Tan Dun FOUR SECRET ROADS OF MARCO POLO

Page 1

Tan Dun

FOUR SECRET ROADS OF MARCO POLO for Orchestra and Twelve Violoncellos

G. Schirmer, Inc. New York, NY



Tan Dun

FOUR SECRET ROADS OF MARCO POLO for Orchestra and Twelve Violoncelli

FULL SCORE I. II. III. IV.

Misterioso Adagietto Misterioso Scherzo Misterioso Melanconia Misterioso Generoso

(ca. 8’55”) (ca. 3’40”) (ca. 12’58”) (ca. 5’36”)

(total duration: ca. 31’09”) Commissioned by the Berlin Philharmonic Orchestra World premiere: June 17, 2004 by the Berlin Philharmonic Orchestra and its Twelve Violoncellist Conducted by Sir Simon Rattle 2007 version premiere: Oct. 24, 2007 by the China Philharmonic Orchestra and its Twelve Violoncellists for the 10th Anniversary of International Beijing Music Festival Conducted by the composer

G. Schirmer, Inc. New York, NY



Instrumentation Piccolo 2 Flutes 2Oboes English Horn 2 Clarinets in Bb Bass Clarinet 2 Bassoons Contrabassoon 4 Horns in F 3 Trumpets in Bb 3 Trombones Tuba   Timpani  Percussion (4 players) Player 1: Marimba Bass Drum Tibetan Singing Bowl (with a bow) Tambourine Slapstick Player 2:  2 Wood Blocks  Snare Drum Tibaten Singing Bowl (with a bow) Small Chinese Gong (the one has a pitch bending) 2 Congas (or 2 tabla)  4 Metal Cans (different size)  Player 3:  5 Toto Toms  Big Tamtam Tibetan Singing Bowl (with a bow) Player 4:  3 Cowbells  Suspended Cymbal Slapstick Waterphone (with a bass bow) Tibetan Singing Bowl (with a bow) Harp Strings * Woodwind players need to prepare a spare reed or head-joint for the section using reed or head-joint only.

This music can also be used for orchestra and ten violoncellos. In tutti sections, just omit Vc. 11 and 12 parts. In Vc. 11 and Vc. solo sections, use Vc. 1 and Vc. 2 to play Vc. 11 and Vc. 12's parts.


Performance Notes 1. 2.

for brass: clapping the mouth piece (keep the mouth piece within the instrument)

‌.

for strings: ricochet

3.

for strings: damp the strings and fingerboard with palm

4.

for all: whispering

5.

for all: grace notes playing on the beat (throughout the whole piece)

6.

for all: foot stomp


dedicated to Simon Rattle, Georg Faust and 12 cellos of Berlin Philharmonic

FOUR SECRET ROADS OF MARCO POLO For Orchestra And Twelve Violoncellos I

Tan Dun

Misterioso Adagietto q = 60

Piccolo

  

 

 

 

English Horn

 

Clarinet in Bb 1

 

Clarinet in Bb 2

 

Bass Clarinet in Bb

 

Bassoon 1

 

Bassoon 2

       

Horn in F 3, 4

 

Trumpet in Bb 1, 2

 

Trumpet in Bb 3

 

Trombone 1, 2

Percussion 1

 

Oboe 2

Timpani

 

Oboe 1

Trombone 3 Tuba

 

Flute 2

Horn in F 1, 2

 

Flute 1

Contrabassoon

            

Percussion 2

Percussion 3

Percussion 4

Harp

Violin I

 

  

Misterioso Adagietto q = 60       

Violin II

 

Viola

Vc. 1 solo

   3

Violoncello 1

ppp

Contrabass 2007 version

 

3

3

3

  

5

3

sliding

     

3



  3

mf

Copyright © 2004 by G. Schirmer, Inc. (ASCAP), New York, NY International Copyright Secured. All Rights Reserved. Warning: Unauthorized reproduction of this publication is prohibited by Federal law and subject to criminal prosecution.

3

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2 6

 DCbB E# F G A

Hp.

Vc. 1

 3 

3

ppp

Vc. 2

3

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Vc. 3

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  

 3

 3

  

3

  

 

Vc. 4

ppp

3

 

Vc. 5

ppp

3

 

Vc. 6

ppp

Vc. 7

3

Vc. 8

ppp

  3

Vc. 9

ppp

  3

Vc. 10

ppp

  3

Vc. 11

ppp

Vc. 12

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3

3



3

3

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3

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3

3

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3

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3

3

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5

3

     

3



  3

3

3

   3

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3



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  

  

 3

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3 

3

     3 

  

5

3  

 3

  3

     

3



  3

3

3

  

5

3

     

3



  3

3

3

  

5

3

     

3



  3

mf

 

3

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3

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3

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3

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3

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3

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5

3

3 

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5

3

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5

3

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3

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3      

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3  

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3  

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3

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3

 

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

12

Picc.

Cbsn.

Hn. in F 1, 2



Hn. in F 3, 4

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 1, 2

Perc. 2

Perc. 3

Perc. 4



Tbn. 3 Tba.

Timp.

Perc. 1

Hp.

Vn. I

  

 

Vn. II

Va.

Vc. 2 solo 3

3

 

Vc. 2

3

3

  

5

3

    

ppp

Cb.

3



  3

 ppp

f

3


4

17



p

f

Hp.

   3

Vc. 1

3

 3

ppp

Vc. 2

 3

 

Vc. 3

3



 

Vc. 4

 3



3



 3



3

 3



 

Vc. 5

3

ppp

3

 

Vc. 6

3



ppp

3

 

Vc. 7

3



ppp

  3

Vc. 8

3

3

3





 

Vc. 9

3



3



3

Vc. 10

3

3

Vc. 11

ppp

Vc. 12

3

ppp

3

     

 3

3

      3

    

3

3

    

3

    

3

3

     

5

 3

 3

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 3

 3

 3

3  

3

     

3



3



3



  3

f

  3

f

  3

    

 3

3



 3



3

 3



    

3

3 

3

    

      3

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3

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 3

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5

3 

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3  

3

     

3



  3

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 

 

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3

ppp

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3

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 3

ppp

 

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ppp

 

 3

ppp

 

3

ppp

f

3

ppp

f

5

3

3

 

 

3

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5

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f

5

3

3

3

5

3

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 

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     

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f

     

5

3

f

5

3

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 

    

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5

3

ppp

 

    

 3 

f

ppp

3

3 

5

3

ppp

3

    

3



3

     

 

5

3

ppp

3

     3

ppp

3

 

 

3

 ppp


5 23 Hp.

Vc. 1

Vc. 2

Vc. 3









 

 



fff





ppp

 

  



  



 

 

fff

Vc. 5

Vc. 6







Vc. 8

Vc. 9



 



fff





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   



  

 

 

fff

Vc. 11

Vc. 12

   

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



  

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



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

  

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 

 

 

fff



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

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

 

 





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 

     

ppp

fff

ppp

fff

 

      ppp

fff

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fff



 

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 

     

 

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 

    

ppp

fff







ppp

ppp

fff

fff

ppp

fff



 

     

 

     

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fff

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ppp

Vc. 10

 

     

fff

ppp



fff

ppp

  

  fff

ppp







ppp

fff

Vc. 7

  

 

fff

ppp

  

  

  fff

ppp

Vc. 4



fff

ppp

  

 

 

     

 

      

ppp

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ppp

fff


6

27



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E§ Fb

 

fff

  ppp

E# F§

Hp.

2   

strike

Vc. 1

2

sfp

Vc. 2

 2

sfp

  

Vc. 3

2

sfp

2

2

 

sfp

strike

2  

Vc. 5

2

 2

sfp

2

Vc. 7

2



strike

Vc. 8

2

 

2



sfp

  

Vc. 9

2

sfp

strike

2  

Vc. 10

 2

Vc. 11

 

2



sfp

Vc. 12

2

 sfp

2

     

 2

5

3

  

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 

 

 

 



 

2

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 

ppp

2

  2

2

     

2



  2

  

   3



2

      

     2 

2



  

2 

     2 

  

5

2

 2

 2

2 

     

2



  2



  

5

2

     

2



  2

  

5

2

     

2



  2

   3



2      

 2

5

3

  

5

2 

     

2



  2

2



5

2

         

2



  2

f

2

2

 

2



2

  2



2

 2

2



f

2



f

only sliding fingers, no bowing

 

2

2

2



f only sliding fingers, no bowing

 2

 2

 2

f only sliding fingers, no bowing

2

  2

 ppp

only sliding fingers, no bowing

ppp

f

f

ppp



only sliding fingers, no bowing

ppp

2

f





ppp

only sliding fingers, no bowing

f

3

2

2

f

2



ppp

2



only sliding fingers, no bowing

f

 

ppp

f

2

2

ppp

2



only sliding fingers, no bowing

f

3

2

ppp

f

 

2

f

3

2

only sliding fingers, no bowing

f

2

 

2

f

5

3

 

2

f

ppp

only sliding fingers, no bowing

f

5

3



5

2

ppp

f

3



2

f

ppp

strike

ppp

strike 2

  



  only sliding fingers, no bowing

f

ppp

sfp

5

3

2 

ppp

strike 2

 

2      

ppp

sfp

ppp

strike

  

ppp

strike

Vc. 6

 

   3

ppp

sfp

2  

ppp

strike

Vc. 4

ppp

strike 2

ppp

strike

2  



 

2



f

only sliding fingers, no bowing

2



2

ppp



f

2




Picc.

32p whispering A Subito q = 65  f

 

 

  

ha whispering p f

  

Fl. 1

ha whispering p f

  

Fl. 2

ha whispering p f

  

Ob. 1

ha whispering p f

  

Ob. 2

ha whispering p f

  

Eng. Hn.

ha whispering p f

  

Cl. in Bb 1

ha whispering p f

  

Cl. in Bb 2

ha whispering p f

  

Bs. Cl.

ha whispering p f

  

Bsn. 1

ha whispering p f

  

Bsn. 2

Cbsn.

Hn. in F 1, 2

 

  

ha whispering p f

  

Tpt. in Bb 1, 2

ha whispering p f

  

Tpt. in Bb 3

ha whispering p f

  

Tbn. 1, 2

Timp.

Perc. 1

ha whispering p f ha whispering p f

Hn. in F 3, 4

Tbn. 3 Tba.

ha whispering p f

ha whispering p f

       

ha whispering p f

ha whispering p f

  

ha whispering p f

  

Perc. 2

  

Perc. 3

Perc. 4

Hp.

Vn. I

Vn. II

ha whispering p f

  

ha whispering p f

   ha

p

whispering f

ha whispering p f

  

ha whispering p f

Va.

  

ha whispering p f

Cb.

    ha

 

Rot Toms (use brush)

mp

 

mp





  

   



   

          

     

           

    

    

   

   

  

      

   

        



 

fff



Cowbells (use brush)

     

unis. pizz.

ff

p

       

 



Vc.

   

mp





ha whispering put the bow down p f

  

fff

 



A Subito q = 65 

   p

 

mp



   

 



Wood Blocks (use brush)

   

Bs. Drum (use brush)

    

(use brush)

mp

ha whispering p f

7


8 

37

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Picc.

Cl. in Bb 2

 p

p



Bsn. 1

Bsn. 2

Bs. Cl.

Cbsn.

Hn. in F 1, 2

Hn. in F 3, 4

Tpt. in Bb 1, 2

Tpt. in Bb 3

fff

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

  

   

   



 



     

  



 

gliss.

  

Vn. II

Va.

    

   

Perc. 2

Perc. 3

 

Perc. 4

 

Hp.

Vn. I



 

   



  



fff

 

   

   

 

   

    

     

  

pizz. put the bow down

ff

   





   

p

      

   

Vc.

Cb.



ppp

 

ppp

Perc. 1

 

sffff





ppp

sffff

a2

gliss.



ppp

a2  ppp

p

 

    

     

            

  


9 

41

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Picc.

 

Cl. in Bb 1

Cl. in Bb 2

 

Bs. Cl.

   

mf

mf

mf

 p

   

   

p

 p

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2

 

Hn. in F 3, 4

 

fff

ppp

Tbn. 1, 2

 ppp

Timp.

Perc. 1

  

mp

   

 

mp



     

mp

   

mp



mp

  

       

 

mp

 p



 



ppp



ppp

  

ppp



  

   

Vn. II

Va.

Vn. I

      

                     

 

                         

   





Cb.



Vc.

                            

  

sffff



mf



sffff

        

   

fff

    

   

mp

ppp

ppp

 







Perc. 3

Hp.

 

Perc. 2

Perc. 4

 

Tpt. in Bb 3

ppp

 

Tpt. in Bb 1, 2

Tbn. 3 Tba.

      

               


10

46

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Picc.

Cl. in Bb 1

 

Cl. in Bb 2

Bs. Cl.

 

 mf

Bsn. 1

Bsn. 2

 

Cbsn.

Hn. in F 1, 2

 

Hn. in F 3, 4

 

fff

ppp

ppp

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1



Hp.

mp



   

 

 

mp







  

   

sffff

 

sffff

 

  

   

 



 mf

 

 

    

       

mp

ppp

mp

mp

   

p

mp



C§ B#



  

   

mp

Perc. 3

Perc. 4

Perc. 2

    

 

   

 





ppp

mf

 

 

mf

 

 

Vn. II

Va.

Vn. I

Vc.

 

  

  

 

  



Cb.

     

  



    

    

     

  

         

     

 

arco (strike) pick up the bow

   1

sfp pick up the bow


11

50

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Picc.

Cl. in Bb 1

 

 

 

p

Cl. in Bb 2

p

Bs. Cl.

f

f

p

  

f

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2

 

Hn. in F 3, 4

 

ppp

Timp.

Perc. 1

 





 



 

  



ppp

 ppp

ppp

ppp

Tbn. 1, 2

ppp

ppp

Tpt. in Bb 3

f

mf

Tpt. in Bb 1, 2

Tbn. 3 Tba.

mf

mf

 

  

   

   

mp



Vn. II

Va.

Perc. 2

Perc. 3

Perc. 4

Hp.

Vn. I

Vc.

Cb.

 1

 



 

mp

p

 f

1

1

 

1

1

1

 

3

  

5

     

 

1  f

 mp

    

 

1

 



mp

  

 

mp


12

54

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Picc.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2



Hn. in F 3, 4

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 1, 2

  

Vn. II

Va.

Tbn. 3 Tba.

Timp.

Perc. 1

   

  

Perc. 3

Perc. 4

Vn. I





   

   



    

Hp.

     

   

Perc. 2



   

 

ppp

(strike)

Vc.

Cb.



p

   3

sfp

  3

3

 

3

3

 

3

  

5

3

3

     

 


13

58

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Picc.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2



Hn. in F 3, 4

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

  

   

mp

    

Perc. 2

mp

 

Perc. 3

Perc. 4

Hp.

Vn. I

   





mp



   

  

   

mp

     



     



   



 



  



   

   

       

   

     



    3

3

f

 ppp

    

  ppp

3 3

fff

3

  

ppp   

3  fff

  1

1

ppp

  1

3

 p

ppp



       

 

Va.



       

Vc.

mp

Vn. II

Cb.

   

1

 

 


14

62

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Picc.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2



Hn. in F 3, 4

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 3 Tba.

ppp

 

 

gliss.

Tbn. 1, 2



 

gliss.

 

sffff

sffff

Perc. 2

Perc. 3

Perc. 4



Timp.

Perc. 1

Hp.

Vn. I

   p

Vn. II

   p

  

Va.

       1

1

1

1

1

3

5

1



f

  

Vc.

ppp

       1

1

1

1

3

1

5

  

1

1

f

1



1

1

ppp

p

   p

Cb.

strike

3  

sfp

strike

3  

sfp strike

   3

sfp strike

   3

sfp

 

strike

p

sfp

arco

3 


15

66

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Picc.

 

Cl. in Bb 1

p

Cl. in Bb 2

f

  

 

  

f

Bsn. 1

Bsn. 2

 

Hn. in F 1, 2

 

Hn. in F 3, 4

 

Tpt. in Bb 1, 2

Tbn. 3 Tba.

Timp.

fff

ppp

fff

ppp



 





   

ppp

  

ppp

ppp

Tbn. 1, 2

 

f

ppp

Tpt. in Bb 3

ppp

mf

mf

 

Perc. 3

Perc. 4



Hp.

Vn. I

   3

  3

3

ppp

 

 

Vn. II

3

ppp 3

  

 

Va.

ppp

Vc.

3

 ppp

Cb.

  3

ppp

 

 



3

3

     

mp



  

mp

  



  mp

   

mp



       

mp

              



    

5

3



3

 5      

3

    

 

ppp

3

  

3



3

 5      

ppp

f

3

3



3

3

3

  

3



3

   3

       5

f

3

ppp



 3

p

3

ppp

p 3

f

3

ppp

f

 5      

3

p

3

  

p 3



3

3

3

 

f

3

3

      

3

3

3

3

Perc. 2



Perc. 1

p

Cbsn.

  p

Bs. Cl.

  

     

       

 


16 Picc.

70

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Bsn. 2

Hn. in F 1, 2



Hn. in F 3, 4

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 3 Tba.

Timp.

Perc. 1

Perc. 4

Hp.

Vn. I

  



   

sfff

   

sfff

   

   

 

   

sfff

Cb.

 

 





ppp

ppp

sffff

sffff

ppp

ppp

    sfff

   

fff

fff

ppp







  





       

   

sfff

ppp

sfff

sfff

 strike       ppp 

  

sfff

 strike       sfff

ppp



       

ppp

   

   

         

    





 



    



        

 

sfff

         sfff

ppp

sfff

ppp

   

    sfff

ppp



strike

  



  

p

ppp



ppp

 

 strike      

ppp



ppp



ppp

ppp

sfff



ppp

 



     strike      

sfff

Vc.

ppp

sffff

 

   



 

sffff

ppp

 

 

   

 





ppp

  

    

Va.

ppp

ppp



       



   

Vn. II

 

sffff

   

Perc. 3

  

Perc. 2

sffff

 

Tbn. 1, 2

sffff

 

ppp

 



ppp

Bsn. 1

Cbsn.

Bs. Cl.

Cl. in Bb 2

 



 

  

sfff



sfff

ppp

ppp


   74

Picc.

 

 

 

 

f

 

f

 

ppp

ppp

 

 

f

 

   ppp   

 

 

 

 

 

 

 

 

 

 

 

f

Fl. 1

Fl. 2

ppp

 

f

ppp

f

ppp

 

Ob. 1

ppp

 

Ob. 2

 

Eng. Hn.

 

Cl. in Bb 1

ppp

f

Cl. in Bb 2

Bs. Cl.

 

f

f

Bsn. 2

fff

Cbsn.

fff

Bsn. 1

Hn. in F 1, 2 Hn. in F 3, 4 Tpt. in Bb 1, 2

Tbn. 1, 2

Tbn. 3 Tba.

Vn. I

         

  

 

 

 

 

          

  



0

 fff

3



ppp sul pont. (no sliding)

   0

Vc.

ppp

Cb.

    

fff



 

fff

ppp

 fade out



ppppp

 

ppppp fade out

fff

 

     

ppppp

1

Va.

 

fade out

fff

sul pont. (no sliding)

  

   

 

 

3

ppp

 

3



1



    

sul pont. (no sliding)

ppp sul pont. (no sliding)

Vn. II

   

   

  



   

 

ppp

 



 

  

ppp

f

 

 

f

    

Perc. 3

Hp.

ppp

 

      

Perc. 2

Perc. 4

ppp

 

Perc. 1

ppp

Timp.

ppp

 fff 

Tpt. in Bb 3

17

 

  

fade out

ord.

  1

pppp ord.

  1

pppp

1

1

1

1

1

1

1

1

1

 1

1

1

1

1

3

   3

  

ord.

  1

pppp

3

  

ord.

  3

pppp ord.

 1 

ppppp

1

pppp

3

3

3

3

3

  

1

1

1

1

  

1

3


18 Picc.

 

78

 

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1



ppp



ppp

fff

ppp

fff

fff

ppp

fff

fff



ppp



ppp

fff

ppp

Cl. in Bb 2

Bsn. 1

Bsn. 2

Bs. Cl.

Cbsn.

Tpt. in Bb 3

Tbn. 1, 2

ppp

 

sffff

    

(use mallets)

Perc. 3

Perc. 4



Hp.

Vn. I

Cb.

   

(use mallets)

f

 1

 1

 

 1       



3

1

ppp







ppp

    



ppp

 

 

 

mf

  

         

 

  

            mp         



   

 

 mp

    

ppp

     

 

mp

    

strike 1

ppp



mf

(use mallets)

3 5        

5



 1 5       

Vc.

f

 5 1       

Va.

5 1         

Vn. II

     (use mallets)  

f

sffff (use mallets)

 

fff

fff

ppp

 

fff

ppp

   

Perc. 2

ppp

fff

Tpt. in Bb 1, 2

Perc. 1

Hn. in F 3, 4

Timp.

ppp





Hn. in F 1, 2

Tbn. 3 Tba.

fff

f strike

ppp

f strike

ppp

f strike

ppp

f strike

ppp

f

ppp

                   


 

82

Picc.

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

 

 

 

 

 

 

 

ppp

ppp

 

ppp

 

ppp

 

ppp

 

ppp

 

 

Cl. in Bb 1

 

 

ppp

Cl. in Bb 2

 

 

 

 

 

 

 

Bs. Cl.

Bsn. 1

ppp

ppp

p

Bsn. 2

Cbsn.

Hn. in F 1, 2

fff

 

 

   

Tpt. in Bb 1, 2

fff

p

ppp

Tbn. 3 Tba. Timp.

Perc. 1

 

 

 

 

 

 

 

            



         

mp



    

Vn. I

p

 

Perc. 3

Hp.

 

 

Perc. 2

Perc. 4



f

Tbn. 1, 2

fff

f

Tpt. in Bb 3

p

 

Hn. in F 3, 4

p

  



   

 

   

 

 

p

 

      

pppp

 



1



p

Vn. II

 

1

 f

pppp

    f

Va.

pppp

p

1



only sliding with fingers, no bowing 2



Vc.

    1 f

2



2



f only sliding with fingers, no bowing

pppp

p

1

 1

 2



f

p

f

p

 

f

sliding with fingers, no bowing  only 1 1 1       pppp f

Cb.



 

 

only sliding with fingers, no bowing 1

 

only sliding with fingers, no bowing 1

 

  

 1     f

19

 1

1

 f

1

  1

 ppppp

ppppp

ppppp

ppppp

ppppp


20

 

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Picc.

86 B

     

     

       

mf

Bsn. 2

Cbsn.

Hn. in F 1, 2

  



       

mp

 



ppp

  



  

ppp

sfff

p

ppp

sfff

 p

Tpt. in Bb 3

Tbn. 1, 2

Timp.

Perc. 1

  

   

(use brush)

mp

 

    

    

Perc. 2

mp

   



(use brush)

mp

Perc. 4

Hp.

Vn. I

 

mp

   

        



(use brush)

Perc. 3

     

(use brush) mp

     



  

  

  

       

 

     

 



   

 

   



 



 



  

 

   

 

 

B

Vn. II

Va.

Vc.

Cb.

      







sfff

f

Tpt. in Bb 1, 2

Tbn. 3 Tba.

  

solo



Hn. in F 3, 4

mf

Bsn. 1

 

sfp

 

 

 

fp

 

 



   

   


              mp              90

Picc.

Fl. 1

              

            mp

mp

Fl. 2

mp

Ob. 1

              mp                 

Ob. 2

Eng. Hn.

mp

                

Cl. in Bb 1

mp

             mp

Cl. in Bb 2

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2

      f 

 

Bs. Cl.

 

 

  

 

     mf 

  

 

     



             mf

               mf

       

       

 

       

 

sfff

fp



sfff



p

 

sfff



sfff

sfff

Tpt. in Bb 3

Tbn. 1, 2

Timp.

Perc. 1

 

Perc. 2

Perc. 3

 

Perc. 4

Hp.

Vn. I



   

   

                  

   

    

  

   

  





     

  

Va.

Vc.

  

  p





Vn. II

Cb.

mfp



 

  

  

p

p

  

   

   

sfff

   

 



mf

Tpt. in Bb 1, 2

Tbn. 3 Tba.

     mf

f

21

               mf                mf                 mf                 mf           mf  ff

       

 

mf

 

mf

p

 

Hn. in F 3, 4

             mf                

  


22

 









Ob. 2



Eng. Hn.



Cl. in Bb 1



Cl. in Bb 2



Bs. Cl.

 

     

Picc.

94

Fl. 1

Fl. 2

Ob. 1

 

Bsn. 1

 

Bsn. 2

Cbsn.

Hn. in F 1, 2

 

 

Hn. in F 3, 4

       

   

   

p

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 1, 2

 

f

              

           

               f                  f                   f                  

      

      

      

f

f

 p

sfff

  f   

  

       

p



       



f

f

f

                 f                      

sfff

          

     

 

       

 

       

sfff

 

sfff

p

sfff

 

Tbn. 1



p



p

f

Perc. 2

Perc. 3

Perc. 4



Tbn. 3 Tba.

Timp.

Perc. 1

Hp.

Vn. I

  

 

Vn. II

  

Va.

Vc.

Cb.

  

 



  

 



p



 



p

 

 

 

  



p

 

 

  

 

 

 

 



 



 

  

 

  

p

 

  

 



 

 

 



 

  

 



 

  

  

 



 

 

 



 

  

 



 

p

p


  

 

 

98

Picc.

Fl. 1

Fl. 2

Ob. 1

Ob. 2

 

 

                  fff                      

Eng. Hn.

 

Cl. in Bb 1

 

 

Cl. in Bb 2

 

Bs. Cl.

 

Bsn. 1

 

Bsn. 2

Cbsn.

Hn. in F 1, 2

 

Hn. in F 3, 4

fff

 

fff

 

fff

 

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

       

  

 

mf





mp

   p

 

p

   

fff

    fff  sfff

sfff

sfff

Tpt. in Bb 1, 2

Tpt. in Bb 3

  

mp

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

Vn. I

 

sfff

    

  

    

  

mp

cresc.

mp

cresc.











p

 

div.

 

div.

3

3

 sfff

sfff

    sfp      sfp  

 



        

  

f Wd. Blks. (hard mallets)

mp

         

Roto Toms ( hard. sticks)

       

Cowbells (hard mallets)

mf    

3

p

mf

 

   

   

   

   

    

 

sfp

Vc.

sfff

sfp

Va.

Mar. (hard mallets)

 





Vn. II

Cb.



 

Perc. 3

Hp.

mp

Perc. 2

Perc. 4

 

 

 

mp

 

p

3

 

  

p

p

    

       fff         

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

fff

                  

   

fff

fff

  

23

                   fff                    

mp

  

  

  

 

 

mf

mp

mp

mp

mp

 

p

 

 

 

 

   

  

 

  

   

        

   mf

   mf

   mf

  

   mf

     cresc.

 

 

 

     

     cresc.

     cresc.

 

   3

   3

   3

    

  

    

  

cresc.

 

cresc.

3

3


24 Picc.

 

102

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Tpt. in Bb 1, 2



 



 

Va.

Cb.

 

 

    

mf

 

3

f

3

f

  

  

    f



3

f

3

f

   



sfp



sfp



    

cresc.

3

    

cresc.

3

    

cresc.

3

    

cresc.

  

3

    

cresc.

  

3

    

cresc.

  

3

cresc.

3

cresc.

           

  

    

sfp

 

  

  f

f

    

f

 f

     

  

 

 

   

 

  

 

3

  

ff

3

ff

3

ff

3

ff

 

   3

        ff

              

     

          3

         

    

ff cresc.



 







sfff

3

     



mf

mf

ppp

ppp

ppp

mf

mf

ppp

 



     

mf

ppp





 mf 

 

mf



mf



ppp

 

ppp

mf

             

ppp

  ppp      

Snare Drum

          3 p mf      

   

sfff

B§ E§



3

p

mfp

  

 

f

 



ff cresc.

 

  



mf

 

 

ff cresc.

     



 



ff cresc.

 

f

 

  

sfff



3

 

     

ff cresc.

  sfff    sfff  

sfff

     



 

sfff



 

  



 



ff cresc.

3



3

sfff





ff cresc.

ff cresc.

   

 

 

  



 

     

3

 

 

  

sfff

sfff



3

mp

 

 

                  

  

 



   sfp         sfp    sfp   sfp     sfp    

  

3

mf



  

f

Vc.

 

sfp

  

Perc. 3

Vn. II

  

sfp

Perc. 2

Vn. I

 

a2

Hp.

 

   

  

Perc. 4

 

 

Tbn. 1, 2

Perc. 1

mf

cresc.



 

Timp.

 

mp

Tpt. in Bb 3

Tbn. 3 Tba.

cresc.

 

Bsn. 2

Hn. in F 3, 4

mp

 

 

Bsn. 1

Hn. in F 1, 2

 

 

Bs. Cl.

Cbsn.



     

  

fff

         

mf

 

 

  

  

 

fff

 



cresc. s. glis



fff

  

 



    

3

fff

 

3

    

fff

   fff

mf

             

3

3

mf

             

fff

  

mp

 



3

    

   

fp

  

p

3

3

 

   

             



 3             

 



             

 

3

3

 


106         

Picc.

  

Fl. 1

Fl. 2

Ob. 1

Ob. 2

fff

  fff

  fff

  fff

  fff

  

Eng. Hn.

fff

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Hn. in F 1, 2 Hn. in F 3, 4

Tpt. in Bb 1, 2 Tpt. in Bb 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

fff

 

       

 

Vn. I

Vn. II

Va.

sfff

           

mp

 fff 

 

 

 

fff

 

a2

fff

  

        

Vc.

      

Cb.

        

  

  



fff



Bs. Drum

 

3

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

 

 sfp





  



 



  sfp  

  



fff

     C      

    

 

fff

    

 

   fff   

fff

     

3

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

3

fff

fff

        

 

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

sfp

fff

      3

 

3

3

  

fff

 

3

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

fff

ff

  

 

3

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

                                      

 f

 

25                           

                                  

fff

sfff

      



sfff

sfff

p

 

           

 

sfff

 

 

sfff

(medium mallets)

  

 

  

sfff

  

  

sfff

    

  

           

a2

Hp.

  

sfff

  

Perc. 3

  

           

  

 

  

           

sfff

   

 

  

  

Perc. 2

Perc. 4

        

Bsn. 2

Cbsn.

fff

    

Bsn. 1

        

           

   C 

 



sfp





sfp

sfp

sfp

       

sf

  

  sf



sfp   sfp

 

sfp

 

 f

mf

Tamtam

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

   



f

                           3

                           3

                                  

         3                                   

                             

3

3


26 Picc.

           110                                

Fl. 1

Fl. 2

Ob. 1

 

Ob. 2

Cl. in Bb 2

Bs. Cl.

 



 



3

 



3

 

3

3                              3

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

       

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

   

fff

ppp

fff

ppp

fff

ppp

  

  

 

Perc. 1

   

ff

Perc. 2

Perc. 3

 

Perc. 4

Hp.

Vn. I

Vn. II

Va.

Vc.

Cb.

 

 

 ff



  

fff

 

ppp

  



ppp

 

Timp.



 

Tpt. in Bb 3

 

fff

 

Tpt. in Bb 1, 2

Tbn. 3 Tba.

ppp

  

Tbn. 1, 2

fff

 

Bsn. 2

       

ppp

 

Bsn. 1

Hn. in F 3, 4



             3     fff                                  3   fff       

Cl. in Bb 1

Hn. in F 1, 2

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

         

Eng. Hn.

Cbsn.

 

 

fff

ppp

fff

   

ppp

fff

 



 

ppp

fff

p



fff

 

Sm. Cym.

 

fff

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

         fff          fff           a2

         fff

a2

         fff  

 

 

a2

       

fff a2

          fff

     f 

 fff

 

               

     

                 fff                 fff

     

fff

  fff    fff



  fff  

                

                         fff

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

fff

3

                           fff

3

                           fff      3                   fff                                         f                     f           

    

mp

f

 

 

 

f

pp s. glis

fff

                              3

 



3

 



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

                                 3                                fff             3   fff                                          3

                  fff                    

fff

pizz.

fff

pizz.

         

             

              fff pizz.

         fff    3         fff     3     fff



    

                                         


Picc.

Fl. 1

   

 

 



 



 



 

       

  f   

Fl. 2

Ob. 1

f

  

Ob. 2

f

 

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

f



f

  f

Bs. Cl.

                                                                  

mf

 

 

 

mf

   

  

      

        f        

 

        

 

        

mf

   

mf

      

mf

3

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

   

       

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

     

           

   

       

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

     

           

       

       

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

     

           

 

 

Hn. in F 3, 4

ppp

Tpt. in Bb 3

3

3

                   mf                   

Tpt. in Bb 1, 2

3

 ppp

 

 

Tbn. 1, 2

 

 

ppp

ppp

 

  

ppp

   

                  fffff



fffff

 

fffff



fffff

        

3

 



        

 



ppp

ppp

      



        

 

  

mp

a2

a2      ppp     

          mp

mf

Perc. 1

 

mf

 

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

Bsn. 2

Timp.

mf

       

Tbn. 3 Tba.

  

    

Bsn. 1

Hn. in F 1, 2

   

f

Cbsn.

       

27 

                 f                 114

fffff

   

f Bs. Drum



  

   

sfff



Perc. 2

Perc. 3



Perc. 4



 







  

 

   



Hp.

Vn. I

Vn. II

                ff

            ff

Va.

             ff

Vc.

Cb.

               

                     

  

 

      

f

f

      

  

f

   3                         3                     

     

           

     

           

          sfff           sfff


28 Picc.

  

 

117

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2



 

 

 

 

  



 



 



 



 



 

 



 

 

 

    

 

Bsn. 1

Bsn. 2



 

   

  



  

ppp

  

   

ppp

 

  

  



 

 

Bs. Cl.

Cbsn.





 

  

 

  



  

  





  





 

 





ppp





ppp

ppp

ppp

ppp

ppp

ppp

ppp

  

ppp





 

 

 

 



 



 

 

 

ppp



 

 

 







 



Tpt. in Bb 1, 2

 







 



Tpt. in Bb 3

 







 



Tbn. 1, 2

 







 



  

 

 

 

 

 

Hn. in F 1, 2

Hn. in F 3, 4

Tbn. 3 Tba.

Timp.

   solo                                     

fff

Perc. 1

Perc. 2

  

Perc. 3

 

Perc. 4

Hp.

Vn. I

  

 

 



 

 

 



 





Vn. II

 

Va.

 

Vc.

 

Cb.

 

 



     



ffff

 

 Roto Toms

 

  



 

 

  

ffff

  

ffff

  

  

(3")

   

  

(3")

   mp

    

(3")

    mp



mp

   

 

 

  

 



   



(3")

 

(3")

  

 

(3")



 





 







 







put the bow down

 



put the bow down

 





    

ppp

  

ppp

 

 

 



 

put the bow down

 

 



put the bow down

 





put the bow down

 




29

121 D

      

     

     

     

     

     

     

Cl. in Bb 2

     

Bs. Cl.

     

Bsn. 1

 

Bsn. 2

 

 

 

Tpt. in Bb 1, 2

 

Tpt. in Bb 3

 

Tbn. 1, 2

 

 

Picc.

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cbsn.

Hn. in F 1, 2

  

Hn. in F 3, 4

Tbn. 3 Tba.

Timp.

Perc. 1

    

    

Perc. 2

  

Perc. 3

  

Perc. 4

Hp.

  

  

  

 

 

  

 



 

   

  

  

  

 

  

  

 



   

 





 

D

  

    

     

      

         

  

      

 



 

                         



ff

                 



     

                                           



 

      

              



  

  



ff pizz.

  

  



      

             



ff

             

  

 

pizz.

  

 

pizz.

   

       ff pizz.      

Vc.

  

ff

Va.

 

 

       

Vn. II

  

 



  

  

  

pizz.

Cb.

   



Vn. I

  

      

              

             

                        



                

    


30 Picc.

 

  

 

sfp   

 

125

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2

con sord.       

ff con sord.

     

Hn. in F 3, 4

    

   

ff con sord.

Tpt. in Bb 3

ff con sord. gliss.

     

Tbn. 1, 2

    

    

ff con sord.

Tpt. in Bb 1, 2

    

     

   

   

     

    

   

     



 

                ff                                

con sord.

Tbn. 3 Tba.

Timp.

Perc. 1

Perc. 3

Perc. 4

Hp.

  

 

 

    



 

  

 

    

 

  

   

  

  

  

 



 

     

   





   

  

     

                 

     

             

  

                

    

  

  

 



     

                             



 

             



 

sfp

 

sfp

 

sf

   sf   

     

 

sf

     

             

             

D# A#

    

sfp

    fff

 

 

sfp

             

sfp

Wood Blocks

 

     

  

              

 

 

 

 

sfp

sfp

gliss.



 



Cb.

  

             

 

sfp

             

sfp

sfp

 

                     

 

sfp

sfp

 



Vc.







Va.

 





Vn. II

 

  

gliss.



Vn. I

Perc. 2

    

sfp

sfp

gliss.

ff

  

    

 



 

fff

  

sf

fff Cowbells

  sf      

                

                

   sf

    


Picc.

  

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

ppp

ppp

ppp

ppp

ppp

ppp

ppp

ppp

Hn. in F 3, 4

Tpt. in Bb 1, 2

Tpt. in Bb 3

 

 

    

 

 

 

    

  

 

 

 

 

 

 

 

 

  ppp

 

 







 

 

 







gliss.

  

ppp

gliss.

Tbn. 1, 2



ppp

 

 

ppp

31

 

ppp

 

Bsn. 2

Hn. in F 1, 2

 

Bsn. 1

Cbsn.



129 

mp mp

      p p

 

senza sord.

senza sord.

senza sord.

senza sord.

senza sord.

senza sord.

 

   

 

Perc. 2

 

Perc. 3

 

Perc. 4



 

 

 

 

 

 

Vc.

 

Cb.

 

Tbn. 3 Tba.

Timp.

Perc. 1

Hp.

Vn. I

  

Vn. II

Va.

  

fff

  

fff

  

fff

   fff   fff

    

pick up the bow

pick up the bow

pick up the bow

pick up the bow

pick up the bow


32

Piccolo

  

II Misterioso Scherzo q = 74  

Flute 1

 

Flute 2

 

Oboe 1

 

Oboe 2

 

English Horn

 

Clarinet in Bb 1

 

Clarinet in Bb 2

 

Bass Clarinet in Bb

 

Bassoon 1

 

Bassoon 2

 

 

Contrabassoon

Horn in F 1, 2

  

     



mf a2 clap mouth piece

     

Horn in F 3, 4

 

Trumpet in Bb 1, 2

 

a2 clap mouth piece

Trumpet in Bb 3

 

clap mouth piece

 

 

Trombone 1, 2

Trombone 3 Tuba

   

 



Percussion 2

 

Percussion 3

 

Percussion 4

  

     





mf a2 clap mouth piece

     





mf a2 clap mouth piece



   

Violin I

     



Harp



mf

Percussion 1



mf

Timpani



a2 clap mouth piece

     

mf



                                   

 

 



       



f

Misterioso Scherzo q = 74     

        

Violin II

 

Viola

 

Violoncello

  

 

(Vc. 6 solo)

Contrabass

pizz.

 f

    

tutti pizz.

  f

    

 

Vc. 6 solo



    

 

tutti

 

    

 

Vc. 6 solo




 

6

Picc.

Fl. 1

Fl. 2

          f          f



 

f

Ob. 1

         

f

Ob. 2 Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2

  

Perc. 2

Perc. 3

Perc. 4

Vn. I

f

               







mp

  mp  

 

 

mp

Metal Cans, medium mallets

        

p

mp

     

    

Cowbells, medium mallets

        

   

ff

  

 

  

     



 

 

         ff

  

fff

    

Va.

Vc.

   

Cb.

 

 

      tutti

 

 

Vc. 6 solo

 sf

         

 

mf

sf

   

sf

sf

mf

f

 



   

sf



sf

tutti

    

ff

sf

           

   

 

fff (with hard mallets)

     

sf

pizz.

pizz.

 

mf

pizz.

mf

sf

mf

Vn. II

 

fff

fff

sf

   

 

    

   fff          

  

   

mp

ff

ff

mp

 

 

           

   ff       

sf mp

mp

      

    mp  

Tbn. 1

mp



 

              

   

       



mp

 

              



mp

 

            

    ff

mp

 

mp



 

       

      



      

       f          

      



            



f

Hp.

  f       f    

      

         

      

        f 

      

       

   

f

      

       

Tbn. 1, 2

  f    

       

Tpt. in Bb 3

Perc. 1

       

Tpt. in Bb 1, 2

Timp.

        

Hn. in F 3, 4

Tbn. 3 Tba.

    

33  

sf

    

 

  



 

sf


34

 

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Picc.

Cbsn.

Hn. in F 1, 2

10

 

      

f

 

  f

  f

 

 

f

 

    

  

     

  

      

  

      

  

  

  

      

f



  

 

Hn. in F 3, 4

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 1, 2

gliss.       sf Tbn. 3 gliss.

Tbn. 3 Tba.

Timp.

Perc. 1

       

Hp.

Vn. I

Vn. II

Va.

     

f

Tuba

f

fff gliss.

 

     



mf Roto Toms

                  

  

    solo

    

p

fff



 

           fff arco           fff    arco         arco

sfp

f

 

col legno

 

   

gliss.

sfp

    

fff

sfp

 

 

sfp

arco

fff

sfp

sfp

sfp

mf

 

 

      

f

   

 

   

f

f

      

            col legno

ppp

ppp

 

fff

   gliss.              

sfp

fff

   

ppp

sfp

   

       

 

fff

       col legno



   gliss.           

 

arco

Cb.



fff

Vc.

gliss.

Perc. 3

Perc. 4

   

Perc. 2

sf

  

ff

ff

   gliss.

  

  



 gliss. 

 

 

ppp

ppp


  

Fl. 1

 

Fl. 2

 

Ob. 1

 

Ob. 2

 

Eng. Hn.

 

Cl. in Bb 1

 

Cl. in Bb 2

 

13

Picc.

Bs. Cl.

Bsn. 1

Bsn. 2

  

    sfp   gliss.  gliss.

  sfp   gliss.        sfp   gliss.    sfp gliss.

    sfp   gliss.   sfp gliss.

  sfp   gliss.    sfp

3

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

fff

3

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

fff

3

                 p fff

   

35

A

         pp sf          pp sf

           pp sf

          

            sf

fff

fff

fff

sf

            sf

ppp

    

      sfff ppp        ppp sfff       

       p  pp        pp 3 fff           p    a2                  

     

     sf      

 

Tpt. in Bb 1, 2

 

Tpt. in Bb 3

 

Cbsn.

Hn. in F 1, 2 Hn. in F 3, 4

        fff a2         

       

3

       

3

fff

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

pp

p

gliss.    

  

mfp

gliss.

a2

3

fff a2

3

mfp

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

p

sf

sf

gliss.

mp

Perc. 2

Perc. 3

Perc. 1

Perc. 4

Hp.

Vn. I

Vn. II

Va.

Vc.

Cb.

gliss.

    

   

 

sfp

sfp

mf

      sf



sfp

3

  

    sfp       

(behind bridge)

     

     

fff sul C

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

fff

 gliss.    

 

                         

fff sul C

Tuba

(behind bridge)

     

    

                   mp f

ppp

Cowbells

sfff

                  pp mp sfff

                                pp  fff p sf      

            sf fff

3

sfp



   

ppp

div.

p

       pizz.                       sf 3

      pizz.                      sf

p

3 



mf

p

3

  1

sfff

    sfff

        

div.

ppp



A

sfff

ppp

     ppp  div.      ppp

   1

3  

sf

   

sf

   

sf

  1

mf


36

 

Eng. Hn.

Cl. in Bb 1

Picc.

18

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Cl. in Bb 2

Bs. Cl.

    mf

    f

   

          mp

     mp

     mp

     mp

mp

     mp      mp

ff

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2



Hn. in F 3, 4

Tpt. in Bb 1, 2

 

Tpt. in Bb 3

 

Tbn. 1, 2

Tbn. 3 Tba.

            mp

3 3

f

         mp

f



mf

 

    mf      mf

f

    f

    f

gliss.            p

mf Tbn. 3 gliss.

mf

   

     

p

         Tuba  mp

 

mf

 

Perc. 2

f

Perc. 3



Cowbells

Perc. 4

Timp.

Perc. 1

Hp.

Vn. I

 unis.         mp

 

Vc.

Cb.

Cans

          

mp

ff

ff

    

f

    

 

 

  



      

  

    

 

    A

  sf

mf

sf



col legno

         

sf

    

mp

D

mf G

   

mf

mp

   

   

 

f

mp

sul C

     

mf

mp

      

col legno

        3 

    

mf sul G

unis. col legno

Va.

ff

sul G

col legno

unis.

Vn. II

   

  

mp

    

    

sf

mf



col legno

         

    

mp

sf

 

 

sf

  

 

col legno

 



mp




   22

Picc.

 

Fl. 1

 

Fl. 2

 

Ob. 1

 

Ob. 2

 

Eng. Hn.

 

Cl. in Bb 1

 

Cl. in Bb 2

          mf

mf

          mf

mf

     mf

    

     

    

     f

f

    

f

f

     

      f

mf

f

mf

    

    

      mf

f

37

    

f

Bsn. 1

Bsn. 2

Bs. Cl.

Cbsn.

Hn. in F 1, 2



Hn. in F 3, 4

Tpt. in Bb 1, 2

Tpt. in Bb 3

 

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

Hp.

Vn. I

p

   p

Tbn. 3



   





sfp





p



sfp

3

          

solo

  

fff

    mp



     



sfp

     

p

   

    

mf

mf

 

 

 

    f

           mf

          

 

          

          

 

Va.

  

Vc.

 

mf

      mf

 

 

f

f

      f

 

arco

 

gliss.

 

 

 

   

  

 gliss. 

 





  





 

 

  

sfp

sfp

arco

sfp

 

gliss.

   

  

ppp

ppp

ppp

3

3

   

  

Vn. II

Cb.

 

Perc. 3

 

Perc. 2

Perc. 4

  


38

 

Fl. 1

Fl. 2

25

B

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Picc.

Cbsn.

Hn. in F 1, 2



Hn. in F 3, 4

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 1, 2

 





ppp

Tbn. 3 Tba.

Timp.

Perc. 1

 

  

Hp.

Vn. I



 

a2

fp gliss.

  

fp

ppp

  

f

  p

 

gliss.

 

fff

pizz.

pizz. gliss.

  

     

    

        mf

 

 

  

pizz. gliss.

mp

      mp

pizz.

B

       

mp

 

        

   

gliss.

f

  

pizz. gliss.

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

Vc.

Va.

f

  



 

Vn. II

Cb.

 

Perc. 3

 ppp

 

Perc. 2

Perc. 4



  

gliss.

sf

 

sf gliss.

 

sf gliss.

sf

  sf

mf



     

    

 



 



 


 

Ob. 2

Eng. Hn.

Cl. in Bb 1

30

Picc.

Fl. 1

Fl. 2

Ob. 1

Cl. in Bb 2

Bs. Cl.

        

   

             fff

fff

fff

       fff         fff        

              

fff

 

Bsn. 2

Cbsn.

  

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

   

Perc. 2

Perc. 3

Perc. 4

Hp.

Vn. I

  

gliss.

mf

      

 

Va.

    

 

Cb.

           f

       f          

     f

fff

          f

       

arco

non div.

fff

f

fff

 

 

 

 

mp

mf

                                    f                   

mp

f

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

        mp mf f a2    

f

f

   

 

  

fp

f

  

p

f

                  

                

 

             arco         

                    fff

                                                    

       

                       fff

fff

f

                   

      fff      

non div.

       

Tambourine

   

 



         



    

           

            

f

 

        

f

Vc.

mp

arco

Vn. II

           

          

Tbn. 1

  

           

f

Hn. in F 3, 4

          

Hn. in F 1, 2

          

             fff

39

          

             fff

       

          

            

Bsn. 1

  

     



    

 

         

   



   



f arco

f arco

          f

sfp

sfp

  

 

 



ppp



ppp



 



 

f

f


40 Picc.

Fl. 1

Fl. 2

Ob. 1

 35           fff         fff         fff      

   

         fff

Ob. 2

fff

        fff             fff       

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

           

   

fff

 

Bsn. 1

Cbsn.

Hn. in F 1, 2

 

Hn. in F 3, 4

Tbn. 3 Tba.

Timp.

Perc. 1

  

  

Perc. 2 Perc. 3 Perc. 4

Hp.

Vn. I

mp

Tbn. 3 mp

 gliss . 10

gliss . 10

 

mf

 

mf

 

f

              unis.

fff

              

Va.

  

Vc.

     

fff

sf

Cb.

       sf

                      f ff       fff                     f ff fff                   fff



   

  

f

f

           

                                             fff                                fff                                   

       fff            

fff

     fff       

            fff

  

fff



        

    

    

    

    

            

 

                                 fff                            p Bs. Drum f                    

  

 

       

fff

Vn. II

       

 

unis.

        



mf

  

     

       

fff

   mf  

 

Tbn. 1, 2

      

fff

   

Tpt. in Bb 3

      

        

     

Tpt. in Bb 1, 2

fff

 

  

       

       

 

Bsn. 2

      

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

 

Bs. Cl.

fff

sf

mf

                       fff                       fff                

                     fff

sf

fff

fff

sf

fff

fff

                  

          sfp fff       fff

   sfp

        fff sfp           fff sfp          fff

sfp

 

   

sfp

   sfp     sfp

  sfp

   

sfp

   sfp 

  sfp

   

sfp

       

sfp

sfp


 

39

Picc.

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Cbsn. Hn. in F 1, 2 Hn. in F 3, 4 Tpt. in Bb 1, 2

Tpt. in Bb 3 Tbn. 1, 2 Tbn. 3 Tba. Timp.

Perc. 1

   

           fff  

Perc. 4

Hp.

Vn. I

Vn. II

Va.

Vc.

Cb.

 

 

f play with reed



   

f play with reed



       

    



   

f play with reed



   

f play with reed



   

f play with reed



    f

                     

 

 

  

  

(put the bow down)

(put the bow down)

(put the bow down)



 

 

 

 

 

     pizz. f      pizz.

       f    p

   p

 

 

 

 

mf

mp

f

f



 

            



            



           



            



             



            



           



           



            

                                                        mp



           

 

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

         

 

            sfff         sfff

 

 

        

         

     

       

  



  

 

  

 

  

 

  

 

  

 

     

                           f           

                





  

  

  

  

         

  

41  

  

fff

pizz.

      

C

 

fp

                     

sfff sfff

    

f play with head-joint

   

     sfff sfff        

    

    



   

Slapstick

 

    

f play with head-joint

fff



    

 

play with head-joint

fp

 



   

f play with reed

Perc. 3



   

 

f play with head-joint

f

Perc. 2

C play with  head-joint           f play with  head-joint         

  

        sfff          

sfff

f

  

       


42 Picc.

 

 

Ob. 2

 

Eng. Hn.

 

Cl. in Bb 1

 

Cl. in Bb 2

 

Bs. Cl.

 

Bsn. 1

 

Bsn. 2

 

                           

 

Ob. 1

Hn. in F 1, 2

 

Fl. 2

      

 

Fl. 1

Cbsn.

43

 

          

     

  

     

  

     

  

     

  

     

  

     

 

               

      

     

  

     

  

      

  



                                                                       

          

a2

a2

           

                                             

       fff     

 

fff

  fff        fff            

    

  

 

fff

      fff      

fff

fff

 

fff

                     

 

 

fff

 

fff

fff

      

Tpt. in Bb 1, 2

Tpt. in Bb 3

   

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

10



fff

   





fff

f

Perc. 4



Vn. I

Vn. II

Va.

Vc.

Cb.

              

            

          

 

              

            

 

                         

    

         

mp

    

                     

        

Perc. 3

Hp.

            

                                    p

           

fff

   

a2

a2

   

      

 

Perc. 2



           

fff

gliss.

fff

10

            

gliss.

  

    fff

Hn. in F 3, 4

Cowbell

  

 

    

        mp

     



 

 

f

        f

          

pick up the bow

pick up the bow

pick up the bow



       

        


47

43

 

Fl. 1

 

Fl. 2

 

Ob. 1

 

Ob. 2

 

Eng. Hn.

 

Cl. in Bb 1

 

Cl. in Bb 2

 

Bs. Cl.

Bsn. 1

Bsn. 2

Picc.

Cbsn.

Hn. in F 1, 2

     

       

     

       

Hn. in F 3, 4 Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

  

   

  

Perc. 2

 

 

Hp.

Vn. I

     

  

Va.

 

   

 

   

 

   

 

sfffp

sfffp

 

sfffp

 

  

 

  

 

 

 

sfff

sfff

 

   sfff

 

  

 

 

 

 

 

 

 

 

 

sfff

      f

     f

arco

arco

 

arco

 p

 

 

 

 

Vc.

sfffp

Vn. II

Cb.

     

Perc. 3

Perc. 4

   

 

   

 

 mp

 p



 

 

 

 

 

 

sfppp

sfppp

sfppp

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

   



sfffp

 

sfffp

                  

      sf

ppp dolce

sfp

 

                   gliss. with harmonics

  

 

 


44

  

 

 

Ob. 1

 

Ob. 2

 

Eng. Hn.

 

Cl. in Bb 1

 

 

 

 

 

  

51 D Subito

Picc.

Fl. 1

Fl. 2

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2

Hn. in F 3, 4

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

  

fff

          fff

          fff

fff          

         fff           fff

          fff

fff

          fff                   fff

         fff

           

 

  

fff

fff

Tbn. 3

 

Perc. 3

Perc. 4



Perc. 1

Perc. 2

Hp.

Vn. I

Vn. II

Va.

f

 

 

          frog

fff frog

mf

f









         





               

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

      

f

       

    

fff

fff

 

              

       

            f             f

        fff

fff 

    

F#

                    

fff



   



  



     

pizz.

pizz.

pizz.

 f

 f

 

   

fff

       fff               

   

              

       

        fff

fff

p

   

 

fff

        

  

    fff    

 

 

fff

  

fp

 

fp

  

  

   

  

  

  

fp

      

 

 f

 

arco

frog

arco

frog

arco

  fff

 

 

f

   

                          

            mp f     

fff

  

cans

    

       

fff

                          fff

                          fff frog

Cb.

mp

            fff frog                

fff frog

Vc.

         mp mf f         

s. glis

D Subito

mp

  



                              mf  mp                

  

 

       

fff

 

   

fff

fff

 

     

         

      

   

 

fff

  

frog

fff

 

 

 

 

frog

fff frog

  fff


  

 

 

 

 

 

 

 

54

Picc.

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

 

Bs. Cl.

  

Perc. 1

Vn. I

  

fff

    

 

 

 

    fff   

 

       

 

      

                                     

  

ff

  

 

ff

gliss.

45 

                                                         

  

              

   

                                       

fff

            fff          

                   

fff

10

mf

mf



     fff         

gliss.

 

mp

 

f

10

Tbn. 3

   

f

mf

mp

    

  

      

 

       

   

  

f

f



 

             

 

              

fff

   



 

    

     

Vn. II

Va.

     fp

       

       

         

 

     

fff

  

fff

mp

             

 

mp

     

     

    



     sf

   

Bs. Drum

          

           

sf

         

f

 

                                                  

                                 

         

       

           

   

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

   sf

f

  

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

     

       

                             

fff

f

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

   

       

      

 

 

Vc.

       

 

  

fff

mf

    

Cb.

fff

   

  

 

Perc. 3

Hp.

  

fff

 

  

fff

Perc. 2

Perc. 4

fff

 

 

  

 

Tbn. 1, 2

Timp.

  

 

   

Tpt. in Bb 3

  

fff

fff

     

Tpt. in Bb 1, 2

fff

   

 

  

  

 

fff

  

Hn. in F 3, 4

Tbn. 3 Tba.

 

 

Bsn. 2

Hn. in F 1, 2

fff

 

Bsn. 1

Cbsn.

 

  

 

sf


46

     

     

    

     

Ob. 2

    

Eng. Hn.

     

Picc.

57

sfff

Fl. 1

sfff

Fl. 2

sfff

sfff

     

     

     sfff     

sfff

Cl. in Bb 2

sfff

Bs. Cl.

Bsn. 1

Perc. 1

Perc. 4

Hp.

Vn. I

          

        

    



   



   



   

sf



     fff         

fff



 pizz.

      

pizz.

sfff

  

sfff

     

      

                                       

 

             

 

  

sfff

  

sfff pizz.

  

sfff pizz.

  

sfff

   sf

   

   

Bs. Drum

        

 f

          

sf

 

f

 

           fff arco

           fff arco

            fff arco             fff arco            fff

arco

                             

                   

          

     f sf

   

          

       

                          

pizz.

     

                         

           

  

sfff

fff

sul G        

            

fff



fff



                                   

sf

sfff

Cb.

fff             

sfff

sfff

Vc.

      

                                                   

sfff

sfff

Va.

      

sfff

    

      

sfff

sul G

Vn. II

      

fff

sfff

          sfff sfff      

Perc. 3

   

        

        

Perc. 2

fff

fff

sfff

Timp.

   

sfff

Tbn. 3 Tba.

fff

   

sfff

Tbn. 1, 2

   

fff

sfff

Tpt. in Bb 3

fff

sfff

Tpt. in Bb 1, 2

   

fff

       sfff   

Hn. in F 3, 4

   

sfff

Hn. in F 1, 2

fff

sfff

Cbsn.

   

fff

    

Bsn. 2

   

fff

sfff

Cl. in Bb 1

fff

fff

sfff

Ob. 1

   

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

       

 

sf


      60

Picc.

sfff

Fl. 1

    

     

sfff

Fl. 2

sfff

Ob. 1

     

     

sfff

Ob. 2

sfff

     

Eng. Hn.

sfff

     

Cl. in Bb 1

sfff

     

Cl. in Bb 2

sfff

     sfff     

Bs. Cl.

Bsn. 1

sfff

    

Bsn. 2

sfff

Cbsn.

Hn. in F 1, 2

     sfff     

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 1, 2

Perc. 1

 

 

 

 

 

 

 

 

 

 

       



       



fff

     

fff

     

fff

     

fff

fff

fff

        

fff

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

fff

       

 

 

 

 

 

 

fff

 

 

 

 

 

 

 

sfff

 

 

sfff

 

 

 

 

 

 

 

 

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

sfff

 

sfff

      



 

 

         sfff sfff         

 

 

 

 

         

 

 

 

sfff

sfff

a2

sfff

a2

sf

 

     sf

 

a2

sfff

      

a2

sfff



sul G        sfff

       sul G

sfff

       sfff

      sfff

       sfff

 pizz.

  

sfff pizz.

  

sfff pizz.

  

sfff pizz.

  

sfff pizz.

  

sfff

             

fff arco

       

fff arco

      

fff arco

               

   fff arco           fff       

       

sfff

     

sfff

   

               f p sf sfff  gliss.   sfp

 

mf

f

   

   

gliss.



gliss.



gliss.

 gliss.



gliss.



    

  

          p sf

f Tbn. 3

sfff

            

fff

arco

 

   

Slapstick

Cb.

 

     

        

sfff

Perc. 4

Vc.

     

fff

sfff

Va.

 

sfff

Perc. 3

Vn. II

fff

Vn. I

 

 

Perc. 2

Hp.



 

sfff

fff

 

sfff

Timp.

   



     

        

Hn. in F 3, 4

Tbn. 3 Tba.

 

ff

 

 

   

 

    

 

    

 

    

 

p

p

p

p

p

    ff

 

    

   

  

pizz.

 0    0   ff

pizz.

 

 

   

 

f

       

       

mf

f

            mf

ff

f



   

 

   

 

   

sfp

      mf 

Small Chinese Gong

 



 



 

 



sfp

sfp

47

mf


48 Piccolo

   

III Misterioso Malinconia q = 60   





Flute 1

 

 

 

Flute 2

 





Oboe 1

 





Oboe 2

 





English Horn

 





Clarinet in Bb 1

 





Clarinet in Bb 2

 





Bass Clarinet in Bb

 





Bassoon 1

 





Bassoon 2

 

 

 

 

 





Contrabassoon

Horn in F 1, 2

 

  



mf

p



mf

p

Horn in F 3, 4

 

 

 

Trumpet in Bb 1, 2

 

 

 

Trumpet in Bb 3

 

 

 

Trombone 1, 2

 





 

 

 









Trombone 3 Tuba

Timpani

Percussion 1

       

Percussion 2

 





Percussion 3

 





Percussion 4

  





 





 









Harp

Violin I

  

Misterioso Malinconia q = 60   

Violin II

 

 

 

Viola

 

 

 

Violoncello 1

       



ppp

Contrabass

 

    

mf

sfff

ppp

     tutti

ppp



sfff

p

mf

sfff

mf

    

ppp



    

sfff

p

  3    

 pizz.      mf 

arco

     3

ppp dolce

3 3

mf

arco sul D



Violoncello

pizz.



     

Vc. 1 solo

fff

 p

3

 

   3 

ppp dolce

3

3

f

 

 


49

   



Fl. 1

 



Fl. 2

 



Ob. 1

 

 

Ob. 2

 



Eng. Hn.

 

 

Cl. in Bb 1

 



Cl. in Bb 2

 

 

Bs. Cl.

 

 

Bsn. 1

 



Bsn. 2

 

 

 



 

 

 

Tpt. in Bb 1, 2

 



Tpt. in Bb 3

 



Tbn. 1, 2

 



 

 

   





Perc. 2

 



Perc. 3

  

 

Perc. 4

  

 

 



 





8

Picc.

Cbsn.

Hn. in F 1, 2

  

Hn. in F 3, 4

Tbn. 3 Tba.

Timp.

Perc. 1

Hp.

Vn. I

   

  

Vn. II

 

 

Va.

 

 

 3 3 3       3

Vc. 1

  3

  

2

mp dolce

 

Vc. 8

Vc.

 

Cb.

 

    3

3

mp dolce





3

3

 

 

2

2



  sul G

  3

 

1

f



 1 1  1      1

2

   

3

2

3

3

 3

3

1

 Vc. 8 solo

 mp

3  3 3    3  3

   

 

gliss.

f

3


50 Picc.

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 



 

 

 

14

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2

 

Hn. in F 3, 4 Tpt. in Bb 1, 2 Tpt. in Bb 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

  

Perc. 2

Perc. 3

Perc. 4

Hp.

Vn. I

Senza misura

 

 

 

Vn. II

Va.

Vc. 8

Senza misura



3 3   3 3        3

Vc.

Cb.

f

 ppp   p





q = 70

   

 



       

 

 

 

 

 

 

hei zo zo f whispering

 

hei zo zo f whispering



 

hei zo zo f whispering



hei zo zo f whispering



hei zo zo f whispering



 

hei zo zo f whispering



hei zo zo f whispering



hei zo zo f whispering



 

hei zo zo f whispering



hei zo zo f whispering



 

hei zo zo a2 f whispering



 

hei zo zo a2 f whispering



 

hei zo zo a2 f whispering



  

 

 

 

hei zo zo f whispering



hei zo zo f whispering



 

hei zo zo f whispering



hei zo zo f whispering



 

hei zo zo f whispering

   

 

hei zo zo f whispering

   

 

hei zo zo f whispering

   

 

hei zo zo f whispering

      

hei



vocalize

zo



 

 

zo

zo

zo

zo

zo

zo

zo

zo

zo

zo

zo

zo

zo

zo

zo

zo

zo

zo

zo

zo

zo

zo

zo

hei zo zo f whispering

 

zo

hei zo zo f whispering

hei

    

zo

 

f whispering



q = 70



zo



 

hei zo zo f whispering



improvise with the motive in any register, tempo and dynamics pizz. ca. 35"





hei zo zo f whispering



 

 

f whispering

zo

 

zo

  

zo

zo

zo


51

 

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Cbsn.



Hn. in F 3, 4

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 1, 2



Perc. 2

Perc. 3

Perc. 4



Vn. II

Va.

17

Picc.

Hn. in F 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

Hp.

Vn. I

  

 

Vc. 3



Vc. 3 solo 3

4  1 3 3       1 1 3      3

2

mf

Vc.

Cb.

     

2

2

4

f

sul C

   



 

 3

 

3

3 3          

3

mf

                         f p f ricochet

5

  

p

   f

3  ppp

         p 


52 Picc.

 

22 Senza misura

Cbsn.

Hn. in F 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

  

Perc. 4

Hp.

Vn. I

Vn. II

Va.

Vc. 5

Vc.

Cb.

 

Vc. 5 solo



mf espress. molto

  

                dim. poco a poco mf    

 

1 1

 1

1



1 

hei zo zo f whispering

hei zo

hei zo zo f whispering

hei zo

hei zo zo f whispering

hei zo

hei zo zo f whispering

hei zo

hei zo zo f whispering

hei zo

hei zo zo f whispering

hei zo

hei zo zo f whispering

hei zo

hei zo zo f whispering

hei zo

hei zo zo f whispering

hei zo

hei zo zo f whispering

hei zo

hei zo zo f whispering

hei zo

hei zo

hei zo

zo

 f whispering

hei zo zo f whispering

hei zo

hei zo zo f whispering

hei zo

hei zo

hei zo

         

 

improvise with the motive in any register, tempo and dynamics

   1

hei zo

         

 

 



 

hei zo zo f whispering

       

  Senza misura

hei zo

         

 

hei zo zo f whispering

         

 

hei zo

         

 



hei zo zo f whispering

       

 

Perc. 3

hei zo

         

 

Perc. 2

hei zo zo f whispering

         

 

hei zo

         

 



hei zo zo f whispering

         

 

Tbn. 1, 2

hei zo

       

 

Tpt. in Bb 3

hei zo zo f whispering

       

 

Tpt. in Bb 1, 2

hei zo

         

 

Hn. in F 3, 4

hei zo zo f whispering

         

 

hei zo

         

 



hei zo zo f whispering

       

 

Bsn. 2

hei zo

         

 

Bsn. 1

hei zo zo f whispering

         

 

Bs. Cl.

hei zo

         

 

Cl. in Bb 2

hei zo zo f whispering

       

 

Cl. in Bb 1

hei zo

         

 

Eng. Hn.

hei zo zo f whispering

         

 

Ob. 2

hei zo

         

 

Ob. 1

hei zo zo f whispering

       

 

Fl. 2

f whispering

 

Fl. 1

         

 

1

        vocalizing

        

ca. 35"

 

 (fade out)

hei

zo

 

  

zo

 


24 Senza misura

Picc.

 

Cbsn.

Hn. in F 1, 2

Timp.

Perc. 1

Perc. 4

Hp.

Vn. I

Vn. II

Va.

Vc. 7

hei zo zo f whispering

    

hei zo zo f whispering

    

hei zo zo f whispering

    

hei zo zo f whispering

    

hei zo zo f whispering

     

hei zo zo f whispering

    

hei zo zo f whispering

    

hei zo zo f whispering

     

hei zo zo f whispering

     

hei zo zo f whispering

    

hei zo zo f whispering

     

 

hei zo zo f whispering

     

 

hei zo zo f whispering

    

 



hei zo zo f whispering

    

 

 

 Senza misura 

 

 

    

hei zo zo f whispering

    

 

             

hei zo

zo

  dim. poco a poco

(fade out)

53               hei zo hei

       hei zo hei

       hei zo hei

       hei zo hei

       hei zo hei

       hei zo hei

       hei zo hei

       hei zo hei

       hei zo hei

       hei zo hei

       hei zo hei

       hei zo hei

       hei zo hei

       hei zo hei

       hei zo hei

       hei zo hei

       hei zo hei

       hei zo hei

       hei zo hei

       hei zo hei

       hei zo hei

       hei zo hei

       hei zo hei

 

hei zo hei

 

              hei zo hei

       hei zo hei

 

hei zo hei

 



 

 



 

 

vocalizing

ca. 35"

hei zo hei

mf espress. molto

                        

    

 

improvise with the motive in any register, tempo and dynamics

hei zo zo f whispering

 

Vc. 7 solo

zo

f whispering

 

hei zo

    

 

f

Cb.

    

 

Vc.

hei zo zo f whispering

 

    

 

Perc. 3

hei zo zo f whispering

 

 

Perc. 2

     

 

 

hei zo zo f whispering

 

Tbn. 1, 2

    

 

Tpt. in Bb 3

Tbn. 3 Tba.

Tpt. in Bb 1, 2

hei zo zo f whispering

 

Hn. in F 3, 4

    

 

 

hei zo zo f whispering

 

Bsn. 2

    

 

Bsn. 1

hei zo zo f whispering

 

Bs. Cl.

    

 

Cl. in Bb 2

hei zo zo f whispering

 

Cl. in Bb 1

    

 

Eng. Hn.

hei zo zo f whispering

 

Ob. 2

    

 

Ob. 1

hei zo zo f whispering

 

Fl. 2

f whispering

 

Fl. 1

    

 


54 Picc.

     27

q = 80

  

Fl. 1

  

Fl. 2

Ob. 2

Eng. Hn.

  

  

Ob. 1

 

  

 

 

  

Bsn. 1

  

Bsn. 2

  

Cbsn.

   

 

 

   fff consord.      



       con sord.sf     



 



  sf a2                

 



 

 

 



f

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

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

Tpt. in Bb 1, 2

  

Tpt. in Bb 3

  

Tbn. 1, 2

  

  

ppp

 

  

Perc. 2

  

Perc. 3

  

Perc. 4

   

Perc. 1

Hp.

Vn. I

Vn. II

Cb.

                 mf ff sf             f











  

DbCB E F# G Ab

 fff



 



          

   

   

   

   

  

  

  

   

   

Vc. 12       sf

Vc.

 

sf



sf

Vc. 12

ff

Vc. 11

Vc. 11

mf con sord. Tbn. 3

 

  

Va.

  

sf con sord.

 

  

q = 80

con sord.sf

con sord.



  

fff

         fff     

 

  

sfp

sf

sf

       

       

mf

        

        

 

ff

    ff

  1            

                sf

                 sf 

sfp





    

 

 p

 

sfp

fff





 

fff

fff

 

  1                                           



 



f



    

 



Timp.

 

sfp

 



 

  

   

sfp

 

  

Tbn. 3 Tba.

 

sfp

 

                            f     fff                       

  

Hn. in F 3, 4

  

Bs. Cl.



Hn. in F 1, 2

 

  

  

Cl. in Bb 2







 

sfp

 

  sfp  

 

sfp

 

  

  

Cl. in Bb 1

 

sfp

  



 

 

 

fff dolce



sf

  



fff dolce

sf

 sf



sf


Picc.

Fl. 1

Senza misura

    ppp      32

ppp

ppp

ppp

ppp

Cl. in Bb 1

Cl. in Bb 2

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

 

 

Perc. 3

Perc. 4



Vn. I

Vc. 11

Vc. 12

Vc.

  

 p

 p

sul pont.

Cb.

    

 

   



 

 



 



  Vc. 9 solo improvise with the motive in any register, tempo and dynamics

ppp zo zo vocalizing

 

 



 

ppp

 

mf



 



vocalizing sfp

mf

mf

 

 



 

 

gliss.

 

 



 

 

 

Vc. 9

mf

 

 



 

gliss.

 



 

mp

Va.



 

gliss.



 

(play the cymbal on the head)

Vn. II



 

 



 

 

Senza misura



 

 

 



 

 

mp



 

 

ppp



 

 

  (with Vc. 11, 12)



 

 

Perc. 2

Hp.

 

 

ppp



 

 

  



 

  



 

Hn. in F 3, 4



 

Bs. Cl.



 

 

ppp

55  

 

 

   ppp     ppp    

Eng. Hn.

 

 

   

Ob. 2

 

 

  

Ob. 1

 

 

   

Fl. 2

 

ppp zo

zo







ca. 35"

   

 

 

  vocalizing

         

hei

zo zo hei

fff

zo zo hei

zo zo

    




56 Picc.

A tempo q = 80

           34

f whispering

hei zo zo n f whispering

         

Fl. 1

hei zo zo n f whispering

        

Fl. 2

hei zo zo n f whispering

        

Ob. 1

hei zo zo n f whispering

        

Ob. 2

hei zo zo n f whispering

         

Eng. Hn.

hei zo zo n f whispering

        

Cl. in Bb 1

hei zo zo n f whispering

        

Cl. in Bb 2

hei zo zo n f whispering

        

Bs. Cl.

hei zo zo n f whispering

         

Bsn. 1

hei zo zo n f whispering

         

Bsn. 2

hei zo zo n f whispering

Cbsn.

                     hei zo zo n f whispering

Hn. in F 1, 2

hei zo zo n f whispering

        

Hn. in F 3, 4

hei zo zo n f whispering

         

Tpt. in Bb 1, 2

hei zo zo n f whispering

        

Tpt. in Bb 3

hei zo zo n f whispering

        

Tbn. 1, 2

hei zo zo n f whispering

Tbn. 3 Tba.

                      hei zo zo n f whispering

Timp.

   fwhispering        hei zo zo

Perc. 1

n

hei zo zo n f whispering

        

Perc. 2

hei zo zo n f whispering

        

Perc. 3

hei zo zo n f whispering

Perc. 4

Hp.

Vn. I

          

hei zo zo n f whispering

                               

hei zo zo tutti pizz.

Vc.

  

n

hei zo zo

  hei zo zo

  hei zo zo

  hei zo zo

  hei zo zo

  hei zo zo

  hei zo zo

  hei zo zo

  hei zo zo

  hei zo zo

  hei zo zo

  hei zo zo

  hei zo zo

  hei zo zo

  hei zo zo

  hei zo zo

  hei zo zo

  hei zo zo

  hei zo zo

  hei zo zo

  hei zo zo

  hei zo zo

           hei zo zo

  hei zo zo

  hei zo zo

 

n

        hei zo zo

f hei zo zo

  hei zo zo

n

hei zo zo

n

n

n

n

n

n

n

n

n

n

n

n

n

n

n

n

n

hei zo zo

n

hei zo zo

n

hei zo zo

n

hei zo zo

n

hei zo zo

n

        hei zo zo

n

        hei zo zo

n

        hei zo zo

n

        hei zo zo

n

        hei zo zo

n

hei zo zo f shout

hei zo zo

hei zo zo f shout

hei zo zo

hei zo zo f shout

hei zo zo

hei zo zo f shout

hei zo zo

hei zo zo f shout

hei zo zo

hei zo zo f shout

hei zo zo

hei zo zo f shout

hei zo zo

hei zo zo f shout

hei zo zo

hei zo zo f shout

hei zo zo

hei zo zo f shout

hei zo zo

hei zo zo f shout

hei zo zo

hei zo zo f shout

hei zo zo

hei zo zo f shout

hei zo zo

hei zo zo f shout

hei zo zo

hei zo zo f shout

hei zo zo

hei zo zo f shout

hei zo zo

hei zo zo f shout

hei zo zo

hei zo zo f shout

hei zo zo

hei zo zo f shout

hei zo zo

hei zo zo f shout

hei zo zo

    

 

    

 

    

 

    

 

    

 

    

 

    

 

    

 

    

 

    

 

    

 

    

 

    

 

    

 

    

 

    

hei zo zo

hei zo zo

hei zo zo

 hei zo zo 

hei zo zo

                                                                                        

    hei zo zo

hei zo zo f shout

hei zo zo

hei zo zo

hei zo zo

hei zo zo

f

    hei zo zo

     f shout

        pizz.

 p

    hei zo zo

  

  

 

 

 

  

 

 

 

  

  

 

 

 

  

 

 

 

  

  

 

 

 

  

 

 

 

 

hei zo zo

hei zo zo f shout

f hei zo zo

 

   

f shout

 shout f      

hei zo zo

    

mp mf

hei zo zo

 

hei zo zo

hei zo zo f shout

    

hei zo zo

       

hei zo zo

 

hei zo zo

       

hei zo zo f shout

    

hei zo zo

       

hei zo zo

 

hei zo zo

       

   

hei zo zo f shout

    

hei zo zo

       

f shout

 

hei zo zo

        hei zo zo

    

hei zo zo

        hei zo zo

 

hei zo zo

        hei zo zo

    

hei zo zo

        hei zo zo

 

hei zo zo

        hei zo zo

    

hei zo zo

        hei zo zo

 

hei zo zo

        hei zo zo

    

hei zo zo

        hei zo zo

 

hei zo zo

        hei zo zo

    

hei zo zo

        hei zo zo

 

hei zo zo

        hei zo zo

    

hei zo zo

        hei zo zo

 

hei zo zo

        hei zo zo

    

hei zo zo

        hei zo zo

 

hei zo zo

        hei zo zo

    

hei zo zo

        hei zo zo

  hei zo zo

       

pizz.   shout f       

hei zo zo

    

mp mf f whispering

Cb.

 

A tempo q = 80

f whispering

hei zo zo n f whispering

Va.

hei zo zo

            n hei zo zo   hei zo zo  

hei zo zo n f whispering

Vn. II

 



 

 







 







 

 







 







 

 







 







  

 

stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf stomp on foot sf

stomp on foot sf stomp on foot sf stomp on foot

    

sf

      3

 

  

arco

f f stomp on foot

sf

sf

 




      38

Picc. & other Winds Hn. in F 1, 2 & other Brass Timp.

    

sf

    

sf

    

sf

Perc. 1 & other Perc.

Hp.

Vn. I

Vn. II

sf

      sf

    

 

 

sf

Va.

  

sf

Vc. 1

Vc. 2

  















ha sf

ha sf

ha sf

ha sf

sf

ha sf

ha

sf

ha

 



2

  

ha

sf

  



sf

sfp

 

   2

2

      

  2

 2

     2

  2

2



 

sfp

ppp

 

strike 2

 

  2

  

 

  

 

 

2

  

  2

2

2



    

 2

2

Vc. 12

Cb.

   

strike

   2

sf

  2

  2

p

p

p

p

 2

   3

2

     

 2

5

2

   3

2

2

     

2



5

3

  

5

 2

  2



sfp



sf

ha

ppp

2

  2

2

     

2



  2

 2

2

   3

2

     

2



  2

2

2

  

2

     

2



5

 2

  2

 2

2

 2

  2

 2

5

3

5

2

        

2

2



  2

2



3

5

2

        

2



  2

2



f 2

  2

3

  

5

2

     

2



2

f

 2

   3

     2

2 

5

2



3

5

 2

2

2

        

2



  2

  2

3

   

p

2



2



 2

 2

5

2

     

2



2

 2

f

2



 2

 2

 2

2

2



f only sliding with fingers, no bowing 2 2





f only sliding with fingers, no bowing 2 2





 2

 2

f only sliding with fingers, no bowing

f

2

2



f only sliding with fingers, no bowing

f



f only sliding with fingers, no bowing

f



2

f only sliding with fingers, no bowing

f



 2

f only sliding with fingers, no bowing

f

         3

2

2

5

3





f only sliding with fingers, no bowing

f 2

only sliding with fingers, no bowing

f only sliding with fingers, no bowing

f

f only sliding with fingers, no bowing

f

ppp

2

f

strike

   2

p

ppp

sfp

  

strike

sfp

Vc. 11

ppp



2

  

ppp strike

sfp

Vc. 10

ppp strike 2

2

sfp

Vc. 9

  2

2

sfp

  

p

strike

2

Vc. 8

ppp

sfp

  

strike 2

2

Vc. 7

ppp

     

  

ppp

2 

2

Vc. 6

p

strike

sfp

  

strike

sfp

Vc. 5

ppp

2

Vc. 4

strike

sfp

Vc. 3

ppp



2

strike 2

2

57

p

2



2



f only sliding with fingers, no bowing 2



2



f


58

     

43 A Subito q = 80

Picc.

    

 

 

 

 

 

     sf     

sf

Fl. 1

     sf

Fl. 2

     sf

Ob. 1

     sf

Ob. 2

Eng. Hn.

     sf      sf

Cl. in Bb 1

     sf

Cl. in Bb 2

sf

Bs. Cl.

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2

    sf    sf    sf      sf  a2   

sf a2

Hn. in F 3, 4 Tpt. in Bb 1, 2

sf

Tpt. in Bb 3

     sf

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

     sf        sf       

Perc. 2

Perc. 3

Perc. 4

             

mp

 

Va.

Subito q = 80

Roto Toms (use hands)

mp

          f

F#

  mf

mp

 

  mf

A          

frog

ppp

        sfffp

ppp

sfffp

pizz.        sf

ppp

 

  

p

sf

Vc. 10 solo

   

pizz.

mp

 

    mf

ppp

             

mf



Cb.

             



Vc. 10

mf

sfffp frog

Vn. II



Vn. I

mf

Congas or Tabla (use hands)

sf

ppp

    

     

 

Slapstick



Hp.

sf

Tpt. 1 con sord.

 

arco

p

mf


59

 

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

48

Picc.

Eng. Hn.

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2

solo

 

 



    

mf dolce

 

  





mf

  

  

 



  



p

  



a2 con sord.

p



sfp

Hn. in F 3, 4

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

  

   

Perc. 3



f

 

   

  p

 

Bs. Drum (soft mallet)

mp

           mp

          

 

mp

   

sfp

mp

      

 



Vn. I

 

  



mp

 

Hp.

                mp mf              mf  

Perc. 2

Perc. 4

a2 con sord.

mf

Vn. II

Va.

Vc. 10

 

sf

 

f

 tutti pizz.

           mp



Cb.

  

          



Vc.

f


60

 

Fl. 1

Fl. 2

Picc.

52

 

Ob. 1

solo

p

 

Cl. in Bb 1

 

solo

 p

 

   



 



 

Eng. Hn.



Ob. 2

  

  

 



mf

       

  



 

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2

  



      

mp

 



   

   

p

Hn. in F 3, 4

p

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

  

Perc. 2

Perc. 3

Perc. 4

Vn. I

       



   

             

     

       

   

        

       

         

 

 

             

 

 

  mp

       

Va.

         f

Cb.

 

mp

    



    



Vc.

 

f

   mf

     mf

 

con sord. pizz.

con sord. •pizz.•

       

Vn. II

Vc. 10

 



Hp.

 

   mf

f

    

pizz. mf

f

   f

  

ff

     ff

mp

ff

mp

    

 

mp


61

 

Fl. 1

Fl. 2

56

Picc.

 

Ob. 1

 

Ob. 2

 p

 p

 

Eng. Hn.

 

Cl. in Bb 1

 



p



p

 

 



 



 

 

        

   f

 



 



 



fff



  

fff

 

   



fff

fff

Tpt. 1

 

Tpt. in Bb 1, 2

f

 

Hn. in F 3, 4



  

 

 

Hn. in F 1, 2





Bsn. 1

  

Cbsn.



Bs. Cl.

Bsn. 2

 

     

  

Cl. in Bb 2

 

 

mp

         

     

mp Tpt. 2 con sord.

    mf

Tpt. in Bb 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

  

Perc. 2

Perc. 3

Perc. 4

Vn. I

                    



 

                              

 

 f

 

                  

  

  

 

  

        

  mf

 

con sord. div.

con sord. div.

Vn. II

             

 

 



Hp.

  

    ppp fff     ppp

       mf      



mp



   



mp

       mf      



   



mf

 

 



mp

      mf     



Cb.

   



Vc.

Va.

con sord. div.

fff

 

 fff    

ppp

   f

div. arco

 



     ppp

sf

fff


62 Picc.

  

 

 

 

   

60

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

sf

 

sf

 

  

 

fp

  

  

sf

sf

 

fp

    

sf

sf

   sf

 

Bs. Cl.

 

    

 

Cl. in Bb 2

sf

 

Cl. in Bb 1

 

 

sf

Bsn. 1

Bsn. 2

con sord.

Hn. 1

  

Cbsn.

Hn. in F 1, 2

  

Hn. in F 3, 4

      

Tpt. in Bb 1, 2

Tbn. 1, 2

        f 

Tbn. 3 Tba.

f con sord.

Tpt. in Bb 3

Timp.

Perc. 1

mp

  

        

con sord.

 

Perc. 2

  

Perc. 3

 

  

Perc. 4

Vn. I

       sf

Vn. II

     sf

Va.

mp

    

    

 arco     

sf

Vc.

mp

sf

Cb.

sf

 

mf

     

 

    

       

    

    

          

       

   

   

             pizz.

mf

f

    

   

fp

  

f

fp

     

   

  

    

    

mp

          

          

Hn. 3

f

        

          

            

    

mp

     

 

con sord.



Hp.



 


 

64

Picc.

  

Fl. 1

Fl. 2

Ob. 1

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Tbn. 3 Tba. Timp. Perc. 1

 



 

sf

sf

Tbn. 3 con sord.

    

    



      

  

 

     

      pizz.

  

sf

   

   

     

fff



    

f



f        

     

          

        

  

            

mp

fff

         

mp

ppp

          

   

fff

        

      fff

sf

          fff ppp sf         ppp sf fff      arco        

 

sf  

p

ppp

 

sf

     

 

  

  sf

 

       

p

    

sf

f

  

 

      f         

 

 

fff

mf

sf

63

sf

fff

mp



         

Vc.

 

Va.

Cb.

fff

    

Vn. II





Vn. I

Perc. 3

Hp.

Perc. 2

Perc. 4

Cbsn.

Tbn. 1, 2

 

Tpt. in Bb 3

Tpt. in Bb 1, 2

Bsn. 2

Hn. in F 3, 4

fff

  

Ob. 2

Hn. in F 1, 2

 

sf

       

mp

    

mp

mp

    

                 mp             

 

mp

 

    

       

                      

                  mf                    

f

     f          mp

f

    

      arco

  



p

f

    f


64 Picc.

 

unis.

68

Fl. 1

Fl. 2

Ob. 1

ppp

     

Eng. Hn.

mp

Cl. in Bb 1

Bs. Cl.

   

    

    

 

    

 







 







f



 



ppp

f

ppp

  

  

    

f

   

 

 

f

Bsn. 1



ppp

      mp

Cl. in Bb 2



Ob. 2



   



   

    



  

    



   

     



  

mp

Tpt. in Bb 3

Tbn. 1, 2

Bsn. 2

Cbsn.

Hn. in F 1, 2

 

Hn. in F 3, 4 Tpt. in Bb 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

Perc. 3

Perc. 4

    

        



    

Hp.

Vn. I

        

Perc. 2

     unis.    

 

              

Va.

Vc.

Cb.

       

    

ppp unis.

 

          

 



    

  



  

sfppp unis.

 



sfppp unis.



sfppp

           

  

    

   

 

   

                

            

ppp





f

sfppp

ppp

    

   

Vn. II

   

 

ppp

  





Tpt. 1

mp

          

              

  

    

       

 

            



    



 

ppp

 

 

ppp

 

 

ppp

 

ppp

           

    

   

 


 

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

72

Picc.

Cl. in Bb 1

Cl. in Bb 2

   fff

  

 

 

fff

  p

    p

 

       

 

 

 

f

  

 

 

f

Bs. Cl.

65

 

fade out  



ppp

sfp

Bsn. 1

Bsn. 2

   ppp sfp fade out    ppp fade out

sfp

Cbsn.

Hn. in F 1, 2

 

Hn. in F 3, 4 Tpt. in Bb 1, 2

Timp.

Perc. 1

 

Hp.

 

 

 

 

Vn. I

   

   

Vn. II

 

Va.

Vc.

Cb.

 



  

 

fp

 

 

sfp gliss.

 

sfp

 

 

fff gliss.

   

sfp





  

 





 

    

 

 

     

   

     

   





fff gliss.

fp

 



  

 



 

          

 

 

 

 

 



 

    sf

    sf     sf

    sf     sf

 

 

 

 

 

 

     

gliss.  

 

 

   

 

     

     p

  

   p

p

   p

  p





 

gliss.

fff



 

 

 

Waterphone



 

 

Tbn. 3

mp

 

 

fff

 

ppp

fff

  

 

   fff gliss.  

fp

     

Perc. 3

 

Perc. 2

Perc. 4

a2

mp

Tbn. 3 Tba.

a2

  

Tbn. 1, 2

Tpt. in Bb 3

fade out    

 

sf

 

 

 

arco

 

  

 

 

 

sf

p

sf

  sf

 

mp

mf

  

  

mf

  

 

senza sord.        sf fade out   

 

sfp

ppp


66

 

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

75 B

Picc.

 

Bs. Cl.

 

Bsn. 1

 

Bsn. 2

Cbsn.

   

p

Hp.

Vc. 1

 cresc.

  

  

B  

ppp

    ppp

pizz.

 

ppp pizz.

Vc. 6

 

ppp pizz.

Vc. 7

 

   

Vc. 8

  

 

ppp pizz.

   

 

    

  

  

Vc. 9

ppp pizz.

  

Vc. 10

  

   

 

Vc. 11

Vc. 12

ppp pizz.

  

ppp

 

    

ppp pizz.

 

ppp pizz.

    

 

 

 

   

      

 

 

  

  

  

 

 

 

 

  

  

  

  

  

 

 

 

 

  

    

        

       





fff

mp

 

 

ppp

 

 



 

   

     

 

 

 

 





    





 

 









    









 

 



   

p gliss.

 

 

     

 

gliss.

 

gliss.  

   

  p

gliss.

fff gliss.

  p

fff

p

fff

 

  

 

 

    

 

 

    

   

 

 

  

3

   

 

ppp

  

  

   

 

3

mf

 

 





mf

  



ppp dolce



 

pizz.

Vc. 5



 

Vc. 4

gliss.

ppp dolce

pizz.

Vc. 3

Vc. 2

 

  

   

   

  p

 

fff

p

fff gliss.

p

 

   

fff

p

gliss.  

 

fff gliss.

p

fff

p

   

 

gliss.

 

fff gliss.

p

fff

p

 

 

 


67

 

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

79

Picc.

Cbsn.

 Hp.

Vc. 1

 

      

Vc. 2

  

    

 

       3

3

3

3

   

Vc. 4

Vc. 5

Vc. 6

 

  

 

 

 



 

Vc. 8

f

  f

 

Vc. 9

 f

 

Vc. 10

 f

 

Vc. 11

Vc. 12



     

     

   f

2

4

4

3 2 4  2  2     4

p

ppp

  

    

 

 

      

  

     ppp    

 

             

    



  

      

 



 

     

 

   

      

   

  

  

      p

2

  

p

2

      

    

3 

        3

 

p

1

  3

p



    

 1 1 1 1      1 

1

    

p

 1 1 1 1 1       

  

p

 

 2 2 2 2      

    

  

2

p

f

 2 2 2 2     

p

f

 

f

f

 

f

f

Vc. 7

 

 

 

2

3 3 3 3 3       

mf

Vc. 3

     

3

mf 3

 

 

 3 3 3 3      

    3

 

   p

ppp

  

 

ppp

     ppp

   

ppp

     ppp

   

 

     

 

 

     

 

  

     

 

ppp

   

ppp

    ppp




68

 

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Picc.

Cbsn.

83

Hp.

Vc. 1

 1

1

3

3

3

1

     

       1

Vc. 2



      

1

3

3

3

1

 



2      

3

3

sf

2

    2

2

2

2

2

2

2

2

2

sf

mp

   

      

       

   

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

  

           fff p           

Vc. 6

               

Vc. 7

         

           

Vc. 3

Vc. 4

Vc. 5

fff

fff

fff

fff

p

Vc. 9

           

           

     

          

   

Vc. 10

fff

fff

fff

   

Vc. 11

Vc. 12

          

fff

    f

 f

 f

p

 f

p

p

f

p

           fff

p

                

   

f

p

Vc. 8

2

    

 f

 f

     

   

 

f

p

cresc.

2

2

   

2

2

2

  

2

2

2

2

2

2

2

2

  

    

     

   

  

  

fp

   

fp

 

 

 

fp

fp

fp

fp

 

fp

 

fp

 

   p

        ppp

  

        ppp

  

        ppp         

  

    

 

        

2

p

2

p

    

p

 

 

2

f

p

   

2



 

 

f

p

               



          

2

mp

     

    

 

mp

  



ppp

        

p

ppp

p

ppp

     

       

        

p

ppp

p

ppp

p

ppp

         p

               

        ppp


69

 

            

                f

f

               

         

f

f

f

88

Picc.

Fl. 1

Fl. 2

f

                

Eng. Hn.

Cl. in Bb 1

              

Ob. 2

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Cbsn.

Vc. 1

f

f

Vc. 3

Vc. 4

Vc. 5

Vc. 6

Vc. 7

Vc. 8

Vc. 9

Vc. 10

Vc. 11

Vc. 12

  

 

            

 2 2 2 2 2 2 2          2

f

2 2 2 2 2 2 2                           p fff mf

           

2

           

f

           

 

            f

f

                     f

f

fff

              

p

f

sf

p

f

sf

p

         

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

f

f

sf

p

f

f

f

sf

p

             

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

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

f

f

f

sf

p

f

f

f

sf

p

           

            

fff

fff

fff

fff

fff

   

p

 

p

    f

p

 f

p

p

f

fff



f

p

           

f

                          fff

f

f

fff

f

 

f

sf

p

f

sf

p

 f

 f

      p

 

f

p

            

f

f

p

             fff

p

           

f

                          

         

                               

p

                         

                                                 

f

sf

mp

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

                                             

f

f

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

  

fff

                                                    

f

               

        

              

f

p

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

mf

f

sf

p

f

f

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

f

f

f

fff

Vc. 2

   

f

              Hp.

f

Bsn. 2

   

Ob. 1

                

f

     

     

 

       

p

         p

 

sf

sf

p

         p

sf

p

p

sf

p

p

sf

p

p

sf

p

p

sf

p

p

sf

p

p

sf

p

p

sf

p

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


70

 

93 C

Picc.

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2

 

Hn. in F 3, 4

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

 

   

Perc. 2

Perc. 3

Perc. 4



p

 

Hp.

Vn. I

Marimba (use soft mallets)

  

    

Va.



 

   

   













 

  

tutti

  

fff



 

   

 

 

 

p arco

 

  sf

 

 

p

p

 

 

  

f



 

fff



f

 

p

 

senza sord.

 



senza sord.

p

  

 

 

f

C

 

p

pizz.



  

Vc.

 

Vc. 2



  

 

Vc. 1

   

 senza sord.  

Vn. II



    

mp

Cb.

  

 


97 

Picc.

 

           

            

                

Fl. 1

          

               p               

Ob. 1

p

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

Ob. 2

p                  

Eng. Hn.

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

          

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

Bs. Cl.

    

fff

fff       

 

fff

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

       

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

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

        

          

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

       

fff

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

fff

                 

       

Tpt. in Bb 3

Tbn. 1, 2

Tpt. in Bb 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

p

 

        

Perc. 3

Perc. 4





  

   

   

   

mp

Vn. I

Vn. II

     mf

        fff

            fff

Vc.

Cb.

   

  

 

 

         

       fff         sf

  



     

  

fff

  

 

 

                    

  

 

mf  

ppp

 

 

      



 

f`

mf

 

  

mf

ppp

 

         

    

     

p

   

       





ppp

fff

   

Tpt. 1

     

       

   

fff



      



  

fff

 

fff

Va.

    

 

Hp.

   

mp Roto Toms (use hands)

          

mf Congas or Tabla (use hands)

Perc. 2

  

       

       

Hn. in F 3, 4

  

fff

                   p                   

  

fff

             

Hn. in F 1, 2

  



             

Cbsn.

   

fff

       

p

Bsn. 2

   

 

                  p                                 

  



          

p

Bsn. 1

fff

       

               p

Cl. in Bb 2

 

fff

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

71    



            

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

           

p

Cl. in Bb 1

    

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

p

p

Fl. 2

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

sfppp

sfppp



 sfppp 



sfppp

   

   

 


72 Picc.

101         

   

 

p

       

Fl. 1

   

       p

p

 

    

       p         

Ob. 2

Eng. Hn.

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

      

   

    

     

p

Bs. Cl.

    

p

             

Bsn. 1

p

Cbsn.

Hn. in F 1, 2

   

Tpt. in Bb 1, 2

Tbn. 1, 2

Tbn. 3 Tba.

Perc. 1

Perc. 3

Perc. 4

Hp.

Vn. I

p

     



 



 f



  

 

Vc.

 

   

   

                 

            

             

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

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

       



  

          

        

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

     

     

      

   

    

     mf 

    

ppp

   

   

 

              

 

            

            

       

        

  

   

        

        

                         

sf

 

a2

sf

            

 

   

 

   

 

              

           

     

   

   

   

   

 

 

   

 

   

 

   

  

   

 

   

 

fff

fff

     

   

    

   

           

    

       

           

 

    

  





fff

 

 

  

ppp

 

ppp

 

 

ppp

   

 

     

    

fff

  

fff

fff

fff

fff

   

 

 

        

        



    



    



   

                 



    

      



    

fff

    sfp



sfp



  

    

  

sfp

  

      mf   fff                                

  

   

  

 

fff

   

    

fff

    

  

     

fff

   

   

  

     

fff 

   

   

fff

   

    

fff

   

ppp

Cb.

            

     

a2

  

            

     fff                                     

Va.

  

mf

    

Vn. II

   

         

Perc. 2

   

p

   

Tpt. in Bb 3

 

   

 

             

Hn. in F 3, 4

Timp.

       

Bsn. 2

 

   

p

Cl. in Bb 2

 

             p

Cl. in Bb 1

     

   

            

Ob. 1

    

    

p

Fl. 2

 

 

mf

     

   

 

 

   

 

 

 

 



   

 

 

   fff

  

   p

     p   sf        p sf        p sf       sf

sf

p




73

 

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

105

Picc.

Cbsn.

Hn. in F 1, 2

Hn. in F 3, 4

Tpt. in Bb 1, 2

   



 



 



   

a2 (as high as possible)

sfff a2 (as high as possible)

   

sfff (as high as possible) a2



sfff

   

   

(as high as possible)

Tpt. in Bb 3

 

Tbn. 1, 2

  

 a2 (as  high as possible)      

Tbn. 3 Tba.

Timp.

Perc. 1

Perc. 2

    

Hp.

Vn. I

Vn. II

Vc.

Cb.

sfff (as high as possible)

       sfff

 

sf

   

sfp

sfp

sfp

sfp

 

mf

  

    



                                         sfp sfp sfp sfp sfp     sfp                                         sfp sfp sfp sfp sfp sfp                                                 sfp sfp sfp sfp sfp sfp

sf

     

     sf    

sfp

  

     

  

 

sf

  

(use hard mallets)

                                  sfp

sf

      sf     sf      

  

     

     

       

           

sf

Va.

sfff

                  

Perc. 3

Perc. 4

 

  

  p

 

sf pizz.

p

p

   sf

 

  

 

   pizz. sf    

 

pizz.



     

p

p

mf

 mf



  

 

 

  

 

  

sfp

  

sfp

  

sfp

  

sfp

   

  

   

   

   

Cowbells

p

 

sf

mf

 

              

pizz.

pizz.

mf





 

 

 

 

 

 


74

 

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Picc.

111

Cl. in Bb 2

D

Bsn. 1

Bsn. 2

Hn. in F 1, 2

 

Tpt. in Bb 1, 2

Timp.

Perc. 1

  

  



 

  

     

   

ff

f

Perc. 3

Perc. 4

Hp.

Vn. I

f

                

mp

  

 



sfp

Va.

Vc.

Cb.

   sfp    

 

sfp

  

 

  

 

  

   

 

       







      

   

fff

ff

mf

 

sfp

     sfp      sfp

     

              

 

sfp

  

 

 

   

sfp

   

 

fff

 

sfp

  

Vn. II

 

    



     



fff

 

  

fff

  

f

  

 

f

 

Perc. 2

 

f

Tbn. 3 Tba.

  



Tbn. 1, 2

 

Hn. 1 solo senza sord.      

Hn. in F 3, 4

Tpt. in Bb 3

   fff

Cbsn.

 

fff

Bs. Cl.

  

      

    sfp

   sfp     sfp

  

   

  

sfp

   

sfp

sf

sfp

  

 

sfp

  

    sfp     sfp

    pizz.





 

mf

 

  

pizz.

sf pizz.

  

sf pizz.

  

sf pizz.

   sf   

 

   p

 

            

sfp

 

  

      

fff

sfp

  

sf

 

            f     sf          

  

 

  

 mf

 

 D               

 

p

p

p

    p

  p

       p p

f

 

f

  p


 

115

Picc.

Fl. 1

Ob. 1

Ob. 2

Bsn. 2

Cbsn.

Tpt. in Bb 3

Tbn. 1, 2

Perc. 1

                mf             

 

fff

 

            mf

  

          

 

sim.

   

sim.

 

sim.

 

         

sim.



      fff

   

fff

   

fff

   

fff

  



 

      fff

  

          

    fff

     fff

     fff

fff

fff

   

fff

    fff

      

    fff

fff

      

fff

fff

  

fff

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



fff

      fff       

    

  

fff

      

           

 

sim.

    fff

      

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

sim.

        

 

sim.

mf

 

 

mf

 

  

  

f      f

f



Perc. 4



 





f

          



            

 







f

 

 

  

     

     

  

            

  

  

   f

       

   

    fp   fp

   

   







f

 





   

f



ff

 

75

f

   

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

 

 

Perc. 3

Cb.

mf

Vc.

    

Va.

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

mf

 

Vn. II

 

  

Vn. I

mf

fff

Perc. 2

Hp.

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

 

Tpt. in Bb 1, 2

Timp.

mf

      

Hn. in F 3, 4

Tbn. 3 Tba.

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

fff

Bsn. 1

mf



 

Bs. Cl.

Hn. in F 1, 2

 

Cl. in Bb 2

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

 

Cl. in Bb 1

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

Eng. Hn.

mf

Fl. 2

   

  

  

  



  

     

 

  

   

 

 f


76 Picc.

 

    

    

    

119

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

f

sf

f

sf

f sf       

     f

sf

f

sf

          f

sf

     f

sf

f

sf

        

f

     

f

      

 

  

 

senza sord. a2

         p

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 3 Tba.

Timp.

Perc. 1

f

Tbn. 1, 2

sf

p

sf

sf

  

  

sf

ppp

ppp

fff

 



Perc. 4



Vn. I

   

   

Vn. II

Va.

sf

sf

    

Vc.

Cb.

    sf     sf

 

p







fff

  











 



sf

f

 

sf

                ppp

fff

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

ppp

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

fff

p sf

p sf

fff



ppp

                           

fff



p sf

     

p sf

arco

sf

sf

                           

fff

 



sf

Perc. 3

 

               



sf

sf

 

sf

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

fff

sf





sf

Hp.





 

sf

sf



 

sf

sf

Perc. 2



   

                      

ppp

gli ss.

 

                         

 

   

ppp a2

 

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

   

sf

a2

 

sf

p

sf

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

p

sf

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

     p fff     

sf

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

    

    sf        6              6  f 6 6             

Hn. in F 3, 4

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

fff

ss. gli

senza sord. a2

           

sf

fff

 

    

ss. gli

Hn. in F 1, 2

 

fff

Cbsn.

 

    

f

fff

Bsn. 2

 

   

 

                            sf

p sf

p sf

sf

ppp

fff


124

    

Picc.

Fl. 1

Fl. 2

        

    

    

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

   

Bsn. 2

Cbsn.

Hn. in F 1, 2

Hn. in F 3, 4

    

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

                 mp

mp

 

  

 

  

 

senza sord.

mp

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

senza sord.

                                       ff f                                       f ff              

   

  

mf

mp

mf

  











Perc. 2

Perc. 3

Perc. 4



Hp.

Vn. I

Vn. II

Va.

Vc.

Cb.



 

 

   



 



                                        f

ff

  

mp

  

  

mp



   

    

                                       mp                                           p p mf mf  mp                                                        p p mf mf mp                                                                   p p mf mf mp                                  mp fff fff                                   mp fff fff                                       mp  fff fff                     

   

Bsn. 1

77                  

 

               p arco

 



 

            



         

                     p p mf mf arco                p sf p sf f             mf

arco

p

sf

p

mf

p

sf

mf

     mf



   

   p

  

p

    p

 

    p

    p


78 Picc.

            129

            

Fl. 1

             

Fl. 2

            

Ob. 1

             

Ob. 2

             

Eng. Hn.

            

Cl. in Bb 1

         

Cl. in Bb 2

         

Bs. Cl.

           

Bsn. 1

           

Bsn. 2

Cbsn.

Hn. in F 1, 2

Tpt. in Bb 3

Tbn. 1, 2

Timp.

Perc. 1

  

Perc. 4

Hp.

Vn. I

      mf

       mf       

    fff

    fff

mf

       

mf

    mf

  

fff

   

  

     fff

     fff

mf

     

     fff

mf

     

    fff

mf

      

    fff

mf

      

fff

mf

 

 

       mf      mf

  

     

 

sf

f

sf

f

sf

     f

sf

    

    

f

sf

f

sf

f

sf

f

sf

    

    

     f

sf

  

 

mp

mp

 

senza sord.

mp

 

mf

 



 

        

 

         

mf

mf

 

Vc.

       



 

       

 

       

mf

 

mf

mf

       

  

       

  

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

 

 

f

f

 

f

 

 

f

 

f

f

   

ff

  

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

f

mf

f

f

f

   

  



sf

    

  

a2

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

f

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

f

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

a2 f

fff

f

fff

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

f

f

  

    f

sf

sf

  sf

 

ff

mf

      mp   

mp

f

 

f

ff

f

ff

f

        

 







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

     fff



ff

fff

mp

 

     

  mp                                          



ff

     

sf

    

   

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

  

Va.

f

fff

 

 

 

Tba. senza sord.

 

mf

 

mp mf ff          6              6 mfp fff   6 6             mfp  fff   senza sord.         



  

mf

 

fff

  

f

   

   

 

fff

    

    

f

 

Vn. II

Cb.

    fff

    

Perc. 2 Perc. 3

    fff

 

Tpt. in Bb 1, 2

   

mf

 

Hn. in F 3, 4

Tbn. 3 Tba.

   

 

mf

f

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

f


  

   

133

Picc.

Fl. 1

Fl. 2

Eng. Hn.

Tbn. 3 Tba.

Timp.

Perc. 1

Perc. 3 Perc. 4

Hp.

Vn. I

mf

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

mf

mf

ppp

ppp

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

 

fff

  

fff

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

fff

fff

  

ppp

  

ppp

fff

fff

mf



  

  

  

  

  

  

  

  

  

  

fff

f

f

             f

fff

f

fff

f

fff

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

           

 

mp

f

   



   



      mp

mp

mp

ppp

 

fff

fff

  



mf



   mf     



f

fff



   

fff

   

fff

  

fff

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

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

mf

 

 



   



  

 

  

 

  

 

     

  

 

                        fff

f

fff

f

fff

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

f

fff

f

 

     mp

   mp      

  

f

        

fff

  

                                                      

fff

                          f

mp

                          f

fff

f

     f       

  

f

                     f

   



  

fff

 



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

  mp    mf    f                                                           mf

 

                       fff f                     

f

 

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

ff

   

f

             f fff                 

mp

 

            

     

mf

  

     



  

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

  

f

mp

   

79    

ff

 

fff

      mp mp                                                        f

 

 

  

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

    

  

ppp

Vc.

ppp

 

ppp

fff

f

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

ppp

  

f



Va.

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

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

  

mf

  

Vn. II

Cb.

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

 

 



  

        

  



 

Perc. 2



   

                       

Tbn. 1, 2

  

           

Tpt. in Bb 3



  

 

Tpt. in Bb 1, 2

  



  

Hn. in F 3, 4



  

 

Bsn. 2



  

   

 

Bsn. 1

Hn. in F 1, 2

 

   

 

Bs. Cl.

Cbsn.

   

Cl. in Bb 2

Cl. in Bb 1

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

Ob. 2

Ob. 1

   



                                       f

fff

f

fff


80 Picc.

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Cbsn.

137 

     

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1





 



 fff 

 



 fff

  

    

    



 





 



  fff

  

fff  fff

  fff









fff

             fff             fff             fff                    

Hn. in F 3, 4

 

fff

           

fff

Hn. in F 1, 2

 

                      

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

    

      

  

     

 

      

      

 

sfff                                                 

          

 

    



    

 

    

 

mf

3

6

fff

              

mf

3

6

3

6

6

6

6

fff

               3

6

6

sfff

Perc. 4



 

Vc.

Cb.

   



               

                fff                  fff

         

                                      

 

               

mf Roto Toms (use hands)

                

                                                                         

 

mf

                   

Congas or Tabla (use hands)

Va.

fff             fff

Perc. 3

Vn. II

sfff     

sfff fff                                                       fff sfff                       mp f         

Perc. 2

Vn. I

sfff

fff

fff

Hp.

     

       

   

              



    

     



    

      fff p      

                                                   

                             p   fff p                                     fff p p                                        p

      

     

                      p                      p

      

fff

fff

p

p

          

                    


81

 

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

140

Picc.

Cbsn.

Hn. in F 1, 2

 

  

  

(to as low as possible)

  

(to as low as possible)

Hn. in F 3, 4

(to as low as possible)

Tpt. in Bb 1, 2

   

(to as low as possible)

Tpt. in Bb 3

  

(to as low as possible)

Tbn. 1, 2

      

(to as low as possible)

Tbn. 3 Tba.

Timp.

Perc. 1

  

Perc. 2

Perc. 3

Perc. 4

Hp.

Vn. I

Vn. II



f

 f

                                                fff                                         

                         

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

                                                                                                   fff

Va.

fff

Vc.

                                                                                     

                                                                                         fff

Cb.

fff


82 Picc.

 

143

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2

 

E  Adagio molto q = 20          fff           fff           fff            fff                fff     fff

     fff     fff

fff

    

fff

      fff       fff  a2    

fff

    fff  a2     fff      a2

Hn. in F 3, 4

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 1, 2

Tbn. 3 Tba.

     fff  a2    



Timp.

Perc. 1

 

 

Perc. 2

Perc. 3

Perc. 4

Hp.

Vn. I

Vn. II

Va.

Vc.

Cb.

fff

a2

fff

   

fff





f



  

                   

      

  

 

  

 

       

       

   

    

   

 

      

 

   

 

 

              

  

  

    

            

 

 

 

 

 

  

 

 

  

  

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

  

 

  

 

    

  

 

 

  

 

 

 

   

 

 

  

 

   

     

   

 

 

 

 

  

   

    

  

  

 

 

 

 

 

 

 

 

 

 

 

 

 

cresc. accel. poco a poco

 

fff

frog              fff frog

                                   fff

frog                                      

 

fff

conductor:

  

 

cresc. accel. poco a poco

 

 

 

            E Adagio molto q = 20  frog              fff   frog             fff

      

 

f (keep the Tempo)

                                         

  

 

 

(keep the Tempo)



 

accel.

  

 

 

 

 

 

   

           

  

 

 

  

    

accel.

  

  

  

 

 

 

 

 

  

 

  

  

 

  

  

   

 

   


151   Picc.

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2 Hn. in F 3, 4

Tpt. in Bb 1, 2

Tpt. in Bb 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

                                                     

    

                          

      

Perc. 4



Va.

Vc.

Cb.

    

Perc. 3

Vn. II

            





















 

     















































 



 



 

 

 

                                                

 

                       

                                  

    

     

                        

 

   

    

 

 

 

 

                        

 

                        

 

                       

 

q = 240

                                                            fff                                        fff                                fff                                                                                                                                                                                                                                                            f                                     

                                               

Vn. I

  

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

Perc. 2

Hp.

                                            

 

 

  

  

q = 240

   

   

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

  

 

ffff

   ffff   

   

ffff

  

 

ffff

  

 

ffff

  

 

     sf  

 

ffff

                  

      sfff   Slapstick

        sfff   Slapstick





    

 

 

 

 

    

 

 

 

    

    

 





 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

fff

fffff

     

fffff

    

fffff

           

fffff

fffff

83

    

 

    

 

    

 

attacca


84 Piccolo

   

IV Misterioso Generoso q = 60 

Flute 1

 

Flute 2

 

Oboe 1

 

Oboe 2

 

English Horn

 

Clarinet in Bb 1

 

Clarinet in Bb 2

 

Bass Clarinet in Bb

 

sfp

Bassoon 2

 

Contrabassoon

 

Horn in F 1, 2

  

Bassoon 1

  





  



 

p

fff

 p



mp a2

Horn in F 3, 4

Trumpet in Bb 1

  

   

 

mp



 

  ff

 

  ff

sfp

Trumpet in Bb 2, 3

Trombone 3 Tuba

   

Timpani

Percussion 1

 

sfp a2

     

fp

Percussion 2

  

Percussion 3

 

Percussion 4

  

Tamtam

 

Harp

Violin I

 

 

  mp

 

Viola

 

Contrabass

sfp

 

  





 

  mf







mf



 

Bs. Drum

 

p

mp

sfp

 

mf



 fp

mf`

 

mp

mp

 





   sf



   

mf

mf

sfp

 

sfp

 









mp sul G

mp

mp

  

sul G

fff

 

 



  sfp  

 

sfp

mf

 

mp

p

Violoncello



     sfp     



sf

 

mp

          Misterioso Generoso q = 60 

Violin II

 

 

sfp

   

mp

sfp

sfp

Trombone 1, 2



sfp

 









f







mp



 

 

sfp

fff

sfp a2

f




  

 

 

5

Picc.

Fl. 1

Fl. 2

 

Ob. 1

 

Ob. 2

 

Cl. in Bb 1

 

Cl. in Bb 2

Bs. Cl.

   f   

Bsn. 1

Bsn. 2

Hn. in F 1, 2

 

Eng. Hn.

Cbsn.

Timp.

Perc. 1



   

Perc. 2



p





p

p

 

p



p

mf

mf

mf

mf

mf



mf

 

mf

 

sfff

 

p

sfff

p

  f

   f  

f

   



 

 

 

pp

 



 

   

 

 

f

f

p

  

  

fp

 

fp

 

fp

 

 p

p

 

p

p



 

  f  f

 

 

 

f





 



f

f

    f

  

   



 

 

 

 

sfp

sfp

 

sfp

sfp

sfp

 

 

mfp

sfp



 

 

 

fp

mp

f

 

Vn. II

   f

Va.

Vc.

Cb.

f

  

   

mp

mp



mp

   

mf

mf

f

  

 

fp

   

fp

fp

  fp   fp

 

  











  

 

sfp

 

sfp

   

   sfp    sfp    sfp

solo p

f

 p

 p

  

 

p

p

 



sfp

  

 

 

sfp

  

 



Vn. I



Perc. 4

 

 

p

 

 sfp 

  

p

   sfp

p

 p

Perc. 3

Hp.

 

f



f

 

fp

mf`



p



fp

 

 



fp

mf

p

 

mf

 

 

   

 

p

fp

 

 

fp

mp

   

 

mf

fp

 

p





mp

 



 

fp

  

mp

mf

 

f

f

 

f

mf

     

p





mf

mf

mp

 





mf

Tbn. 3 Tba.

p

   

Tbn. 1, 2



mp

ff

 

f

 

Tpt. in Bb 2, 3

p

 

ff

Tpt. in Bb 1

 

  

Hn. in F 3, 4

 

85


86 Picc.

9     

mp

   

Fl. 1

  

Fl. 2

 

Ob. 1

Ob. 2

Eng. Hn.

mp

  

Bs. Cl.

Bsn. 1

Bsn. 2

 

 

 

 

 

 

 

 



  

 

Cl. in Bb 2

Hn. in F 1, 2

mp

 

mp

 

mp

   

Cl. in Bb 1

Cbsn.

mp



 

 

mp

 



mp

     

p

p

p

  p

  p

  p

  p

 

 

 

 

 

 

     

  



 

fp



fp

  fp  

 



 

 

 

 

p

 p

 p



p

 





mf

p



p

p

 

Tpt. in Bb 1

Tpt. in Bb 2, 3

Tbn. 1, 2

Timp.

Perc. 1

  

 

Perc. 2

Hp.

Vn. I

  ff

p



Perc. 3

Perc. 4

  

   

 



p dolce

Vn. II

p dolce

Va.

 









p dolce

Vc.

Cb.

   

p dolce

 

 

  

 

ppp

ppp

mf

ppp

mf

ppp

Tibetan Singing Bowl (playing with a bow)

 

p

ff

Tibetan Singing Bowl (playing with a bow)

p Tibetan Singing Bowl (playing with a bow) p

  

p

 

mf

p

p

mf

Hn. in F 3, 4

Tbn. 3 Tba.

 

p

p

 



p

fp

p



p

p







fp

p





fp

fp

fp

 





  f



 

 

 f

p

f

p

  

f

p

 f

 mf

p


 

Fl. 1

Fl. 2

13

87

A

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Picc.

Cbsn.

Hn. in F 1, 2

 

Hn. in F 3, 4

Tpt. in Bb 1

Tpt. in Bb 2, 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

  

 

Tibetan Singing Bowl (playing with a bow)

 

Perc. 3

 

Perc. 4

 

Perc. 2

p

Hp.

Vn. I

Vn. II

Va.

Vc.

Cb.

  

A

ppp

  

ppp

 

  fp

 

p dolce

 p

 

 

 

ppp

 

  gliss.

  

gliss.

 o



 

 f

  

mf



  

mp


88

 

 

Fl. 1

 

Fl. 2

 

Ob. 1

 

Ob. 2

 

Eng. Hn.

 

Cl. in Bb 1

 

Cl. in Bb 2

 

Bs. Cl.

 

Bsn. 1

 

Bsn. 2

 

Cbsn.

 

 

Picc.

Hn. in F 1, 2

17

 

Hn. in F 3, 4

 

Tpt. in Bb 1

 

Tpt. in Bb 2, 3

 

Tbn. 1, 2

 

Tbn. 3 Tba.

 

 

Timp.

  

 

 

Perc. 2

 

 

Perc. 3

 

 

Perc. 4

 

 

Perc. 1

 

 

 

 

Vn. II

 

Va.

 

Hp.

Vn. I

Vc.

  p

Cb.





 

 

ppp

 

    gliss.                       mf

f

p



f

 

       sf

 ppp


89

 

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

22

Picc.

Cbsn.

Hn. in F 1, 2

 

Hn. in F 3, 4

Tpt. in Bb 1

Tpt. in Bb 2, 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

  

 

Perc. 2

 

Perc. 3

 

Perc. 4

 

Perc. 1

Hp.

Vn. I

 

Vn. II

Va.

Vc.

Cb.

  



               3



5

sf

 

   p

   sf

   

p

  sul C  3   5                      f sf fff 


90

 

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Picc.

Cbsn.

Hn. in F 1, 2

27

 

accel.

Hn. in F 3, 4

Tpt. in Bb 1

Tpt. in Bb 2, 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

  

Perc. 2

Perc. 3

Perc. 4



Perc. 1

Hp.

Vn. I

 

accel.

Vn. II

Va.

Vc.

     3                 mp

 3    

           

Cb.





sf

 



 ppp

 

  p



3



3

3

3


 

32

Picc.

a tempo

91 

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2

 

Hn. in F 3, 4

Tpt. in Bb 1

Tpt. in Bb 2, 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

  

 

Perc. 2

 

Perc. 3

 

Perc. 4

 

Perc. 1

Hp.

Vn. I

Vn. II

 

a tempo

Va.

Vc.

     

 3



 

ppp

Cb.



3

sfp

  mp

3



3

3

  

5

3

      

 

ppp

mp

3

 

sf

  

sf

  

 

ppp

strike

2

 

2

2

2

5       

3

  

fp

ppp

strike

      

3

5

  

fp

ppp

 

ppp


92

 

  

 

 

mp

Ob. 2

Eng. Hn.

36 B

Picc.

Fl. 1

Fl. 2

Ob. 1

Cl. in Bb 1

Cl. in Bb 2

mp

 

 

Bsn. 2

Cbsn.

  

Hn. in F 3, 4

mp

 

mp

Bsn. 1

Hn. in F 1, 2

mp

mp

 

Bs. Cl.

mp

a2



  f

  

3

3

3

        3

3

3





f

    



 



 



 



f

   

     

   

6

     

   

6

      6

mf

mf

 

sfp

mp

 

sfp

Tpt. in Bb 2, 3

Tbn. 1, 2

Perc. 2

Perc. 3

Tpt. in Bb 1

Tbn. 3 Tba.

Timp.

Perc. 1

Perc. 4

  

 

Va.

Vc.

Cb.

fff

 

fff

 

 

 

f

F



  mp   

                                                           f

                 mp                                 

 

 

 

 

 

 

 

mp

 



mp



fff

 

 

mp dolce

 

fff

mp



  

Vn. II

mp

 

 



fff

 



B    



Vn. I

 



D§ F§A§

Hp.





 

6

3

     

3

   

6

3

mp a2

     

3

fp

6

    

   

f

     

3

    f

3

   

3

f

    

 

 

       

3

3

f

3

3

 

       

3

f



ppp

ppp



mp

 

 

 

 

 

 

 

                        f

f

mf

                                            

f

mf pizz.


Picc.

93

40  



mp

   

Fl. 1

mp

   

Fl. 2

mp

 

Ob. 1

Ob. 2

Eng. Hn.



3

 

 

    

Cl. in Bb 1

mp 

   

Cl. in Bb 2

mp 

   

Bs. Cl.

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2

 

 

 

 

Tpt. in Bb 1

 



ppp

Tbn. 1, 2

 



Tbn. 1

Timp.

 

  

mp

 

mf

 

mf

 

mf

 

mf

 

mf

 

 

mf

 

       



 



 

f

 3

  

  

 

 

 

fp

p

        p

p

    p

    p     p     p     p

 

 

 

 

mf

fp

ppp

fp

               

mp

 

fp

  

ppp

mp

fp

ppp

mf

Perc. 2

Perc. 3

Perc. 4



Perc. 1

Hp.

Vn. I

                                                mp non div.

ff

mp

Va.

Vc.

Cb.

mf

                                      

Vn. II

 

 

  

3

3

 

   

   



  f

 

 

ppp

                  mf ff  

 



mf

 

f

   

mf

 

    

 

f

fp



 

f

  

Tuba

mf

 

mp

Tbn. 3 Tba.

Hn. in F 3, 4

 

ppp

3

 

 

 

mf

 

  

Tpt. in Bb 2, 3

 

mp

3

 

 

f

   

f

mf

    p

   

    

    

f

 

p

f

mf

    

f

   

  

   

  

p

f

p


94 Picc.

Fl. 1

44  

                                                          

                                                

                                                

                                     

                                                   

f

mf

fff

                                             

Fl. 2

Ob. 1

Ob. 2

mf

f

mf

fff

mf

f

mf

fff

mf

f

mf

fff

mf

f

mf

fff

mf

f

mf

fff

mf

f

mf

fff

                                                    

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

                                                   

Bs. Cl.

                                        mf

Bsn. 1

mf

f

mf

mf

f

 

mf

 

fff

 

f

  

mf

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

 

       

                               

fff

 

Tpt. in Bb 1

mf

Hn. in F 3, 4

f

   





mp

3

dolce

  

mp sf

sf

sf

mp sf

sf

sf

sf

sf

sf

sf

sf

sf

sf

sf

sf

sf

sf

sf

sf

                                                             f

 

Perc. 2

Perc. 3

Perc. 4



Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

Hp.

Vn. I

Vn. II

  

        

Va.

 

Vc.

Cb.

 

ff

sf

Tpt. in Bb 2, 3

         

     f

     f

 

     arco    f

ff

fff

                                                     

Bsn. 2

Hn. in F 1, 2



   

mf

Cbsn.

  

 

 

   



  

  

      

   



               mf

   

  

 ff     

ff

                                                            non div.

fff

mf

sf

sf

sf

                mf                 mf

sf

 

sf

sf

                                     


Picc.

48   

  



   

ff

Bsn. 1

Bsn. 2

Cbsn.

                                                        

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Hn. in F 1, 2

    

                  

               

mf

fff

 fff                 

                  

sf

sf

sf

sf sf

sf

sf

sf

sf sf

sf

sf

sf

sf sf

sf

sf

sf

sf sf

                                                        

fff

 fff               

mf

mf

fff

               

mf

fff

               

mf

                     fff

fff                       

 

                      fff

mf

fff

 fff                

fff                   mf

               

mf

mf

fff

mf

mf

fff                       

fff

mf

                  

mf

mf

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

mf

mf

fff

                    mf

fff

mf

fff

                                     mf fff mf fff                                                      sf

sf

sf

sf

sf

sf

sf

sf

sf

sf

                     sf

sf

sf

sf

sf

sf

sf

sf

sf

sf

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

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

Tpt. in Bb 1

 

Tpt. in Bb 2, 3

Tbn. 1, 2

Perc. 2

Perc. 3

Perc. 4



Tbn. 3 Tba.

Timp.

Perc. 1

Hp.

Vn. I

  

       

ff

    

Vn. II

              

mf



   



ff

Va.

sf

Vc.

Cb.

sf

sf

                                     

f

   

                                                             sf

 

sf

                            

 

  

             mf

 

 

 

 

 

 





sf

sf

     

     

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

sf

 

 

     

f

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

sf

  

95



                 

                                                             

Hn. in F 3, 4





sf

 

     

 

 

 

sf

             

sf

       


96 Picc.

 

52 





C





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

fff

                    

 

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

fff

                    

Bsn. 1

Bsn. 2

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

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Cbsn.

Hn. in F 1, 2 Hn. in F 3, 4

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

fff

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

fff

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

fff

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

fff

                   mf

fff

                   mf

fff

mf

fff

                   mf fff                     mf

fff

      

fff

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

fff

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

fff

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

fff

                   mf

fff

                   mf

fff

mf

fff

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

fff

mf

fff

mf fff mf fff                                                                                        

       f                                                 mp mp mp mp mp f f                                               mp

mp

f

mp

mp

f

Tpt. in Bb 1

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

mp Tpt. 1 solo

                                             mf

p

mf

mf

mp

mf

                  



mf

    

  

3

3

Tpt. in Bb 2, 3

                                                                                                             

Tbn. 1, 2

 

mp

mp

f

mp

mp

f

p        mf    p            mf                            a2

mf

p

Perc. 2

Perc. 3

Perc. 4



Tbn. 3 Tba.

Timp.

Perc. 1

Hp.

Vn. I

Vn. II

  

      

C

















                      f

                     

         

f

Va.

Vc.

Cb.

       

  

         

                 

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

      

     

       

 

         

f

    

     

          f          f

 

       

     

 

             

 

       

     

 

     


   56

Picc.

 

Fl. 1

 

Fl. 2

 

Ob. 1

 

Ob. 2

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

fff

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

fff

mf fff                                   

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

fff

mf

fff

    

                                   mf fff                                  

Eng. Hn.

Cl. in Bb 1

fff                               

   

Bs. Cl.

 

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2

mf

fff

                               mf fff                                 

mp

mf

f

                   mp mf f         

Hn. in F 3, 4

Tpt. in Bb 1

ff

p

ff

          

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

f

f

f

                    f

                    f

   

 

f

f

 f

  

  

p

mf

p

                 

Tbn. 1, 2

mp a2

                 

 

mp

                    f        





  





  



                                   fff          f

 

 f

ff





                          mp

mp

fff

       

f

              

mp

fff

                                                                                                       

Tpt. in Bb 2, 3

Tbn. 3 Tba.

fff

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

f

                                 

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

f

fff                                               mf              fff            mf

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

mf

Cl. in Bb 2

97                   

                     mp

               mp

       

f

                         mp

Perc. 2

Perc. 3

Perc. 4



Timp.

Perc. 1

Hp.

Vn. I

                                                      

Vn. II

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

Va.

Vc.

Cb.

                     

sul G

                               fff       sul G                                fff              sul G                            fff

                         

     

fff

      fff

    

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

                                   fff                              fff


98 Picc.

Fl. 1

Fl. 2

                                                                                                                                   60

                                                                                     

Ob. 2

Eng. Hn.

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Cbsn.

Hn. in F 1, 2

 



 



         

Tpt. in Bb 1

         

Tpt. in Bb 2, 3

      

Tbn. 1, 2

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

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

 ff





ff



         

ff

 ff

           

             

                 

                      

fff

fff                             

           

             fff

Perc. 2

Perc. 3

Perc. 4

Timp.

Perc. 1

Hp.

Vn. I

fff

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

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

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

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



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

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

                         fff

 

fff

 

fff

  



  



  



  



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

fff



  

    

         

fff

mp

       mp

     mp

       mp

  

                                                                                 

                           

 

    

        

                 

     

               

         

   

         

         

      

         

 



  

   

       

Va.

Vc.

       

                                                                                                                                                 

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

             





 



 

Vn. II

Cb.



   ff                                                                    

Hn. in F 3, 4

Tbn. 3 Tba.



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

Ob. 1

Bsn. 2



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

                                                               

                 

                                                                                             


Picc.

            64                D       



Fl. 1

Fl. 2

Ob. 2

Eng. Hn.

 

Cl. in Bb 1

 

Cl. in Bb 2

     



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

Bsn. 2

   

Hn. in F 3, 4

Tpt. in Bb 1

 

       

fff

Tbn. 1, 2

  

          

Tbn. 3 Tba.

  

         

Timp.

Perc. 1

 



Perc. 2

Perc. 3

Perc. 4

Hp.

Vn. I

Vn. II

Va.

Vc.

Cb.

 

 

fff

fff  a2                

  

fff

 

                        

         

fff

   

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

 

             

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

                                       fff              

fff

99                            

           

                        

           

   

   

   

   

   

   

      



      



   

   

 

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

mp Bs. Drum

 

mp

 

Roto Tom

mp

fff

           

     

                                                             

                                          

        

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

                  fff fff                

  D                                fff                           

fff

                                        fff                                        

        

                                                                                                     

               fff                   fff                    fff                        fff                    fff                     fff                       

                 

Tpt. in Bb 2, 3



               

                

 

Bsn. 1

             

  

Bs. Cl.

Hn. in F 1, 2

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

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

Ob. 1

Cbsn.

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

      fff       fff         fff       fff       fff       fff       fff      

fff

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

   

   

   


100 Picc.

Fl. 1

accel. poco a poco

67                  

Fl. 2

   

Ob. 1

   

Ob. 2

   

Eng. Hn.

    

Cl. in Bb 1

   

Cl. in Bb 2

   

Bs. Cl.

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2

Hn. in F 3, 4

Tpt. in Bb 1 Tpt. in Bb 2, 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

                         

                       

                                                                                                                                                                                                                              

                                                                                                                                         

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

           

            

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

Va.

Vc.

Cb.

   

   

   

 

   

      

 

 

mp

   

 

p

 

 accel. poco a poco

                     

     

            

 

       

                         

                    

                                      

     

              

     

                     

 



          

 

         

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

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

  

  

    

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

 

                               

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

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

   

  

                                                                               

 

Sus. Cym.

Vn. II

                

Perc. 3

Vn. I

   

Snare Drum

Hp.

                                  

Perc. 2

Perc. 4

   

   

       

                                

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

  

          

     

           

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

  


Picc.

70         

Fl. 1

Fl. 2

Ob. 1

Ob. 2

Eng. Hn.

Cl. in Bb 2

Bs. Cl.

Bsn. 1

Bsn. 2

Cbsn.

Hn. in F 1, 2

 

Hn. in F 3, 4

Tpt. in Bb 1

Tpt. in Bb 2, 3

Tbn. 1, 2

Tbn. 3 Tba.

Timp.

Perc. 1

   

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

Cl. in Bb 1

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

 

                                               

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

    

 

 

 

                          

   

   

   

   

   

                                                          fff

Perc. 2

Perc. 3

               

Vn. I

Vn. II

Va.

Vc.

Cb.



    fff

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

fff

   fff    fff     fff    fff     fff     fff    

    

fff

fff

           

accel.

  

  

        

  

  

     

 

  

     

fff

  

fff

     

 

     fff      fff     fff     f  

 

           

    

101                                                           q = 240

                                                                    

          

          

          

          

          

          

          

          

          

          

          

          

     

     

     

     

     

     

     

     

     

     

     

     

     

        

        

        

        

        

        

        

        

        

        

        

        

        

                                  

     

      

     

      

     

      

     

      

     

      

     

      

     

      

     

      

     

      

     

      

     

      

     

      

     

      

      



  

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

fff      



fff





                                                        

(keep the tempo)

   



          

     

                     

                                                     

fff

    



                       

fff

fff

Hp.



   

        fff               

            

Perc. 4



q = 20

 

 

q = 20

 

accel.

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

fff

    fff

    fff

     fff

    

  

fff

     fff

                

    

q = 240

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

      

      

      

   

   

   

     

   

   

   

   

   

   

   

   

   

   

   

   

   

   

   

     

     


102 Picc.

Fl. 1

    87

  

   

sfp

         

 

   

 

   

sf

 

sfp

Eng. Hn.

sf

     

  sf  

      sfp        sfp        sfp      sfp

Cl. in Bb 1

Cl. in Bb 2

Bs. Cl.

Bsn. 1

 

Hn. in F 3, 4

Tpt. in Bb 1

       sfp      sfp      

Tbn. 1, 2

     

Timp.

Perc. 1

Perc. 4

Vn. I

Vn. II

  

p Bs. Drum

  

p

  

sfp

    

Vc.

Cb.

   

  

  

  

 

sfp

fff

   sfp    sfp

     

sfp

 

sf

  3 0

sf

  

sf

 

sf

 

sf

whispering

whispering

whispering

whispering

whispering

 

sf

 

sf

  sf    

   

whispering

 

whispering

 

whispering

 

whispering

 

whispering

   sf  

whispering

whispering

whispering

whispering

whispering

 

sf

sf

sf

sf

  sf    sf

  

  

solo

          

sf

 

 

sfp

  

 

 

  sf    sf   3 0  

 

   

   

  sf

whispering

whispering

 

whispering

whispering

  

whispering

 

whispering

whispering

sf

sf

sf

sf

 

sf

 

 

  p

 

 

  p

 

 

 

 

 

 

 

 

 

 

 

   sfff

 

   sfff   

 

 

 

 

  fff         

   sfff

Ha sf

Ha sf

p

Ha sf

p

Ha sf

p

Ha sf

 

  p

 

 

 

 

 

 

p

Ha sf

p

Ha sf

p

Ha sf

 

  p

Ha sf

 

  p

Ha sf

 

  p

Ha sf

 

  p

Ha sf

 

  p

Ha sf

 

  p

Ha sf

 

  p

Ha sf

 

  p

 

    

  p

Ha sf

Ha whispering sf

 

 

 

 

 

 

 

 

Ha sf

  sf

Ha sf

p

p

Ha sf

 

p

p

Ha whispering sf

Ha

3 0

p

Ha sf whispering sf

sf

 

Ha whispering sf

sf

sf

  sf    sf   3 0  

sf

 

 

  sf

Ha whispering sf

sf

 

sf

sf

sfp

Va.

 

p

       

 

 

 

Hp.

sfp

    

Perc. 3

  

     

 

   sf     sf   

    

Perc. 2

sf

sfp

   

 

sf

sfp

Tbn. 3 Tba.

sf

sf

   

sfp

Tpt. in Bb 2, 3

sf

    

whispering

sf

 

sf

    

sfp

Hn. in F 1, 2

sf

sfp

Cbsn.

sf

sfp

Bsn. 2

sf

 

 

sf

sf

sfp

Ob. 2

sf

sfp

Ob. 1

sf

sfp

Fl. 2

 

  p

  p

 

 

 

 

 

 

 

 

Ha sf

Ha sf

Ha sf

Ha

p

p

p

p

sfff

sfff

sfff

sfff

sfff

 

sfff

 

sfff

 

sfff

sfff

sfff

  sfff sfff

sfff

    sfff     sfff

  

sfff

sfff

sfff

fff

fff

  

sfff

   

sfff

sfff

   sfff


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