



 



Vla.

 



 

 

sul pont.

 



sul pont.





ord.

mp

mf

 



divisi a 2 

mp



                                                           10:8 10:8 gliss sul A



Db.

 

  





p

10:8

10:8

ppp

divisi a 2

  







                                                                 10:8 10:8

gliss sul A

 p

10:8

10:8

ppp



8       30

Picc.

3

 Fl. 1.2



3

 

Hn. 1.3

    p



  f 3

     3

f

     



 

5

5







               









p









mf

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

p

p













mf

 

p

5          









5

        

f









mp

pp

 

32  

pp

mf

a2









    



   

pp

 

mf

Tpt. 1.2











Tpt. 3





























Tbn. 1.2

Tbn. 3 Tba.





30

Perc. Solo

Perc. 1

 



f

 

   (Vib)



 3

f

   dim.



p

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

3           3

p





     Crotales

Perc. 3





 













 







 

 

sul pont.



ord.

6

6

 

div. a 2 sul pont.

 











6

 

ppp

p

 

ord.



ppp

 

Db.



 



pp

p

 



pp

p













 





 











6



6

6

 

 







mp

mf



 

 



ppp



pp

 

p



 

6

6



ord.

ppp

 





p



ppp





mf

  

  

sul pont.



ord.

p

mf

                                      gliss sul D









ppp

Vc.





 



p

p

 





p



ord.

  



  

pp

6

mp

mf





 





pp

   

Vla.

pp



32 div. a 2            gliss sul D                                                           



 

pp





pp

  

 

 

 





divisi a 2



p

ppp

Vln. II



mf

 

Vln. I

  

  

pp







 





  



f

divisi a 2



32     

(SC)

Perc. 2

pp

 

f

 

a2

 

pp



  3



            

mp



 

pp

         

p





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

pp

p

 

Hn. 2.4



       







                f p

3

B. Cl.



f

Eng. Hn.

Cl. 1.2

f

    

Ob. 1.2





f

   

 

32



5

5

5

p

5

5

                             gliss sul D









ppp

mf

 







mf

5

sul pont.

p

p

5

5

p

 

mf

5

9   34

Picc.





                              p

p



    

p











     3





mf

     3

mf













 

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



mp

Cl. 1.2

pp

pp

mp

B. Cl.

Hn. 1.3







pp



 

   

  

 

 

 



Tpt. 3







Perc. 1



 



f

mp



























6





pp

f

pp

f

pp



 









 



 

 



f



pp

mp

mf

mp





 poco

   





6

6



  

mf



3

   

3



 









mp



 

 

sul pont.

mf





 

 

 

  

  3

ord.



 





mp

       dim.





    3    3      3 3

f

p

   





 

 



    p



ord.

mp

  





  













p

         5





ppp

5



5





ord.

5

5





p

 

sul pont.



 

mf

 

 

p

5

5

5

5

5



ppp

                                                          5

ppp 5

ppp

 

ppp

                                                         ppp

                5



 

ppp

p



5

 

5

 

sul pont.

mf

p

5

5

5

ord.





5

5

ppp





p

 

sul pont.

ord.

p



     

ff

mp

mf



 

3

 

sul pont.





 

p

 

f





pp

mp



      

                                                     



  

    mf



f



 



 3 5       3             3 6



Vln. II



3





 

Db.

3



pp

Vc.

f



sul pont.    

Vla.

6

  





p



unis.

Vln. I

              

 3                



p

Perc. 3

p



pp

poco

mp

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



pp

34

Perc. Solo



 





  



5

 

  



pp

Tbn. 3 Tba.

   p



mf

 







  

Tbn. 1.2



3

          6



f

f

mf



pp

f

Tpt. 1.2

mf

6



mp

f

     

       6         

 

f

f

mp





pp

Hn. 2.4

        

6



3

pp

mp





      

5

pp

mp

mf

      

mf

                                                 pp pp

   

5



mf

Eng. Hn.

3



pp







mf

                    

pp

Ob. 1.2

p

mf

Fl. 1.2







10 Picc.

39  









 









      1.

f

Cl. 1.2





1.

 

  3     

3

5

       





   

    



f

    

5

p

p

f

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





p

f

                 f





    B. Cl.  



 



  

  



   





     



     



5



5









39  

    p













5

 



p

p

3                 3 f 3

3

mp



   



mp 5

mp



   p







 







p

mf

p

 

p

 





mp

3



mf

p

f

mf

mp

p

3   3 3 3               3

mf

mp

p

Hn. 2.4



    



p

 

Hn. 1.3

    

mf







mf



mf

Eng. Hn.

   

          

p





Ob. 1.2



f

5

5

p

 



mf

     Fl. 1.2

        

Tpt. 1.2













Tpt. 3

















Tbn. 1.2

Tbn. 3 Tba.

Perc. Solo

Perc. 1







    

   



p

  



p p

 

p

mf mf

 

 

 

39









poco                                                   

 





(Crot)











 



 





 

 





f

 



mf





6







3

  

p (SC)

Perc. 3

 





6



p

mf

(Vib)



p

 

mf



Perc. 2

  















6





6



 

pp

ppp



pp



 



f

39

 ord.  

divisi a 2





pp

Vln. I

divisi a 2 ord.

 



pp



 



  

 

mp

 

 



 







sul pont.



mp

mf

 





ord.

mp

 

  

sul pont.

ord.



mp

mf





Vln. II



Vla.



  Vc.

  

sul pont.

mp

Db.





ord.



mp





  

 

sul pont.

p

mf





 





 





ppp

 

  

p



p

 

sul pont.

p

  p

  

ord.



 

 

 

 

mf







   p

 

dim.

 

 

mf

mf





sul pont.

dim.



ppp

 



 

sul pont.

p









 

p



  

ord.





f

                   

3 3      3              3 3 f p

 



   

mp

11   44

Picc.



 

Fl. 1.2



46



           a2

mf

3

  

 

 

f

  









 

mf

Ob. 1.2













Eng. Hn.













         p





























1.

Cl. 1.2

B. Cl.

Hn. 1.3





 

a2  

 



p

f

p

 

 

f

p

  

a2

Hn. 2.4

p

46

 



pp

Tpt. 1.2













Tpt. 3





































Tbn. 1.2

Tbn. 3 Tba.



Perc. Solo



46 6  6                                                    

6 6                        mp          poco                       

44



mf sub.

f







 











Perc. 2













Perc. 3























Perc. 1

Cel.



  



   

 

 

 

p

p



ppp

p



ppp

Db.

  

mp





 



p

   p

ppp

ppp



ppp

mp

6

6

6

 

(ord.)





6

6





ord.





                                    gliss sul D                           

ord. 

ppp

6

6

6











sul tasto

 

 

 



 

mp

ppp

p







sul tasto





 

 

ppp

p











sul tasto p

mp

 





sul tasto

 p

6



6

sul tasto

mp

 

6

sul tasto



      





ppp sempre (ord.)

    

p

6

   

 



                      gliss sul D                                                    

ppp

mp



 



ppp sempre

   

 

p

   





 

 



p

  

  

 

sul pont.



p

 

sul pont.

 

Vc.





Vln. II

Vla.

46    ppp

Vln. I



mf



      



6

6

6

12 Picc.

49             mf           

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

f

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

Fl. 1.2

f

     

 

p

 

Hn. 1.3

6

6      

Ob. 1.2

Cl. 1.2

f

f

p

























Tbn. 3 Tba.



Perc. 1





























    p



Hp.



  

 

pp

pp

 

     

52



 

 

 





p

  pp

mf





 

 

p



3







mp















 







 3    

    

(Vib)







   

   

    

mf













6



 

              f









 











  

         



6

6

6



p

6







ord.

 



ord.



mp

  

  

 



ord.

 



ord.













 









mf

p

 



p

 

mf



  



ord.











    

ppp

p

   

p





mf

 



mf

p



 mf

  

  p

 





p













 

mp

mp

 

mp



mp

mp

 

p

mf





ord.







52 





 



 

pp

pp



6







 

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

p





ppp

                                                                     6



mp

cresc. poco a poco

 







6





D§

f

6

mp





6

mp

6



mf



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

 3 3                3 3 f p

       

52



mp

mp

p

p

f

    

6

  



3



a2   

3    









mp



   

Db.

   



 

Vc.

pp





Vla.

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



  

Vln. II







Vln. I





(Crot)

Cel.

           p



(SC)

Perc. 3

p



     

Perc. 2

p

 





   





49

Perc. Solo









Tbn. 1.2





 

 

Tpt. 3





mf

Tpt. 1.2



pp

 

Hn. 2.4

52

 

mp

 

mp

 

 

 

mp

 

mp

 

 





mp

  



 

13   54

Picc.

 Fl. 1.2



                 pp

f

               pp

f





 

mf

p

mf

 

Perc. 2

3





















3  

p



    3

3

 

3









 

 

3

p

           



p





          

       





      









































































58

p

mf

58                                                                                       dim. 6 6 mp mf                     6          6                                     mf f

54

Perc. 1

   



p

 







p

mf

Perc. Solo

      

p

mf



3



p

 







p

mf

Tbn. 3 Tba.

  



  

Tbn. 1.2





pp

mf

Tpt. 3



mf

pp

   

Tpt. 1.2



pp

f

Hn. 2.4





f

Hn. 1.3



58

mf

              





            

pp

                B. Cl.





f

Cl. 1.2



               f

Ob. 1.2









                pp  f   

 

pp

p

  



  

 



 



f

  

pp

 

  



f

Vln. II



f

p

   

p

f

  f

Vc.

p

Db.



   f











 

mp



 

58

 





ppp













 

ppp

p

 

 

 







mf



  

 

 

pppp



pp

 

 

 









 

 

pp

 



 

 

pppp

pp



sul pont.



pp



mp





ppp





f

f





mp

p



     

p



mp

pp

   f

Vla.



p

ppp

pp

p

f

 

 

ppp

   Vln. I



 

pp









 

 

ord.

pp

sul pont.

pppp





















p

p

14   60

Picc.

6

       



p

                  pp

p

6

Fl. 1.2

               

3



   



p

mf



         



3

  

    3

p







  





 

mf

      



       



mf



mf

p

 







mp



         



mp



6



Ob. 1.2

p



6

p

mp

6



      

6

6

p

p

















Cl. 1.2

 



         





            





pp













 











Hn. 2.4













Tpt. 1.2













Tpt. 3





































B. Cl.

Hn. 1.3



Tbn. 1.2

Tbn. 3 Tba.



                 Perc.           Solo    60

mp

6

  

6

 

(SC)

Perc. 2

ppp

Perc. 3

Cel.

Hp.











LMLOLMML

   

 

Vln. I

  

f

 





 



 



 

 







mf







Triangle

 







 Crotales

 

3

  

  

    3



E§

 







   mf

6

      

 

sul tasto













  







  







pppp

ppppp

 



sul tasto



pppp

ppppp

pppp

Vln. II







  

gliss.

 

  

  



mf

p

 



ppp



poco

mf

pp





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

pppp

sul tasto











ppp

   

pppp

Vla.

  

Vc.

Db.





 



sul tasto





ppp

 



 

 







pppp

   



sul tasto

pppp





ppp

 pp

sul tasto      

ppppp

   

 



ppp

 pp







15   65

Picc.

  

3 

 

 

  

3 

 

 

ff

Fl. 1.2

ff

Ob. 1.2

66

  

3









 









 















mf

3 

mf

















         

                 f

      







     

      



mf

Cl. 1.2









f

mf





 



Hn. 2.4



Tpt. 1.2

Tpt. 3

B. Cl.

Hn. 1.3



Tbn. 1.2

Tbn. 3 Tba.



mf

mf















































































66

66 6 6                                                                                             65

Perc. Solo

mf

f

Perc. 2

   

pp

ppp

mf

f

poco









Cel.













Pno.













   

66 

 





 





 





pp





ord.







 

mp

p





  



ppp

Vln. I

pp

  

mp

3 

 

 

  

3 

 

 

Vln. II

mp

 

3

3 

sul tasto

pp





ord.



p









mp





p

pp

sul tasto

ord.

ppp



mp

ord.





p

 

 

mp































ord.

p

Vla.

 Vc.



Db.





ord.

p





  ppp





 

ppp









  

sul pont.

ppp



 



 

 

sul pont.

ppp

 

 

 

 









  pp

 

 









 

unis.

p



16    70

Picc.

Ob. 1.2

Eng. Hn.

B. Cl.

Hn. 1.3





 













6        









6         









f

6

a2

p

f

f

p

 6                    6  f









p



 

 



 

Hn. 2.4



mf

 





 6                   



Cl. 1.2



f

mf

 

Fl. 1.2

6        



a2

  3

 

3





 

3



 





p



p

mf

p





p

mf

Tpt. 1.2









Tpt. 3









Tbn. 1.2

Tbn. 3 Tba.

   

 

p

 

  

p p





Perc. 1

        



     

 

(Vib)





 















f

 

(Crot)

 



Cel.

 





 

6







p







 



3









3





             

6

 













gliss.

  

f

 f







p





















 



 





mf

p

p

p



 



  

mp

Vla.

 

mp

  

Vc.

 

  pp

Db.



 

mf



 



p

pp

mf

  

 

pp

mf

Vln. II

6



Vln. I



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

ppp





mf



3

3

p



         mf

MNMOMMLM





p

p

Perc. 3

 

 



  



 



ppp

Hp.

p

f

(SC)

Perc. 2

mf

mf

70

 



mf



p

Perc. Solo

p

mf



p





mf

p

 

 

mf

 

pp



ord.



  

pp

 

p





ord.



p

 



mp



mf

p



  73

Picc.

17

accel. 



 

 









               

f

a2

Fl. 1.2

Ob. 1.2

Eng. Hn.



























5

f

 

mp



mp









B. Cl.









Bsn. 1.2







Cl. 1.2

5





  





















  

                   a2

mf

       6

mf





6

6

6

     



  

a2



mf

Cbsn.

Hn. 1.3









 p

accel.

 

Hn. 2.4















 

a2





p





p

Tpt. 1.2

Tpt. 3

Tbn. 1.2

Tbn. 3 Tba.





















Perc. 1













p

p

 

 



    

p

 

 



 

p

accel. 



Timp.

 





73

Perc. Solo



    

  6

 

 

 

  6

 











  f















 

 

            

    

 







 









 

 

General Mallets

p

 







 

 





Perc. 2

Hp.



















  

  

 













  

 

  



  

 

f

p

mf

 



 





mf

f

p

p

 p



 





 

 

f

p





f

mf



f

p

f



mf

 

f



mf

Db.

p



mf

Vc.

f





Vla.

  



mf

Vln. II



 

mf







 







 







gliss.

f

accel.

mf

Vln. I

p

MMLOLMMM

 



 

mp Bass Drum

 



f

p

p

f

f

18 Picc.

76 q = 120        







        1.                                                                                   

    











    









































































ff

Eng. Hn.





ff

Ob. 1.2



82

     ff

Fl. 1.2



    

 

 

1.

mf

         



 

        





 

        



mf

mf





ff

    

Cl. 1.2

ff

f

Bsn. 1.2

Cbsn.

Hn. 1.3



   f



 















    









































































f

       f

Tpt. 3

Tbn. 1.2

Tbn. 3 Tba.

Perc. Solo

Timp.

     f         f        

















ff

       

f

 

f p subito dampen

     f

 



  



p



   







      

   





MNLONMLM

 

76 q = 120  sul pont.

mf

f unis. pizz.





f

Vc.



mf



    f mf





             

   

 



   

       



  

 

mp



        

    





     





    

      









   



  

 

     

 



   



 





   

    

















          



        





       

 



  

      





  







       

      

  









    



  

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

    



    

   

   

   



  

  

 





    





           



    





    



 









       



   

      





  

     

  

  

     



   

            

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

     

82      

 

    



       



mp

      

    





  



              

  



     

            



   



       



   



    



   



    



 





             

82                                





       



      

     

         

unis. pizz.

f mf pizz.

       



                              sffz mf 

    

    



(ord.)

      

     

Vla.

         



Xylophone

 

unis. mp pizz.

Db.

          



   

   

 

Vln. II

 



mp

  

Vln. I



    

(Crot)

Hp.

    

      mf



Perc. 2

Pno.



f

(BD)

Perc. 3



76 q = 120     

(Vib)

Perc. 1

        

   

82

f

Tpt. 1.2

   

f

76 q = 120      

Hn. 2.4



mf

  

B. Cl.



 



  

   



    



      







   





  



   

   

      

 

  





    

 

    

   

     

   

    

   



Picc.

 84      



f



  1.                          f mf

Fl. 1.2

Ob. 1.2

Eng. Hn.









Bsn. 1.2



mp

  



mf

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

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

mf



 



         



 





 





 





f



 





 





                                    mf





 

             p



blend with flutes

mp



90  



                               

mf

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



mf

       

f



 



B. Cl.

    



f

 

Cl. 1.2

Cbsn.



19

           

f

















 













 

mf

                 p  mf             p

 

mf

Hn. 1.3













 



90  



Hn. 2.4













 



 



Tpt. 1.2













 



 



Tpt. 3













 



 















 



 















 



 

Tbn. 1.2

Tbn. 3 Tba.



Perc. Solo



Perc. 1

       

 

Perc. 3

Pno.

 

    



Vln. I



 

 

       



    

  



Vc.

Db.

   



 



 



 

 

        

  







  



 

    

  

            

  



 



     







   

      

           

    

    

  

  

 

 











  

  

 

        





  

  





       



    



         

  

mp





          



   



  

 





   





 

 





   



    





     



  



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

    

 



           mf            





  



f



gliss .

     

         



E§, G§

    

 

 





      

 



 

 





         

mf

mf



div.                 f

f



90   

ord.            

     

     





 





 

       

 

  

    

  



                

    

 





      

       

   

Staccato Mallets



  

  



   





    

 







     p

             

   





          p

    

     



mf

  90                                      f mf                

     



        

    

   

 

             

      

      





    



     

   





     

       



 

  









         

    

         

      





      

 

Vla.



  



              

   

    

Vln. II

   



     

                      

       







 

Hp.

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

  

Perc. 2

          mf

84

Timp.

Tba.



f

  

 



         

  

         

  

mf

mf

20

   

   91

Picc.

Fl. 1.2



mf



 

    





  

 

   





  

mf

a2

Ob. 1.2

  

mf

  

 

  



   

  



     

 

       

Eng. Hn.











Cl. 1.2





















B. Cl.

     

                  



       

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

 



 









           mf  













    











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

mf

Bsn. 1.2

    





   

  

  

mf

Cbsn.









       



mf

Hn. 1.3

 

Hn. 2.4

    

       



  



   































   

   

       mf

      

 

mf

Tpt. 1.2

Tpt. 3

Tbn. 1.2

Tbn. 3 Tba.



Perc. Solo































Timp.





 

      

 

   

  

    

            

         (Xyl)

Perc. 2

(Crot)

Perc. 3

Pno.

Hp.

Vln. I







     

    

        



  

     

         (div.)

  



       

Vln. II



Vla.



        

(Vib)

Perc. 1



      

    

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

    

   

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

 

   

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



      

     



   



             

       

   

  

   



 

B§

   

       

   

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

  

  

     

   

       

    

  



    

     

Db.



       



 

   

   

         

  

       

    

 



  



 

  





  



   



   

   



   

    

          





mf



        



















              



              



   

                                                                             

unis. pizz

mf



  



         

Bb

            







   

    

    





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







   

                                                                                f            

               mf

Vc.



mf

 

















91



      



arco                    arco                           





 

 div. arco

          f

    

      

        

 

    

   

    

   

          



 

 



  

   

 

   

   

          

    



    

   



    

      



      

   

    



 



 



  

   

  98

Picc.

 

Fl. 1.2

 

Ob. 1.2

Eng. Hn.

Cl. 1.2

Hn. 1.3

Hn. 2.4

Tpt. 1.2

Tpt. 3

Tbn. 1.2







    

    









 

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





  



   



   

   



     

       

 

      

 

      

     

 

   









    









  



     







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

  

  



       



  

  



   



   

    

    

   

Timp.

Perc. 1

Perc. 2

Perc. 3

 

 



     mf         







   

   



  

       



  



    

   



Hp.

Vln. I

Vln. II

Vla.

 



   

   

   

       

 



   



         

        

      



         

            







    

  

  

  

 

   

 

99 div.       f



          

  

     

       

  

f



f

  

f



   

      f





unis.

div.    

   

      

      

 









   

unis.

             

             

   

       



a2

   

    

   

 



 

     

 



 

mp

   

pp

 

  

 



 

pp

mp

             f  a2              f

 



 



 

  

f





        



        

mf

 



 



 

 



 



 

 



 



 

       

 



 

    

       

 



 



 

 



 

     

 



 

    

 



 

 



 

 



 

 



 

 



 

f

     

p

p

              



   

 gliss.

   f div.

 

p subito

 



  

   

  

  

  



 

Celesta

  

f





l.v.

MNLONMLN

  unis.                            unis.           

   

   

  

 



pp

p





 

          

 

                   



div.           

p

pp

mp

 





  

 

       



 



 

 

                                   

  

 



     

1.



 

       







Db.

  



        



 

 

Suspended Cymbal



    

  



   

f



    





  







Vc.

   

 

p

                         f





f

           f   a2             

     

 

           f







  

 

 



    

 

 







    





 

          



    

f

 

 







       



  

Pno.



p subito

   





  

    99                                                                                       

    

1.         

 

 

         









         



98

Perc. Solo

 

 





       

            

99





  

a2

mf

Tbn. 3 Tba.

                               



f

   

 

Bsn. 1.2

Cbsn.

   

 

B. Cl.

99



21

div. arco

 

   

    



 



     



 



  

   

p unis.

p

mp

ppp

ppp

   

    



   

   

 arco    

  

 

mp div.

mf

p



 

22

106

    105

Picc.

Fl. 1.2

Ob. 1.2

Eng. Hn.

Cl. 1.2

B. Cl.



  

p

6

p

6

  

p

    

5

 





           

 



    





       

Timp.



  



  

 

       

 

 p



p

 

 

 

 

 



pp

Hp.

Vln. I

Vln. II

  Piano



 



 

p

  





   

 

 



 

 



 

         

Vc.

   

Db.

    p



    

     

       p

 













           

    f 

mf

p



3

p

f

                 p

3

6

f

             p

3

6

f

               3 6

f

p













mf

p





          



p

 



   



mf

  





 gliss.

p

p



mf

  



p

 



  



   



 



p

mf

   

    

                  

   

    

       

       









  





  











  





  









f







 



         



 

  

gliss.





f

3

6

f

           3





   

3

6

6

                                                 



   

        





       

         

p

  

   

   



 

p

   

p







       



f









mf

  

     

p

6

          

mp





f

p

mf

        

   

 

p

  





        

  

mf

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

f

6

mf

mf

     

     

   

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

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



p

p

   



  

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



       

    



  

         

           









mf

         

 



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

f

p

mf



     



unis.

f unis.

     



     

                            ff                             

  

f

 



Tba.



NMMOMLML

       



  



mf

             

f

5





        

f

f

f

  

mf



           





  

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

  choke  



         p

mf

mf

              





         



       

    

5

5

 





    

        

6                  p

        

106      

3





 

 

f

p

f

          5

p

   

    6                     

f

 





p

Vla.

 

 

           

    

 

    

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

              



p



f

f