Skip to main content

Musgrave TWO'S COMPANY

Page 1

Thea Musgrave TWO’S COMPANY A concerto for oboe, percussion and orchestra (2005)

Full score

NOVELLO


Dedicated to Evelyn Glennie and Nicholas Daniel

Two’s Company Thea Musgrave

I - Desolate, lonely q = 52     

 

 

Clarinet 1/2 in Bb (actual pitch)

 

Bassoons 1/2 Horns 1/2 in F (actual pitch)

     

Horn 3 in F (actual pitch: Hn.3 is low horn)

 

con sord.

 

pp

Trumpets 1/2 in C

Trombones 1/2

 

Tuba

Solo Oboe [offstage]

       

p

[downstage at A2]

 

 

 

   

    

ppp

ppp





 T. BELL





1º

 





pp





    

 

 

 

con sord.

con sord.

 

pp

 

 

 

   pp  

   



pp

          



    

 

    

     

  

TAM-TAM ord.



p espress.

    

 

TUBULAR BELL



  

TAM-TAM centre



    

Eb Fb G A Db C B#

solo

pp

 

Marimba mallet (mallet A)

Solo Percussion

con sord.

 

Harp

    

  

p



Cor Anglais (actual pitch)

1º      

 

    













  

CHINESE BELL TREE

pp

MARK TREE*



Oboe

pp

 

pochiss. rit.



Flutes 1/2

   a2   

pp



* if extra-large Mark Tree is available, extend note value to a minim (half-note)

  

I - Desolate, lonely q = 52

Violin I

Violin II

Viola

 

con sord. div.

         

ppp senza sord.

Solo

Contrabass Altri

  

  con sord.   

pp

    

pp

 

     (harmonics at actual pitch)

pp

ppp

© 2007 Novello & Co. Ltd.

  

 

pp

con sord.

Violoncello

  

con sord. div.

         

 

  

       

 

   

pochiss. rit.

 

   

  

pp



   

  

 

    





    





    





    



 revised Nov. 2009


2

2

1

a tempo

  

C.A.

  

Bsns.1/2

Hn.1/2

  

  

Hn.3

 

Tpts.1/2

 

Hp.

Solo Ob.

pp

solo



 

3

 

 

p

  

 

TAM-TAM centre

  

a tempo

 

Vln. II

Vla.

  

Vc.

      

Cb.

   



 

div.

pp

 

pp

 

    

 

              

 



pp

pp

         



 

 

p

 









 

CHINESE BELL TREE

 



  

 

 

p





TAM-TAM centre

 

a tempo



    



 

   

 

     

  

   

 

    

  



   

pp

   

p

2

 



 

MARK TREE

pochiss. rit.

 

 

pp

       

 



 

  

p

solo

pp

 

  

3 3 3  3               

       

  

  

  

div.



TAM-TAM ord.



 





pp

 

 (1º)

   a 2 

  



TUBULAR BELL

 

  

    

1

Vln. I

    

    

Solo Perc.

 

  

        

  



p

 





    



   

3 3 3 3 3 3                          

3

      

        

     

   

 

Tbns.1/2

Tba.

1º

pp

p

Cls.1/2



pp

 

Ob.

    

a tempo

     1º



    a2      6

Fls.1/2

pochiss. rit.

 

  


3

     11

Fls.1/2

Cls.1/2

Hn.1/2

Solo Ob.

 

3

TUBULAR BELL





1º solo senza sord.

  

   

1ª sola

altre

            

 

   

 

  

3

    

  pp

     

 

 

  



con sord.

   

   

Bb

 



   pp

   

   

 

T.BELL



 

 

pp

 

 

  

 

    

 

   

p

   



 

div.



tutti div. con sord.



mf



TAM-TAM centre

 

   

   

 

3

  

 T.BELL

   

  

 

3

   

3

 

3

  

   

  



  



  



TAM-TAM ord.

        

altri div.

pp



p espress.



   

 

                

pp

3

3

3

          

3

    

pp

Cb.

 

  

   

Vc.

   

          

   

pp

 

Vla.



pp

  

Vln. II

3

3

            

Vln. I

3

           

pp

Solo Perc.

           

   

   

p

Tbns.1/2

Hp.

 

3

(1º)

Tpts.1/2

Tba.

  

    



   

 

 

Hn.3

a2



    

C.A.

Bsns.1/2

Ob.

(sola)

        p espress.

         

  c.s.     


4

 

17

Fls.1/2 Ob.

    

C.A.

3

Cls.1/2

Bsns.1/2

Hn.1/2

3

3

3



                            3 3

3

3

3

3

3

pp

Tpts.1/2

       

(1º) pp

Tbns.1/2

Tba.

Hp.

Solo Ob.

  

Vln. I

     

Vc.

Cb.

 

  

TAM-TAM ord.



3

   

 

  

 

tutti (con sord.)

 

p



senza sord.

  p

 

 mp

 3

3







  

 

p

mp   

 

 

mp

 

 pp

 pp



  

p



     poco accel.

  

 

con sord. (colle altre)

                  3 3 3

3

3

3

3

3

pp

3 3                         3 3 3

3

3

3

                 3 3

3

pp

pp

  



   

pp

   

    

p

  

  

3

  

T.BELL



   

   

pp

   

 



     

soft felt stick or rawhide mallet covered with cloth (mallet B)

Vla.

 

 

Vln. II

   

   pp

1º

      

    3



3

3

a2

pp

Solo Perc.

2º 3

 pp

3 3         pp

3

p

Hn.3

p

   



               

 3

       

 

 

    



     

poco accel.

3

pizz.

 pp

3

 

3

 

3

3

3


5

   22

Fls.1/2

Ob.

C.A.

Bsns.1/2

  

 

Hn.1/2

3        

cresc.

Solo Ob.



  

mf

     

 mf

p

  

Vc.

p

pizz.

 













  

  



p

mf

   

   

 p

 

mf

 

  



   

[offstage] A1*

 

mf

 

3

  

3

3

   

 



pizz. p

3

  



* Placement of oboe depends on the hall. This first entrance offstage or perhaps in audience. At Fig. 7 a little closer and after Fig 9 downstage right.

f

ad lib.

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

damp

   

mf

3

lunga

 



   

3



3



 

3



cresc.

 3                                      3 mf 3

  

Vla.



mf

pp

pp

 

 

3

solo

cresc. 3

3

     

3

 

    

                                      3 3 3 3 3 3

Vln. II

   



pp

 

3





3



3

mf

   





    

 

mf

 

mf

a tempo





 

lunga

  

    

 

senza sord.

  

     



 

3

Cb.

         3

3

Vln. I

cresc.

Solo Perc.

3

 

Hp.

  3

3          

mf

Tba.

3

3

 

Tbns.1/2

3

p

mf

Tpts.1/2

3                  

3

3

   

Hn.3

3

   

3

3

p

  Cls.1/2

            

a2

4

   

mf

   

       

  

  

 



 

pp

4

mf



 



 







a tempo

pp

pp


6









   

Bsns.1/2

Hn.1/2

  

Hn.3

Tpts.1/2

Tbns.1/2

Tba.

Hp.

Solo Ob.





















 

 

f



 

    

Vla.

Vc.



 

mf

   



   

B#



p

     

               

Cb.

mallet A

TAM-TAM centre

 

T.BELL

div.

div.

a tempo

 



 

 







5

 

pp

 

  

 

 

pp

pp

pp

    

 

pp

1º solo senza sord.

 

  

altri arco

ppp

 

arco

pp



pp

 

  

   

  

  

 

    

    

  

 

   

arco

TAM-TAM ord.

  

pp

 

arco

ppp



3

pp

rit.

3

3



   



3

          

MARK TREE

  

mf

CHINESE BELL TREE

pp espress.

pp

3

con sord.

pp

   



                          

   

Vln. II



 solo

3

     

3

pp

   

 

              

3

a2

pp

p

Solo Perc.

Vln. I



         

p

Cls.1/2

a tempo

          



C.A.

rit.



Ob.



Fls.1/2

5

  26

    

 


7

   32

Fls.1/2

C.A.

Cls.1/2

Bsns.1/2

Hn.1/2

   

          

pp

   

Hp.

Solo Ob.

con sord.

 

 

Solo Perc.

  Vln. I

T.BELL



Vla.

Vc.

pp

 

TAM-TAM



T.BELL

 

  

div.

   

pp

div.

pp

         

 

   

 

 





 

 



  



      

 pp

 (solo)

 



  

           

  

  

Bb



mallet B

   

TAM-TAM centre



   

 1º

       

altri (con sord.)

   

   

 

 

   

   

1º solo senza sord.

   

   



   

6                   p

 

T.BELL

 

   

3

   



div.

 

3

3

pp 3

   

mf

3

  

 

p

[solo]

 



  

   

    

    

   

     



      

   

mf

altri

  

   

   



   

1º solo senza sord.

Vln. II

Cb.

 

p

pp

Tba.

3

3

 

 

 

Tbns.1/2

3

3

6

     

   

 

     

Tpts.1/2

   



 

Hn.3



Ob.

   



pp

div.

 p

pp

        p espress.

   

        

 

3




8 poco accel.

 

38

Fls.1/2

Ob.

      

C.A.

 

mf

 

             

3

3

 

3

f

3

p

 mf 3 3        

       

Bsns.1/2

Hn.1/2

      

        

Hn.3

p

 

Tba.

Hp.

Solo Perc.

Vln. I

  

 

3

3

3

3

  

  



 

 

 

senza sord.



 p

  

 



p

    

 



   

pp

 con sord.    

 



pp

pizz.

pp



3

3

3

mf

cresc.

 

3

3

3

3

3

3

3

3

 

pizz.



 



 

p

3



 

3 cresc. 3

3

pp

3

3

3 3 3 3 3 3                          

pp



3

    

 3 3                           p 3 3 pp 3 3 3 3   pizz. 3 3                     

pp

3

  pizz. 3 3                 

tutti con sord.



3 3                       

3

 

3

 



poco accel.

pp



    

(solo)

Cb.

 

3

  

p

pp

  Vc.

    

  

Vla.

3

3

 



p

p



 

   

3

3

3







 

3

            3

p

 

pp

3





Vln. II

 

 

pp

Tbns.1/2

senza sord.

p

  



 

Tpts.1/2

pp

 

p 3

pp

3

3

3

p

      

3

3

a2

3

pp

Cls.1/2

           

p

3




9

   

  

41

Fls.1/2

Ob.

Cls.1/2

Bsns.1/2

Hn.1/2

  

mf

  

 mf

  



mf

solo       

   

p

     

 

 

 

 

 

  

mf

         f

 

 

 

 

  

 lunga

mf

   

    

   f

3

7

               3

3

3

3

mf

             

Vln. II

3

 

Vla.

Vc.

  ad lib.       

 

[move a step closer]

3

Cb.

 

Solo Perc.

Vln. I

     

 

Tbns.1/2

Solo Ob.

  

a tempo

Tpts.1/2

Hp.

    

 lunga     

Hn.3

Tba.

mf

C.A.

7

     

3

3

3



mf

mf

  

         

damp

    

        

     

a tempo

 

div.  

 

div.    pp

     

 

p

     

mf

  

f lunga

          

p



p

       

 

 

 


10

46

Fls.1/2

Ob.

       

C.A.

8

      

p

pp

        

                 

p

mf

 

Hn.3

Tpts.1/2

Tba.

Hp.

Solo Ob.

  

     

Solo Perc.

Vln. I

    f

  

Ch.B.Tree

mf

 



[turn towards C.A. and play in response]

   

   

Mark Tree

                 p

p

mf

Ch.B.Tree

 

Vln. II

Vla.

Vc.

Cb.

           



Tbns.1/2



Hn.1/2



Bsns.1/2



Cls.1/2

8

 



sempre div.

pp

sempre div.

  

pp



p





p

   

   

pp

pp



 


11

 

Ob.

C.A.

poco rit.

51

Fls.1/2

Hn.1/2

      

dim.

mf

 

                  pp

a tempo

   



pp

   

ppp

 

Cls.1/2

Bsns.1/2

    

9

a2

Hn.3

con sord.

pp

Hp.

Solo Ob.

     

Vln. I

  

Vln. II

Vla.

Vc.

 Cb.



MARK TREE

   

Solo Perc.

con sord.

pp

 

          

    

     

CH.BELL TREE

p

     

      

MARK TREE

D#





Tba.



Tbns.1/2



Tpts.1/2

  p

        TAM TAM (rim)

mallet A

 

TUB. BELL



pp

 



    

p

   

   

   

poco rit.

 p

p

pp



        pp p

   

   

 

 

pp

1ª sola arco senza sord.

       pp

3



  

arco

a tempo

pp

9

pp

1° solo arco senza sord.

altri ossia



 

ppp

 

pp

3


12

   56

Fls.1/2

 

 

Ob.

 

C.A.

 

a2

 

solo

   

p espress.

Hn.1/2

 

    

   

F#



 

TAM TAM ord.



    

    pp

   

 

pp

(sola)          

    

   

    

  

 TAM TAM rim



TUB. BELL



p



3

 

3



 

   p

pp

   



 

p

                                   3

3

  

  

   

  

3

3

   

3

3

3

3

3

   

    

  

 

mp

   

        

  



pp

3

[turn towards CA]

              3

B§

 

  

3

      





   

[move even closer . . . . . . . . . downstage right]



      

  

3

  

  

  

 

Vc.

   

Vla.

Vln. II

  

Solo Perc.

Cb.

               

         

 

 

Vln. I

Tbns.1/2

Solo Ob.

Tpts.1/2

Hp.

Hn.3

Tba.

Cls.1/2

Bsns.1/2

   

 

           

 




13

 

62

Fls.1/2

Ob.

C.A.

Hn.1/2

mf

 

Tpts.1/2

Tbns.1/2

Solo Ob.

  



 



f

 





 

   

   

G#



   

 

p



 





mf

                   

   

  tutti con sord. pizz.



3

p

   

arco

p





 

 

 mf

          

damp





TAM-TAM ord.

   

  

pp

pp

   p

  p

  



  

 

pp

  

 

    

f

 

mf

   

[turn to Clt. 1°]

3

 

p

10

3

p



  

3

   

  

(sola)

  

mf

mf

Cb.

 

   

Vc.

3

mf

        3

   

 

     

Vla.

    

Vln. II

agitato

 

f

 

mf

Vln. I

  mf

    

 

p

  

Solo Perc.

 



Hp.

a2

dramatic but very expressive

1º STAND suddenly

 

Hn.3

Tba.

3 3                             3 3 f

Cls.1/2

Bsns.1/2

  

10




14

 

66

Fls.1/2

Ob.

 

C.A.

Hn.1/2

  

   f



  

   

  

  



    

      

ff

  

p

 

 

Solo Ob.

   

Solo Perc.

     

  

 

 

pp

 pp



 [To Clt.]

p

 

mf

 

 mf

    

p



    

 

 

[ignore C.A.]

3

3

pp

       

 

mf

Tbns.1/2

Vln. I

Tpts.1/2

Hp.

  

 

Hn.3

Tba.

3

Cls.1/2

Bsns.1/2

                   3 3 ff 3

 

   f

       mf

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

mf

p

   

  

mf

Vln. II

 

mf

Vc.



mf

Cb.

1ª sola

 

Vla.



mf

   

               

p 3

pp

3

3

3

 



pizz.

mf



 p

pp





 

p

pp

   

  p


15

 

69

Fls.1/2

Ob.

  3     3         

C.A.

Cls.1/2

Bsns.1/2

Hn.1/2

 

 

Tbns.1/2

Hp.

Solo Ob.

   



 p

          f

3

3

 

 

   

 

             

 

mf

    

pp

   

senza sord.

  

pp

  

   

  

     

p

  

mf

   

p

   

 

mf

  

   



  p

Vln. II

Vla.

3

  p

    

3

3

  



3

 

11

p

 

 

 

 

        

pp

pp

mf

 

pp

3

3

     

  

   

cresc.

 

 

3           3





 

p

p

mf





  

 

mf

            

            

f

TUB. BELL

mallet B

  

     

      

 

Cb.

Vc.

mf

Vln. I

mf

     

Solo Perc.

  

    

mf

   

 mf

Tpts.1/2

Tba.

Hn.3

   

11

       3

3

  

  

   

  

p 3

p

p


16

 

73

Fls.1/2

Ob.

 

C.A.

Hn.1/2

      3

3

 

                                

mf



  

3

  

 

 

 

f

3

 

  

    

  

   



    

   





  





 





 

pp

poco accel.

p

 

mf



p



 

  



mf



p

p

 

 

arco

pp



senza sord.

 

pp

 

senza sord.



T. BELL

p

 

     

“ordinary” mallets

  



  tutte    

  

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

 

TAM-TAM

mf

mf

     

         

3

    

 

 

 

Vc.

Vla.

    

    

 

3

mf

  

 

mf

  

Vln. II

Cb.

Solo Perc.

Vln. I

Tbns.1/2

Solo Ob.

Tpts.1/2

Hp.

3

 

Hn.3

Tba.

3

      

         

 

Cls.1/2

Bsns.1/2

poco accel.

. gliss


17

  77

Fls.1/2

12

Pochiss. più mosso

Ob.

 

C.A.

     

Cls.1/2

f

Bsns.1/2

Hn.1/2

Tba.

Hp.

Solo Ob.

Vln. I

   

3

               

 

f

pp

 

       

senza sord.





 

 

 

p



 





 

 

 

 

mf

 

mf

 

12    

  

Vla.

  

. gliss

p

Pochiss. più mosso



senza sord.

senza sord.

senza sord.

p

 

p

  

    

senza sord.

    

 

 

 

 3

Vln. II

Cb.

 

Vc.

Solo Perc.

mf

 

Tbns.1/2

              

Tpts.1/2

 

Hn.3

 

 

 



 

TAM-TAM

   

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

pp


18

 

Ob.

C.A.

80

Fls.1/2

Cls.1/2

Bsns.1/2

Hn.1/2

 

Tpts.1/2

Tbns.1/2

Hp.

Solo Ob.



 

mf

  

  

  

  

  

  

  

  

 

 

 

p

 

con sord.

p

con sord.

  p

con sord.



    



p



con sord.

p





  



 



  p



    





   

p

pp

pp







 

Vc.



 

 

Vla.



3

 

 

Vln. II

Cb.

3

                     3

Solo Perc.

Vln. I

 

Hn.3

Tba.

3

molto rit.

 

   



 

mf

molto rit.





   

pp
















19

Fls.1/2

13 83 II - Frivolous, playful q = 144      

Ob.

 

C.A.

 

      

Cls.1/2

Bsns.1/2

Hn.1/2

a2             p

 

senza sord.

senza sord.

Tpts.1/2

Tbns.1/2

Hp.

Solo Ob.

   

    

  

    

 

 

 

   

   

(Tam-Tam) damp

Solo Perc.

       

[respond to Clt 1°]

           mf

damp      

mf

mf

Vln. I

  

Hn.3

Tba.

                                mf           p

[turn to Solo Oboe]

13 II - Frivolous, playful q = 144      

Vln. II

 

Vla.

 

Vc.

 

Cb.

  

pizz. senza sord.

  p

   

  p

        mf


20

 

Ob.

C.A.

92

Fls.1/2

14   

  

  

  

                

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

To Solo Oboe

 

Cls.1/2

mf

Bsns.1/2

Hn.1/2

a2

p

mf

  

  

  

  

  

  

  

  

Tbns.1/2

Solo Ob.

Tpts.1/2

Hp.

 

Hn.3

Tba.

as Oboe approaches Clt. 1º SITS

damp       

             mf

(Tam-Tam)

Solo Perc.

mf

f

[oboe moves to B1]

 damp         mf f

 

14   

Vln. II

  

Vla.

  

  

        

          

Vln. I

Vc.

Cb.

p


21

  

Ob.

 

C.A.

 

Cls.1/2

 

           

98

Fls.1/2

Bsns.1/2

Hn.1/2

  

Hn.3

Tpts.1/2

Tbns.1/2

Tba.

Hp.

Solo Ob.

 

                                         mf p

(a 2)

      

p

 

 

 

 

 

 

 

                     



 

mf

[as Oboe moves to B1, Perc. lays down sticks decisively & dramatically & moves to B2]

 

  

Vln. II

 

Vla.

 

     pizz.                mf

   

      

Solo Perc.

Vln. I

 

Vc.

Cb.

        mf

           

p

p

       mf

 

 

  

    

mf


22

    

soli

  

15 

Ob.

 

C.A.

 

Cls.1/2

 

      

     

103

Fls.1/2

(a 2)

Bsns.1/2

Hn.1/2

     

1º

      

 

   

  

 

 

 

 

 

 

     



        

   



    

    

    

 

VIBRAPHONE

mf

  

 

 

         

Vla.

Vc.

pizz.

  

    mf

       

 

  

  

  

         

     mf

p

   

  

pizz.

  

   

  

   

  

   

  

  

   

  

(pizz.) p



        

 

           

      

mf

   

 

15 

Vln. II

Cb.

    

mf

              

         

        

        

Solo Perc.

Vln. I

pp

Tbns.1/2

Solo Ob.

Tpts.1/2

Hp.



1º

  

Hn.3

Tba.

1º mf

pizz. p

mf

   

mf

 

p

p

 

 

pizz. p


23

Fls.1/2

107       

Ob.

C.A.

Cls.1/2

Bsns.1/2

Hn.1/2

 

 mf

  mf

  



 

   

   



     

 

        



        

   

   a2

 

 

 

 

 

 

 



   

 



 

Solo Ob.

Solo Perc.



    

   

Vla.

Vc.

mf

[turn to face Percussion]

    

    

Vln. II

Cb.

Tbns.1/2

Vln. I

 

     

  

Tpts.1/2

Hp.

  

                                

Hn.3

Tba.



 

 

 

  

 

   

 

     

    

  

  

   



f

arco

arco

  



p

           

               mf

   

pp

  



   

p

   

pp

   



  



  



   

p

   

pp

   

pp

pizz.

   mf

pizz.

   mf

    

  

    

   

  

   

 

arco

p

pp

p

           

  

p

pp


24

16

   111

Fls.1/2

      p

        

Ob.

 

C.A.

 

Cls.1/2

 

   

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

p

Bsns.1/2

     

 



 





 

 

 

 

 

 

     

   

con sord.

Hn.1/2

sfp

Hn.3

Tbns.1/2

Tba.

Hp.

Solo Ob.

f

  

Solo Perc.

p

Vln. I

16      

Vla.

(a 2)

  p

1º      

 

 

   

   

  

   

   



 

 

 





pp

  

 

 

pizz.     

   

 

mf

Vc.

mf

Cb.

pp

    

Vln. II

con sord.

sfp

Tpts.1/2

          

1º


            114

Fls.1/2

 

mf

  

25

   

   

  

  

Ob.

 

C.A.

 

    

 

   

  

   

(1°)   

 

a2                

   

Cls.1/2

Bsns.1/2

 

           

pp

  

p

 

  

Hn.3

 

Tpts.1/2

 

 

 

 

 

   



 



 

    

 

   

Hn.1/2

Tbns.1/2

Tba.

Hp.

Solo Ob.

Solo Perc.

Vln. I

mf

 

 

Vln. II

 

Vla.

Vc.

Cb.

   

  

 

   

mf

  

 

 

      

     

      

(pizz.)

    

mf

(pizz.) mf

(pizz.)

      mf

 

      

  



    

 

f

  

  

arco

  

  

arco

  

  

 

 

  

pizz. mf

   



  

   



        

   

    

  

p

   

  

   

  

pp

p

p

            

pp

p

arco

  

          

pp

p

p


26

  

Ob.

 

C.A.

 

118

Fls.1/2

 

  

Cls.1/2

Bsns.1/2

Hn.1/2

  

17

 

      

 

Tbns.1/2

Tba.

Hp.

Solo Ob.

 



 







Vln. I

Cb.

(con sord.)



(con sord.)

 

 

 

 



  

Vc.

   

Vla.

Vln. II

mf

 

Solo Perc.

mf

sfp

Tpts.1/2

   

mf

sfp

Hn.3

           

     

  

          

   f

  

17

   

 

 

  

  

pizz.

pp

 

 

 

  

  

 

pp

 

 

 

  

mf

  mf

    

pp

   

   

  

pizz.

pizz.

 

mf

 

  

 

mf


                                         

   121

Fls.1/2

27

    

          

     

    

 

 

 

mf

 

Ob.

     

C.A.

Hn.1/2

  

  

        

Cls.1/2

Bsns.1/2

 

1º

p



   



   

 

 

 

 

pp

Hn.3

pp

Tpts.1/2

Tbns.1/2

Tba.

Hp.

Solo Ob.

  

Solo Perc.

   



   



     

   

     

sfpp

 

 

 

 

           

sfpp

f

sfpp

sfpp

mf

    



           

Vln. II

 

Vla.

 

arco        

   

p

Vc.

Cb.





  

Vln. I

 

 


28

  

Ob.

 

C.A.

 

124

Fls.1/2

18

       

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

p

 

Cls.1/2

Bsns.1/2

       1º

     

p

             

mf

  

Hn.3

 

Tpts.1/2

 

 

 

 

 

Hn.1/2

Tbns.1/2

Tba.

Hp.

Solo Ob.

    

   

              

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





f

f

mf

       

     



pizz.

         

            

 

  

            

 

pizz.

 

Vla.

Vc.

p

mf

 

f

mf

18

   

  

Vln. II

Cb.

 

        

Solo Perc.

Vln. I

  

 mf

   

   

   

         

arco

 p

 p

p


29

  

a2            

                    

    

 

1º              mf

 

  

Hn.3

 

Tpts.1/2

 

 

 

 

 

128

Fls.1/2

Ob.

mf

p

p

C.A.

Cls.1/2

Bsns.1/2

Hn.1/2

Tbns.1/2

Tba.

Hp.

Solo Ob.

Vln. I

mf

  



   

        

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

p

 

mf

   

       

                  p

    



   

    

 

   

    

   

 

   

   

   

   

    

 

   

p

pizz. p

arco

 1° solo

    pizz.

p



   

p

poco rit.



   

pizz.

   

cresc.

p

   

 

Vc.





 

Vla.

Cb.

p

 

Vln. II

mf

             

Solo Perc.

poco rit.

    



     p



   

mf

       

           cresc.

mf

mf


30

19

   

   

 

    

    

   

   



   

 

132

Fls.1/2

a tempo

  

Ob.

C.A.

1º

p

   

Cls.1/2

p

Bsns.1/2

a2        

   

 

     

p

         

             

  

p

  

Hn.3

 

Tpts.1/2

 

 

 

 

 

    

      

Hn.1/2

Tbns.1/2

Tba.

Hp.

Solo Ob.

mf

p

  

Solo Perc.

        

    

   

p

mf

           

 

              

 

   

 

arco

 mf

 

        



       



      

19

     

a tempo

Vln. I

Vln. II

Vla.

Cb.

arco

pp

    

 

   

pp

arco

pp

    

Vc.

tutti pizz.

          p

 

       

    

      



    

arco

mf

       

   


31

     





   





    

  

 

    

Cls.1/2

 

Bsns.1/2

  

136

Fls.1/2

Ob.

C.A.

 p

 p

p

20

   

   

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

     

   

  

Hn.3

 

Tpts.1/2

 

 

 

 

 

Hn.1/2

Tbns.1/2

Tba.

Hp.

Solo Ob.

Solo Perc.

Vln. I

Vln. II

Vla.

Vc.

    

   

 

 

    

  

 

 



 

 

 

    p

  

Cb.

  

   

   

       

   

   

 p

p

p

dim.

 

            

 



 

   

pizz.

              

           

     

p

p

mf

20

        







  

p

     

 

  

   

p

p

p


32

  

Ob.

 

C.A.

 

             

   



    

  

140

Fls.1/2

p

   

    

       

   

        

  

Hn.3

 

Tpts.1/2

 

 

 

 

 

     

   

     

Cls.1/2

Bsns.1/2

Hn.1/2

Tbns.1/2

Tba.

Hp.

Solo Ob.

     

       

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

     

   

Vln. II

  

Vla.

 

Vc.

Cb.

 

Solo Perc.

Vln. I

 

  

     

    

mf

   

    

    

   



   



   

        

 

 

  



   

 p

   



  

p



pp

p

p

pp

   

   

  

pp

             





pp

      

      


33

  

Ob.

 

C.A.

 

     

144

Fls.1/2

Cls.1/2

Bsns.1/2

Hn.1/2

 

 

 

 

 

       





   

  

      

    

      

f

   

pizz.     

   

mf

a2

       

mf

sfp



(con sord.)

(con sord.)





 



 

      

        



21      

   

mf

    

p

arco

   

    

mf

mf

   

pp

pp

p

   

pp

  

  

  

p

   

p

 

pizz.

pp

mf

   

pizz.

pp

p

 

   

   

pp

 

mf

f

p

pizz.

mf

  



pizz.

    

mf

                

p

      mf

    

arco

pizz.

Vc.

f

mf

mf

Vla.

arco

pizz.

Vln. II

sfp

Solo Perc.

Cb.

sfp

mf

Vln. I

 

Tbns.1/2

Solo Ob.

 

Tpts.1/2

Hp.

   

  

Hn.3

Tba.

    p      

21

     

   

mf


34

  

 

 

148

Fls.1/2

Ob.

C.A.

                                  p

      

   

              

   

   

  

  

 

      

         p 

p

p

a2

Cls.1/2

Bsns.1/2

Hn.1/2

  

            

mf

  

 

 

 

 

 

     

      

  

  

Vln. II

Vla.

Vc.

Cb.

     



Solo Perc.

Vln. I

  p         

 

Tbns.1/2

Solo Ob.

1º

 

Tpts.1/2

Hp.

  

Hn.3

Tba.

 

pp

pp

       mf

      

 

       

       

  

(pizz.)

(pizz.)

         

 

p

mf

  

 

 

 

  

   

 

  

pp

  

  

  

 

  

 

  

   

 

pp

 

 

 

 

(pizz.) pp


35

  

22

152

Fls.1/2

Ob.

C.A.

Cls.1/2

Bsns.1/2

Hn.1/2



  

  

   



   

mf

                              mf         

 

 

  

 

 

mf

 

 

sfp

 



sfp

 

 

 

 

 

    

 

    



 

mf

     p

    p

 



f

  

arco

arco

 

                            mf

   

p

pp

  

   



pp

p

     p

Vc.

mf

Vla.

       

a2

      

Vln. II

a2

       

mf

Solo Perc.

Vln. I

 

mf

Tbns.1/2

Solo Ob.



Tpts.1/2

Hp.

 

  

Hn.3

Tba.

  

arco



pp

p

   

       

p

mf

              

   

pp

  

  

pizz.

pp

mf

   

   

pizz.

p

p

p

           

pizz.

 

p

22

 

  

  

  

  

   

   

   mf

pp

mf

pizz.

mf

Cb.

 

   


36

   156

Fls.1/2

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

    

p

 

Ob.

C.A.

Cls.1/2

Bsns.1/2

Hn.1/2

Tbns.1/2

Hp.

Solo Ob.

     

     

1º

 

  

  

p

         

  

     

p

 p

        

p

         

 

 

   

p

           

p

1º

          p

pp



 

 

 

 

 

    

     

pp

p

  

     

     

    



                       mf

              

   

  

 

Vln. II

         

Solo Perc.

Vln. I

(a 2)

 

Tpts.1/2

Tba.

     

   

Hn.3

p

   



mf

 pizz.                       

arco

Vla.

Vc.

Cb.

 

 

 

p


37

    

160

Fls.1/2

Ob.

Cls.1/2

Bsns.1/2

            

     

1º

p

      

  

senza sord.

    

  



  

p molto espress.

        

p

a2                     [Horns 1° & 2° STAND]

Hn.1/2

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

a2

p

   

C.A.

23  

  

  

   

 

p



Hn.3

 

Tpts.1/2

 

 

 

 

 

Tbns.1/2

Tba.

Hp.

Solo Ob.

   f

  

Solo Perc.

 

 

  and thus is oblivious to horns]                             mf [Solo Oboe is still facing towards Solo Perc.

p

               

          p

p

Vln. I

       

  

23 

 

   

    

  

Vln. II

  

Vla.

 

Vc.

Cb.

  

    pizz. p

 

 

   

     

        cresc.

mf



arco p

 

arco

p

 



dim.




38

Fls.1/2

164      

24

Ob.

 

C.A.

 

Cls.1/2

 

   

   



   

  



           a2

Bsns.1/2

p

Hn.1/2

  

   p 

 

           a2

Hn.3

 

Tpts.1/2

 

 

 

 

 

   

                      p

Tbns.1/2

Tba.

Hp.

Solo Ob.

     mf

Solo Perc.

Vln. I

 

  

   

  

 

 

   

Vln. II

Vla.

     arco

  p

Vc.

Cb.

p

    

arco

p



  



   

  

24                                 

   

  

   

    

   

        



   

 

      p

 

mf

  

     

mf

       



   

 



pizz.

 

p

pizz.

mf

    

     


39

 

Ob.

C.A.

           

168

Fls.1/2

Cls.1/2

Bsns.1/2

Hn.1/2

         

p

p

  

   

   

    

a2

  

(1°)                              mf

1º

 

p

   

        

 

   

 

   

a2

 p

    

 

  

     

 

mf

Hn.3

Tpts.1/2

  

    

      



 

Tbns.1/2

Tba.

Hp.

Solo Ob.

         

[Oboe becomes aware of Horns]

 



mf

Solo Perc.

Vln. I

Vln. II

Vla.

Vc.

Cb.

                         

  

  

 

p

poco agitato

    

 

 

mf

p

       

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

             

 

mf

 



p

 p

 

      


40

 

           

 

     

 

 

  

    

  

     

 

a2

  

 

   

  

  

172

Fls.1/2

Ob.

C.A.

Cls.1/2

Bsns.1/2

Hn.1/2

     

Hn.3

Tpts.1/2

Tbns.1/2

Hp.

Solo Ob.

Vln. I

p

            [Horn 3° STAND]

Cb.



senza sord.



p

p

mf

 p















 





 

 

 

 

  

    mf

 

 

Vc.





  



  



  

 

arco

p

p

        dim.

  

p

mf

cresc.

p

p



             



arco

mf

  

 

   

      

Oboe turn towards Horns

mf

        

Vla.

1º

 

Vln. II

 

Solo Perc.

25 

mf

mp

Tba.

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

  

25

mf

 

 

f



          

         



   

      



          

              

 

  

 

 

  

 

    

 

 p


41

   176

Fls.1/2

Ob.

C.A.

Cls.1/2

Bsns.1/2

Hn.1/2

Hp.

Solo Ob.

 

   

 

  

   

 

 











 

   

  

   

   

 



   







   





 

 

 

 

 

 

 



 p



    

          

 

cresc.

  

            

 

Vc.

   

                 

   

Vla.

mf

cresc.

Cb.

 

Vln. II

mf

Vln. I

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

mf

mf

   

Solo Perc.

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

a2

Tbns.1/2

mf

     

Tpts.1/2

    

    

Hn.3

Tba.



 

ff



mf



                  mf

 

 

 

     

   

 

 

mf





mf

  

mf

  



mf

f

 

            

          



   

   

   

  

  

  

  

pizz.

mf

mf


42

   179

Fls.1/2

Ob.

  

C.A.

Hn.1/2

Hp.

Solo Ob.

Vln. I

Vln. II

Vla.

Cb.



         

a2

mf

 

          

f

 



f



  





  

 

          

 

     

 

 

mf

  

 

  

 

mf

f

       mf

 

 

  

  

  

 

 

p

p

cresc.

  

cresc.

   

 

mf

f

 





mf

f

   



 

 

         

 

                    mf                   mf  

ff

    

   



 

   



 

 

HIGH CYM.

    

  

   



f



mf



               

   

a2

f

 

  

f

 

Vc.



Solo Perc.

 

  

mf

Tba.

mf

Tbns.1/2

 



Tpts.1/2

  

Hn.3

   

Cls.1/2

Bsns.1/2

 

26

f

f

26 div. in 2         

 

sfzp

        

 

 

   

sfz



  

   

  

   

mf



mf


43

  

Ob.

 

C.A.

 

182

Fls.1/2



mf

 

Cls.1/2

Bsns.1/2

Hn.1/2

   

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

  

   

cresc.



 

 

 

   



 

 

 

 

 

   



 

 

 

 

 

   

   

p

p

 

 

 

    

        VIBES

 

        

f

              

 

unis.

         

           

   

            

   

cresc.



sfz



mf

p

        

            

 p



   

       

pizz.

 







cresc.

cresc.

cresc.

 



 



cresc.

 p

p

cresc.

 

    

  

p

cresc.

MEDIUM CYM.

p

 

 

mf

mf

Cb.

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

pp

Vc.

 

     

Vla.

 

Vln. II

 

    

p

Solo Perc.

Vln. I

Tbns.1/2

Solo Ob.

           

   

Tpts.1/2

Hp.

  

Hn.3

Tba.

  

  


44

   185

Fls.1/2

 

Ob.

 

Cls.1/2

Hn.1/2



mf

a2



    

mf

Tbns.1/2

Tba.

Hp.

Solo Ob.

mf

 

   

  

       

p

 

mf





   

   

   



mf

       

 

 

 

 

sffz

 sffz

   f

 f

 f

27 div. in 2  unis.             div. in 2

unis.           

sfz



sfz

       

mf

   

mf

 mf

  



p

  

 p

    

 

  

  



mf





 

 

  

Low CYM.

  

mf unis.              mf

    pp

unis.               mf

  

 

    

mf

pp

 

    

       

   

 

    



a2

  

 

   

     

mf

    

mf

   

sffzp

    

sffzp

mf



f

mf

div. in 2

  

 

VIBES

    

 

p



mf

p

       

   

mf

p





 



       



  

div. in 2

Cb.

   

   

mf

Vc.

      

Vla.

 

   

Vln. II

   

mf

cresc.

Vln. I

a2

    



   

Solo Perc.

mf

Tpts.1/2



    

  

Hn.3

   

 

C.A.

Bsns.1/2

27

f

              

mf

      

  

 

      

  

 

f

p

cresc.

    

cresc.

p

arco unis.


45

 

 

189

Fls.1/2

Ob.

C.A.

Cls.1/2

Bsns.1/2

Hn.1/2

   

   

         mf

Hn.3

Tbns.1/2

Tba.

Hp.

Solo Ob.

   

   



    

   

   



     

mf

 mf



mf

mf

         

mf

f



   





 

  

unis.

  

unis.

f

   

mf

 

 

sffzp

 

arco

  

 

     

LOW CYM.

f

ff

f

   



              

f

mf





VIBES

sffzp div. in 2

mf

f

div. in 2

f

sffzp

Cb.

   

        

div. in 2

Vc.

   

mf

      

Vla.

     

Vln. II

mf



     mf



   

mf

  

        



p







f

Vln. I



Solo Perc.

      mf

Tpts.1/2

 

div. in 2

            

mf

sffzf

  

div. in 2

        

sffzf

mf



div. in 2

          

unis.

sffzf

mf

  

  

 

 

 

 

 

   





cresc.

arco       cresc.




46

Fls.1/2

192   

Ob.



f

 

 

a2

 

   f   

Tpts.1/2

f

Hp.

Solo Ob.

mf



   

                       mf

                       

f

f

mf

  

 

sffz

sffz

sffz



 

 

 





  

       

mf

  

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

           

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



MED. CYM.

f

 

HIGH CYM.

ff

 

 

 

  

sffz

sffz

  

ff

div. in 2

     unis.         mf

sffzp

       

div. in 2

mf

sffzp

       

div. in 2

unis.

 

 f

accel.

 

unis.

mf

Cb.

   

 

   

Vc.

     

Vla.

mf

Vln. II

 

mf

ff

Vln. I



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

  

Solo Perc.

     

 

Tbns.1/2

Tba.

 

f

f

Hn.3



f

 

     

 

 

Cls.1/2

Hn.1/2

 

C.A.

Bsns.1/2

accel.

           mf

 f

  

sffzp div. in 2

   

sffzp

f



[Solo Perc. move quickly to C2]

  cresc.

 cresc.

   

sffzp div. in 2

1º

cresc.

cresc.

 cresc.


47

Fls.1/2

194      

sffz

Cls.1/2

Bsns.1/2

Hn.1/2

 

  

  



 



 

sffz

sffz

sffz

   sffz

f

sffz

Hn.3

Tpts.1/2

Tbns.1/2

Tba.

Hp.

Solo Ob.

 

 







 



 

p



 





 



 





 

p

 p



p

 

p

p

sfz

mf

mf

 mf

  mf



mf

 mf

mf

  mf

 

mf









 

 

  

  

sfz

    



 

 



mf

  mf

 

mf

  

mf

Cb.

f

     

Vc.



f

Vla.

f

sffz

p

 

Vln. II



Solo Perc.

Vln. I

 

C.A.

 

Ob.

rit.

  mf

mf

rit.

   

   

    f

 

   f

unis.









mf

unis.









mf unis.

mf









  

div. in 2



sffzp

 

div. in 2



sffzp

  

div. in 2

sffzp

  

 



 p

  p


48

Fls.1/2

196  

  

Ob.

Bsns.1/2

Hn.1/2

cresc. molto

cresc. molto

 

   

Tpts.1/2

Hp.

Solo Ob.

 

cresc. molto

cresc. molto

   

 

cresc. molto

 

 

  

cresc. molto

  

 

  

 

    

   

 

  

 

    

     

 

 

        

Vln. II

Vla.

Vc.

Cb.

    

a2

     

   mf

 

 

 



 



mf

mf

 

sfp

 



   

 sfz

 

p

 

 

 

     

  

 



sfz

 

BONGOS                     TOMS

CONGAS

 

sfz

  

BASS DRUM

mf

       

f

 

           

   

     

III - Dramatic:

28 furious / expressive q = 80        

 

 

 

sffz

  

mf cresc. molto sffz

        f



      f furioso

                        

mf

  

  

 

ff

ff

f

      f

                       

f furioso

 

 

ff

f

sffz

 

       

sffz

  



sffz

     

mf cresc. molto

      

   

mf cresc. molto

     

mf cresc. molto

     



mf cresc. molto

      

  a2                       

sfp



attacca!

   

f

sffz

   

sffz

sffz

cresc. molto

sffz

f

sffz

cresc. molto

  

sffz

f

ff furioso

Vln. I

sffz

     

f

sffz

a2      

 

Solo Perc.

   

  

cresc. molto

Tba.

sffz

Tbns.1/2

sffz

 

cresc. molto

    

Hn.3

furious / expressive q = 80

 

Cls.1/2

   

 

C.A.

III - Dramatic:

28


49

Fls.1/2

200   

  

Ob.

     a2

   

 

mf

                    

    



                    

    



f furioso

Cls.1/2

Bsns.1/2

Hn.1/2

Tpts.1/2

Solo Ob.

      

  

  

        

Cb.

[HORNS SIT]

 

   



      

sfp

 3 3         3 3

        sfz p 

  



 

      TOMS

 ff

    

    

   

 

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

 

p

    

    

mf

f

  

ff

      

   

f furioso

 

 



 

 

 



 

mf

mf

 

mf

   

      

f

   

   

f

mf

SNARE DRUM c.c.

BONGOS

        

  

sfz



      

[Oboe move to C1 beside Horns]

 

  

ff

Vc.

a2

   

Vla.

sfp

 

Vln. II

 

 

CONGAS

Vln. I

Solo Perc.

mf

  

Tbns.1/2

Hp.

f furioso

 

Hn.3

Tba.

C.A.





  


50

Fls.1/2

203       

   

Ob.

 

Cls.1/2

Bsns.1/2

Hn.1/2



 

    

29

    

 

              a2



     

mf

 

 



 

 

mf

             p



   

1º 

 

sfpp

 



    

     

mf



 

sfzp

mf

 

sfzp

mf

   

C.A.

   

sfpp



pp espr.

    

 

 

   

 

  

Solo Ob.

     

Solo Perc.

Cb.

 



   

 





f

     



 





   



 

 

  



 mf

mf

 

 

29   

 

 

 



cresc.

   

cresc.



cresc.



 

sfz p espress.

        

 

   

CONGAS

f

pp espr.

f



ff

mf

TOMS

           

 

  



 

E§ F# G A Db C Bb



   

f



mf

 

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

 

   

CONGAS

mf

Vc.



mf

Vla.

cresc.

          

Vln. II

p

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

f

f

Vln. I

    

Hp.

 

sfz

sfz

 

   

   

  



Tba.

    



Tbns.1/2



Tpts.1/2



Hn.3

     



   









  p



sfz

 

sfz

  

sfz

  

Eb Fb

 

     


51

f

mf

Ob.

C.A.

 

           

    

  



   

1º

   

p

sfpp

 

  

  







sfpp

p

p

Solo Ob.

sfpp

 



   



 

p



p

  



           

f



  

mf

mf

  

  

       



 S.D. sticks        

pp

   

   

S.D.s.c.

Solo Perc.



sfpp

 

Hp.

  

 

  

    

     

F§ Ab

        

   

S.D.s.c.

   

pp

p

 

 

B.D. S.D sticks

    

pp

 

Vln. II

Vla.

Vln. I

Vc.

Cb.

D§

B.D.

p pp

 



Tba.



Tbns.1/2

 



Tpts.1/2

     

Hn.3



Hn.1/2

mf

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



Bsns.1/2



Cls.1/2



Fls.1/2

207 1º                         

 

  

 

cresc.


52

      211

Fls.1/2

f

Ob.

C.A.

Bsns.1/2

Hn.1/2

Tbns.1/2

Hp.

Solo Ob.

Vln. I

 



 



 

   

 

   

a2

 

 

cresc.

 

 

 

 

   

 

 

 

 

f

 

 



 

 

 

 TOMS

 BONGOS

 

sfz

  

sffz

mf

  

mf

 

  

mf

sffz

cresc. molto pizz.

sffz

 



sfp

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

  

 

           

mf

mf

CONGAS

cresc. molto



 

 





mf

B§

       

  

               

  

p

Vc.

                         sffz cresc. molto

Vla.

     a2

f

f

f

30                        

Vln. II

p

Cb.

 

sffz

sffz

 

sfp

   

Solo Perc.

 

sffz

sffz

 

 



Tba.

 

 

sffz

  

Tpts.1/2

    

Hn.3

   

Cls.1/2

30

 

B.D.

mf

      

f

      

                     f

f furioso arco

mf

mf


53

 

214

Fls.1/2

Ob.

C.A.

Hn.1/2

   

          

  

 

 

           

 

f

f

          

                 mf

f

            sfz p       

 

   

   

sfz

    

f

     f

 

 3      3



      

3

  3

 

   



    

sfp

sfp

 

mf

            

Vla.

Vc.

    

               

sfz

Vln. II

Cb.

     

   

 

 

ff

 

ff

  

   

          

      

        f

          

BONGOS

TOMS

CONGAS

         f

ff

  

 

S.D. c.c.

     

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

p

    

f

mf

        

                 

f

            

mf





  

 

 



 

 

 

 

  

mf

Solo Perc.

Vln. I

   

 

           

  

a2

Tbns.1/2

Solo Ob.

Tpts.1/2

Hp.

     

 

Hn.3

Tba.

   

  

Cls.1/2

Bsns.1/2

 

mf

mf


54

Fls.1/2

217        f

  

 

f

mf

 

Ob.

     

  

  

f

 

C.A.

    

Cls.1/2

f

    

     

     

f

Bsns.1/2

Hn.1/2

  

f

Hn.3

Tpts.1/2

   

Tbns.1/2

     

sfz p

Hp.

Solo Ob.

Solo Perc.

 





 

 



 

mf

 

 

     

  



 

mf

mf

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

   

 

 

   

 

 





          

 



 

     

 



 

    

 



mf

 



 



  

   CONGAS

         

ff

  

 

   

 

  

       

 

 

  

 

 

  

      

cresc.

 

cresc.

  

 

 

 

  

 

 

mf



mf

TOMS

CONGAS

 

   

mf

f

f

B.D.

  





 

 



    

  

cresc.



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

   

  

mf

 

        

mf

Cb.

f

Vc.

   

Vla.

     

Vln. II

mf

Vln. I



 

 

sfz

Tba.

a2

  



 

mf

mf

 

   





cresc.

 cresc.




55

31

 

Cls.1/2

Hn.1/2

p

   

               

  



   

   

 

sfp

 



1º

   

p

sfz sfpp



Solo Ob.

Solo Perc.

Vln. I

 





  





 

  

p

p

    



     

  

mf

E§

 

sfp espress.

   



f

   

 

Cb Bb

    mf

    



          

  

                  

S.D.s.c.

           

       

 B.D.       

31      

    

   

  

      sfz

pp

 

     B.D.

p



    

sfp

Cb.

   

sfz

Vc.



sfz

Vla.

            

sfz

Vln. II

 

Hp.

pp espress.



sfp

f

Tba.

     f

Tbns.1/2



Tpts.1/2

 

p

pp espress.



sfp

   

Hn.3

     

sfpp

Bsns.1/2



C.A.

          

   

Ob.



Fls.1/2

        1º

220

  

S.D.s.c.

pp

p

 



 


56

   

  

224

Fls.1/2

Ob.

  

C.A.

Hn.1/2

 

sffz

sffz

 

 

f

 

a2

 

a2



       

   

  

   

          

  

       

 





 

  

   

 

  

 

   f

2º

  

mf

  

 

 

        

 

ff

Vln. II

mf cresc. molto

cresc. molto

p

Vc.

sfz

 

 

 

BONGOS

     

 

     

            

 

 

f

sfz

  

sfz

S.D c.c.

  

 

 

      

 

mf

 

ff

 

f

ff

f

         

      

       f

  

sfz

f

 

 

  

 

 

  

 

 

 f

sfz

 



 

f

  

  3 3               3 3

  

 

         

               

Vla.

 f    

cresc. molto

sfz p

mf

TOMS

CONGAS

32                     sfz p

            

 

    

Solo Perc.



 

 

sfp

Cb.



Tbns.1/2

Vln. I

  

  

sfz

sfp

Solo Ob.

f

sffz

 

  



Tpts.1/2

Hp.

  

Hn.3

Tba.

sffz

Cls.1/2

Bsns.1/2

32   

sfz


57

   227

Ob.

C.A.

Cls.1/2

   

   

  

            

   

mf

 

mf

 

 

f

 

  

  

sfpp

   

sfp

   

mf

 

mf

    

  



   

           

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

   

    

f





      mf

    

Vln. II

mf

  

Vla.

 

Vc.

 

 

 

  

  

 



mf

sfz

 

f



   

CONGAS

ff

             cresc.

  

cresc.

      f

              mf

cresc.

   

 mf

 mf

 

 

 

 



 

   

 

  

sfp

    mf

   

 

B.D.

pp

33    

 

sfz

f

 

                   

mf

   

 TOMS

    

       

Eb [Ab] [Cb Bb]

CONGAS

f

    

f

mf

  

Solo Perc.

 

mf

f



  



p

sfpp

   

B.D.

Cb.

 

  

Tbns.1/2

Vln. I

mf

mf

Solo Ob.

Tpts.1/2

Hp.

 

 

Hn.3

Tba.

33



Hn.1/2

f

      



Bsns.1/2

   



Fls.1/2

a2



 



 

 

   



 

 

     

f

   

cresc.

cresc.

sfz

sfz

 

pp



sfp

   

sfz


58

 

230

Ob.

C.A.

Cls.1/2

Bsns.1/2

Hn.1/2

  

 

 

  

 

 

 

Tbns.1/2

Hp.

Solo Ob.

Vln. I

  

 

     

   

f

   

 

  

cresc.

 

 

      

          

mf

  

 

 

sfz

f

2º

 

 

   

 

p

p

  

ff



  

sfz

   

   

BONGOS

   

f

       f

         

 

 

   

   

sfz



mf

sfz



 

mf

sfz

cresc.

 TOMS



cresc.

cresc.

CONGAS

           

  



        

f

          

pp

 



sfp

 

 

   

mf

       

p

   

sfz

      

     

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

 

f

             

mf

 

Fb

   

Vc.

 

Vla.

Cb.

Vln. II

sfp

a2

sfz

 

 





sfz



 



 

f

sfz

 

   

Solo Perc.

   

pp espress.



Tba.

sfz

 



Tpts.1/2

 



pp espress.

Hn.3

   sfz

    



Fls.1/2

  

sfz

mf

mf


59

C.A.



Bsns.1/2

Hn.1/2

       

 

  

  sfz

Tbns.1/2

Solo Ob.

Vln. I

       

      

f

     cresc.

 

sfz

mf

 



Cb.

   

         



   



  

 

  

   

 

          

  

f

mf

 

 

 

 

   

B.D.

 TOMS

CONGAS

mf

  

ff

   

     

                   

              

    

 

   

 

 

mf

   





CONGAS

 

 









   

 

  

sfp

f

34                       

      

   

sfz

 

mf

      

 

     

sfz

mf

   

E§ F# (G§) A§ D# C# (Bb)

mf

 

sfz

                   

 

sfpp

p

mf

  

sfp

    

  

 



sfpp



 

    





mf

Vc.



a2

p

1°

  

Vla.





 

          

  

Vln. II

f

Solo Perc.

Tpts.1/2

Hp.

    

 

Hn.3

Tba.

  

f

mf

Cls.1/2

34



Ob.

  



Fls.1/2





 

233

 

B.D.

  p

     mf

 

 

      sfz

pp

sfzp

   

sfz


60

     

 

236

Fls.1/2

Ob.

  

C.A.

   

Cls.1/2

    

Bsns.1/2

Hn.1/2

 



 



Hn.3

pp

pp

Tpts.1/2

Tbns.1/2

Hp.

Solo Ob.

sfz



 

 

  



 

 

  

 



  

 

pp

  

 

B.D.

p

 

 

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

pp

   

 

     

     

 

sfmf 1º

 

mf

 

 p

 p

  

                       

mf cresc.

p cresc.

                    

p cresc.

cresc.



   

 TOMS

ff



        

           

cresc.

 

  

f

f

mf

          cresc.



a2

3

CONGAS

  

         

 

            

    

  

mf

sfz

pp

Cb.

 

Vc.

   

Vla.

sfz

f

Vln. II

 

S.D.s.c.

Vln. I

 

     

Solo Perc.

sfz

mf

  



Tba.

  

f

    

a2

     





  

BONGOS



sfz

      

mf

      

 

 



sfz

sfz

 

 

 

 

sfmf

sfmf


61

 

239

Fls.1/2

        

Ob.

mf

    

 



sfz

      

 

sfz

mf

sfpp

        

C.A.



      

1º

   p

f

   

f

 

Hp.

Solo Ob.

  

 

p

   

 

 

Cb.

   

mf

  

 F# A§

 

             

     

 

 

             

f

  

B.D.

pp

 

 

   

mf

 

 

 



 

 

 

 

  

 

 

  

 

p

 

mf

  

   

   

       

F§ Ab [D#]

    



mf

mf

mf

Vc.

pp

mf

    

 

Vla.

  

pp

 

 

 

mf

 

        

Vln. II

     

f p

mf

 

 

    

mf

          

 

p

       

  

p

    

mf

p

S.D. c.c.

Vln. I

 

          

Solo Perc.

 

 1º   

Tbns.1/2

   

 

Tpts.1/2

Tba.

 

Hn.3

 

sfpp



Hn.1/2





Bsns.1/2

  



  



Cls.1/2

  

1º      

 

sfzp

 

sfz

 

  

 


62

  

 

sfz

sfz

Hn.1/2

 

 

Tbns.1/2

   mf

sfmf



  

sf

1°

   (1°) sfz

sfmf



Db C§

 

    

S.D.s.c.

mf

mf

 



mf

 

  mf

sfz

 

mf

     B.D.

pp

 

CONGAS

 

 

mf



   

mf

  

         

  

  

cresc.

          cresc.

      

            sfz

sfz

sfz

sfz

a2



 

sfz

   

        

 

mf

mf

 

 

sfz

mf

     

  

   

sfz

  

 

mf

 

             

       

TOMS



 

 

 

   

f

cresc.

sfz

  



 

  

f

pp

pp

    

35   

 

a2

f

sfz

ff

Vc.

sfz

f

 

sfz

Vla.

  

 

sfz

    

Vln. II

Cb.

sfz

cresc.

Solo Perc.

   

CONGAS

Vln. I

           

cresc.

 

Solo Ob.

 

 

Tpts.1/2

Hp.

mf

 

         



    

Hn.3

Tba.

mf

     

sfz

Bsns.1/2

a2

   

Cls.1/2

   

sfz



C.A.

  



Ob.



sfz



Fls.1/2

35 242    

 

mf

 

    

TOMS

   

 

        

 

mf

 

cresc.

  



p

mf

 mf

cresc.

  

S.D.s.c.

p

 

f

    

  cresc.

  

     

 

 

f`

 


63

Fls.1/2

245    

sfz

Ob.

 

sfz

 

C.A.

sfz

  

Cls.1/2

sfz

Bsns.1/2

Hn.1/2

 

 

sfz

mf

       

mf

        

mf

sfz

f

sfz a2

  

mf

pp



  

   

           

Tba.

Hp.

Solo Ob.

  



     

   

sfz

Vln. II

Vla.

 

sfz

  

B.D.

pp

  

  



 

 

 



 

 

mf

 TOMS

CONGAS

        mf

      



  



  







    

mf



mf

 

 

sfz





    

sfz

Vc.

f

 

sfz

Cb.

 

 

 

a2

mf

Solo Perc.

Vln. I

  

   

       



       

p cresc.

Tbns.1/2

       

f

sfz

a2

f

 

    

pp

Tpts.1/2

sfz

a2

 

  

 

f

Hn.3

       

a2



    

   p





 

 mf

  

 



 









mf

mf


64

Fls.1/2

247      

 

sfz

Ob.

C.A.

sfz

 

sfz

Bsns.1/2

Hn.1/2

    

Tpts.1/2

Tbns.1/2

Tba.

Solo Ob.

 

p

 

 

 

    



 

  

    

 

 

sffz

 

 

sffz



  

 

mf

 

sffz

   

 



p

 

sffz





 

mf

Vc.

 



 

Vla.

  

f

Vln. II

   

   

sffz

Cb.



Solo Perc.

Vln. I

  

   

Hp.

   

Hn.3

 

f

 

sfz

f

sfz

f

   

Cls.1/2

a2

mf

 

 

   

    f

 





 





mf

mf

  


65

Fls.1/2

248      sfz

Ob.

C.A.

  

sfz

   sfz

Hn.1/2

   

Solo Perc.

Vc.

   

   



       

 

   

  

   

   

   

sfz

sfz

sfz

     f



  

f

a2

    f

    

  

a2

f

sffz

f

sffz

               

  

sfz

Cb.

  

Vla.

   



       

f

sfz

  



    

Vln. II



  

 

f

  

sffz

sffz

       

mf

mf

 



f

      

sffz

a2

  

sffz

       

a2

mf

     

  

  

f

   

Vln. I

f

   

        

     

Tbns.1/2

Solo Ob.

Tpts.1/2

Hp.

f

sffz

       

  

Hn.3

Tba.

  

sffz

f

sfz

       

a2

    

Cls.1/2

Bsns.1/2

             

mf

           

mf

    f

 



 





  

sfz



  B.D.

  

mf



  



   f

  

  

  

  



  

  



sfz

sfz

sfz

mf

mf

                     

sfz

f

   f

f

f


66

36

Fls.1/2

  

250   

sffz

  

Ob.

sffz

  

C.A.

sffz

   

Cls.1/2

sffz

Bsns.1/2

Hn.1/2

f

f a2

  

    

f

sffz

    

sffz

    

  

sffz

  

mf

sffz

mf

sffz

         

sffz

sfz

mf

 

  

cresc.

    

 

 

  

    



 

  

    

mf

    

mf

  

Tbns.1/2



sfz

 

mf

sfz

 

cresc.

      sfz

cresc.

Turn towards Perc.



   

f espress.

B.D.

 

ff

Vln. II

   

     

    ff

 

Vla.

 CONGAS       

div. in 3     

 

 gliss.

 

div. in 3      

sfmf

gliss.

   

mf

 

  

pp

sfmf

pp

 

sffz

p

        

  

sffz

   

ff

Vc.

             

    

p

ff

36       

  

sfz

  

                 

Solo Perc.

   

sfz

cresc.

p

 

mf

  

CONGAS

Cb.

sffz



sffz

sfz

Vln. I

mf

     f

   f    

       

                   

sffz

a2

   

Tpts.1/2

Solo Ob.

f

   

sfz

Hp.

    

 

Hn.3

Tba.

a2

  mf

f      f


67

Fls.1/2

253   

  

 

a2

f

sffz

Ob.

sffz

  

Cls.1/2

Bsns.1/2

Hn.1/2

Solo Ob.

Vln. I

sfz

    

   

    f

sfz

mf

 

 



 

 

 

 

 

mf

mf

cresc.

cresc.

cresc.



 

 

 

 



 

 



 

  

cresc.

sfz

sfz

p

 

 

sfz

sfz

 







 

 





 



 



 



   

 

  

          

  

B.D.

p

mf

ff



div. in 3   



p

 

 

gliss.



 

gliss.

gliss.

mf

ff

 

    

mf

pp

a2

pp

TOMS

mf

  

mf

mf

 

    

a2

sfz

 

Vc.

Vla.

 

Vln. II

Cb.

 

Solo Perc.

 

mf

  

f

f



 

Tbns.1/2

  

Tpts.1/2

Hp.

sffz

    

Hn.3

Tba.

  

sfz

    

sffz

  

C.A.

    

div. in 3      mf



gliss.


68

37

 

255

Fls.1/2

Ob.

C.A.

Hn.1/2

 

sfz

sfz

 

sfz

sfz

p

 

     p

 

      p

 

sfz

  

 

p

 

  

      pp

  



mf

 

mf

 

        

 

   

 

mf

  



  

   



   

 

 



  

in 3    div. 

mf

gliss.

p

 p

gliss.

 

mf

pp

mf

 



 



 

p

  

CONGAS       

p

ppp

  

unis. 



B.D.

     

p

mf

 

mf unis.



BONGOS

mf



pp

     pp

p

mf

p

Cb.

sfz

          

 

Vc.

      pp

 

   

mf

  

37

Vla.

Vln. II

pp

pp

TOMS

Vln. I

sfz

  

   

    

Solo Perc.

sfz

a2

 

a 2    

     

Tbns.1/2

Solo Ob.



Tpts.1/2

Hp.

 

Hn.3

Tba.

  

Cls.1/2

Bsns.1/2

 

 

 

 

gliss.

 

gliss.

div. in 3

p

  

p

 

 

  



gliss.



gliss.

mf



mf

p 1º solo

 

 

p


69

 

258

Fls.1/2

Ob.

C.A.

Hn.1/2

  

 

pp

pp

   

Cls.1/2

Bsns.1/2

rit.

   

pp

   

 

pp

Tpts.1/2

Tbns.1/2

Tba.

Hp.

Solo Ob.

Vln. I

   

 

p

   

  

 



pp

           mf

 



  



 

              

1º



p

 



                       

1º

  

sfp

  

       

         

p

pp

p

  

pp

   

   

 p

TOMS

 

 

rit.



    

3

3

gliss.

p

  

 

3

     

3

pp

  

38

3

pp

pp

    

  

gliss.

gliss.

tutti div.

  

pp

p

  

mf

  

 

  

gliss.

       

p

     

div.

gliss.

   

sfz

p

     

unis.

gliss.

sfz

 

gliss.

sfp

sfp

 

p

sfp

  

3

Poco meno mosso q = 72

  

        

B.D.

 



Perc. turns towards Solo Oboe

div. in 2

 

mf

      

   

   

   

BONGOS

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

  

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

gliss.

Cb.

  

 

Vc.

Vla.

Vln. II

Solo Perc.

  

  

pp

 

p

pp

   

   

   

pp

Hn.3

Poco meno mosso q = 72

pp

    

        

38

   

sfz

p

 

p

 gliss.

  

sfp

   

 gliss.

       sfz

p


70

 

263

Fls.1/2

Ob.

             

C.A.

Cls.1/2

   Bsns.1/2

Hn.1/2

 

 

    

Tpts.1/2

Tbns.1/2

Tba.

Hp.

Solo Ob.

Cb.

   

  

   

  

   

     



          

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

p









    

p

 

sfp

 

     

mf

   

  

  

 

   

 

  



      

p

mf

     

      

p

39

  

   

pp

   p

pp

 

pp

  

pp

   

pizz.

p

   

gliss.

 

gliss.

pp

   p

p



     

  

CONGAS

pp

p

 

 

BONGOS

TOMS

   

 

  

  

Vc.

Vla.

 

Vln. II

              

        

CONGAS

Vln. I



Solo Perc.

   

sfp

Hn.3

          

             

39

 

gliss.

pp

 

pp

gliss.

   

     

pp

   

    

p

 

gliss.

pp

 

gliss.

pp

   



 

 

gliss.

pp

 

pp

gliss.


71

40 Poco meno q = 69         1º         

rit.

 

267

Fls.1/2

Ob.

   

C.A.

      

Cls.1/2

Bsns.1/2

Hn.1/2

 

Tbns.1/2

Tba.

Hp.

Solo Ob.

Vln. I

  

 

 pp

 

  

  

 

 

  



   





  

pp

pp

pp

      

         pp

       

         

 

   

pp

gliss.

gliss.

gliss.

  

 

gliss.





    

pp

Eb F§ G§ A# Db C§ Bb



 

       

mf

pp

TEMPLE BLOCK

 

mf

rit.

40

   

mf

            

    

Poco meno q = 69

 

  

  

  

   

  

pp

  

 

   [move to Temple Blocks & Woodblocks]      

mf

  

      

bisbigliando

BONGOS

pp

mf arco

mf

mf

pp

TOMS

        pp

pp

Cb.

 

Vc.

    

Vla.

       

 

Vln. II

   

Solo Perc.

  

   

 

1º 

     pp

sfp

Tpts.1/2

 

    

Hn.3

p

pp dolce

pp dolce

 

pp dolce

pp

pp

pp


72

 

   

 

  

 

272

Fls.1/2

Ob.

C.A.

Cls.1/2

Bsns.1/2

Hn.1/2

p

 

  

 

p

    mf

p



   

mf

Tbns.1/2

 

 

Hp.

p

        

Solo Ob.

  

Solo Perc.



 

   

mf

 

 

G#

 

  

WOOD BLOCK

T.B.

  

 

  

Vln. II

 

  

Vla.

 



  

  

 B§

              

W.B.

poco a poco cresc.

Vc.



              

 

    

 

  

Cb.

 

Tpts.1/2

Vln. I

p

 

Hn.3

Tba.

  







 

   

mf

       

T.B.

        

      

W.B.


73

41

       

   275

Fls.1/2

mf

    

 

  

   

 

Cls.1/2

Hn.3

Tpts.1/2

Tbns.1/2

Hp.

Solo Ob.

 mf

mf

Tba.

C.A.

Hn.1/2

  

Ob.

Bsns.1/2

   

all

§



  

Solo Perc.

mf

  

      p

   

mf

  

  

[Perc. moves to join Oboe]

   mf

[Oboe & Perc. go together to D1 & D2]

   

41   

  

Vln. II

 

  

Vla.

 

  

 

solo

Vln. I

Vc.

Cb.

 

mf molto espr.

 

  

   

 

  



 

     

   

      

 


74

 

 

  

  

279

Fls.1/2

Ob.

C.A.

Cls.1/2

Bsns.1/2

Hn.1/2

mf

  

 

  

   

 

p

p

1°

           

 

  

p

pp

        

  



    p

   pp

   

  



  

 



 



 





 





 





 





 





 





 





 





 

 

 

 

 

Vln. II

Vla.

 Vc.

Cb.

 



   p



Solo Perc.

Vln. I

 

  

1º

Tbns.1/2

Solo Ob.

 

Tpts.1/2

Hp.

 

Hn.3

Tba.

 

 





   

 

  

  

    p

    





p

pp



  p

   p





 



 

Tutti

pp



 



 



 



pp


75

Fls.1/2

42 IV - Warm q = 60 282                

mp

   

Ob.

C.A.

      

1º

 

              

pp

Bsns.1/2

Hn.1/2

     

p

         

 

   p

p

a2

pp

1º   

 

 

Cls.1/2

 

Hn.3

 

Tpts.1/2

 

Tbns.1/2

 

 

 

 

Tba.

Hp.

Solo Ob.

  





 

    

  

pp

  



p espress. MARIMBA

Solo Perc.

Vln. I

               p 42 IV - Warm q = 60       

           

   

    

   

  

pp

Vln. II

      

      

pp

Vla.

pp

Vc.

       

    

  



2 soli





p espr.

 

 



   

    

 

p

Cb.

     


76

 

285

Fls.1/2

Ob.

C.A.

Cls.1/2

       

     

p

Bsns.1/2

Hn.1/2

p

    

  

 

    

 

    

p

      

      1º

a2

pp

p

         

Solo Perc.

Vln. I

Tbns.1/2

Solo Ob.

Tpts.1/2

Hp.

 1º       



 

 

Hn.3

Tba.

 

    

43

 

   

  



                                            

 

43

  

        

                      

Vln. II

Vla.

  Vc.

Cb.

 

  



 

  

 

    



p pizz.

  p

  

   

 





  


77

 

Ob.

C.A.

289

Fls.1/2

 

Cls.1/2

 

3



  

   

 

 

p espress.

Bsns.1/2

Hn.1/2

 





    

 

 





a2

pp

 

Hn.3

pp

Tpts.1/2

Tbns.1/2

Tba.

Hp.

Solo Ob.

Vln. I

  

mf

 

Solo Perc.

 

 

 

 p

               



mf

   p

              

   

    

       

      

Vln. II

Vla.

Vc.

Cb.



  

  

 

 





   3

 

  

 

  

 


78

44   

   

292

Fls.1/2



p

      

Ob.

C.A.

Cls.1/2

Bsns.1/2

Hn.1/2

Tbns.1/2

Solo Ob.

Solo Perc.

Vln. I

  

  

  

  

 

Tpts.1/2

Hp.

 

   

Hn.3

Tba.



Vla.

Vc.

Cb.

  1º

pp

Eb F# Bb

  

 



 

p

  

 

 

  

 

 



mf

 

mf

 

  

 Db

 



   

        

                         

                         mf

  

pp

  

ppp



  

44 

 

ppp

pp

  

  

arco

ppp

  



  

pp

  

pp

ppp

  

mf

 

   

  

pp

Vln. II


79

 

Ob.

C.A.

Cls.1/2

295

Fls.1/2

45 

   

1º

p

 p

Bsns.1/2

Hn.1/2

   

Hn.3

Tpts.1/2

Tbns.1/2

Tba.

Solo Ob.

   

 

 

 

   

 E§

   

 



 

 



 gl iss .



             

f

 

                          

  





      

   

 

 

 

        

        





  

  

   

45 

Vla.

Vc.

pizz.

 

pp

 

pizz.

pp

      

   

      

 

Vln. II

Cb.

 

Solo Perc.

Vln. I

 

Hp.


80

   298

Fls.1/2



  

 

poco accel.

  

rit.

Ob.

C.A.

  

Cls.1/2

Bsns.1/2

Hn.1/2

     

   

pp

  

mf

  

 

   

  



    

 



 

dim.

  

 

dim.

  

                                 

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

  

 



  

         



 

  

 

 





         



 

  

Vln. II

 

poco accel.

Vc.

Cb.

Vla.

 

  

 

Solo Perc.

Vln. I

pp

mf

 

Tbns.1/2

Solo Ob.

       

    

Tpts.1/2

Hp.

 

Hn.3

Tba.

   

  

rit.

pizz.        

p espress.

pp

      

1ª sola

 

 

pizz. p


81

46

 

Ob.

C.A.

301 a tempo q = 60

Fls.1/2

 

Cls.1/2

p

Bsns.1/2

   

   

   

p

Hn.1/2

 1º  

   

pp

Hn.3

Tpts.1/2

Tbns.1/2

Tba.

Hp.

Solo Ob.

    



pp

  



    

   

 p





   



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

Solo Perc.

p

46

             

        

          

       

a tempo q = 60

Vln. I

[pp]

Vln. II

[pp]

     Vla.

 

Vc.

(altre)

      

 



 



 

   



pp

   

   

pp

Cb.

 

2 sole

    


82

 

305

Fls.1/2

Ob.

 

C.A.



pp

Cls.1/2

   



p

47

         

mf

      

 

Tbns.1/2

Hp.

Solo Ob.

  

      

Solo Perc.

E F# G§ A§ D# C# Bb



p

 

   



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

   

      

 

p espr.

 

47

Vln. I

2 soli arco

        

 pp

 Vla.

Vc.

Cb.

 



pp

  

pp

arco

pp

 





 

              

   

            

 

 

 

  

  

 

p





arco

p espress.

altri arco

 Vln. II

 



Tpts.1/2

pp



 

Hn.3

Tba.



Hn.1/2

p

Bsns.1/2

  

  




83

 

309

Fls.1/2

Ob.

C.A.

Cls.1/2

Bsns.1/2

Hn.1/2

 

  

 

   

  p

 

 pp

 

pp

 

  



   

 

 





 

   



 





C§ B§

(2 soli)   

Vln. II

  





    

    

 

Vc.

   p

   

mf

                        mf

48

pp

Vla.

        

  mf

        mf

3

cresc.

    

                                               

Solo Perc.

Cb.

   

 

  

Vln. I

Tbns.1/2

Solo Ob.

 

Tpts.1/2

Hp.

 

Hn.3

Tba.

48           

tutte div.

 

 

pp

  



  

pp

pp


84

 

Ob.

C.A.

Cls.1/2

313

Fls.1/2

Bsns.1/2

Hn.1/2

  

1º

 

  

pp

Hn.3

Tpts.1/2

Tbns.1/2

Tba.

    

 

 

 

 

Bb

  

 

E§ C#

  



                           

  

   

                   

  

 

 

   

mf





   



mf

Vln. I

  

Hp.

Solo Perc.

   

Solo Ob.

 

 



f

    

      

   



     

C§

        

   

Vla.

   

Vc.

  

 

    

  

Vln. II

Cb.

  






85

 

316

Fls.1/2

Ob.

C.A.

  

 

  

  

 

p

Cls.1/2

p

Bsns.1/2

Hn.1/2

Tpts.1/2

Tbns.1/2

Hp.

Solo Ob.

 

  

  

 

p

p



p

 

 

   

   

  

  



    



              

Vc.

Vla.

Vln. II

Cb.

    

Solo Perc.

Vln. I

p

   

Hn.3

Tba.

1º  

accel. poco a poco

 

pizz.

pp pizz.

  pp

 

  

         

 

 

  



 



 

 

       

       

 

   

        

 

 

 

                  accel. poco a poco

 





 

          

 



 

         

         

pizz.

pp


86

49

 

319

Fls.1/2

Ob.

 

Cls.1/2

Bsns.1/2

Hn.1/2

Solo Ob.

p





   

 

       

Vla.

         

    



 



  



  

 

  

 

mf

 

a2 3

3

         pp



 

pp

pp

   p

Poco più mosso q = 72 Passionate

 

mf

3 3

 

 

 

mf

 

    

mf

mf

 

Vc.

  

a2



49  



       

     

 

 

 

pp

 p

p

Vln. II

Cb.



  

                      



 

p

 

Solo Perc.

Vln. I

 

Tbns.1/2

         

1º

                   p

 

Tpts.1/2

Hp.



  

Hn.3

Tba.

 

 

C.A.

Poco più mosso q = 72 Passionate

  

p

arco

3



p arco

3



arco

p

3

 

 

3



3



3

















p arco 3

3



 



 



 



 

  

 

3


87

 

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

 

Ob.

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

 

        

C.A.

         

321  

Fls.1/2

                    1º

Cls.1/2

Bsns.1/2

Hn.1/2

  

p

    

Hn.3

Tba.

 

Solo Ob.

Vln. I

a2      

3

3

 

  

3

        

3

pp

 p

 

 

 

  

 

 



 

 

 



Vla.

 



 



 

    

3

3

3

3

























3

3

3

     

   



 



 

 

 



 

 

 

f

     



    

  

mf



mf

3

 

p

Eb [F# G A] [D# C# Bb]

 

  

pp

 

 

Vln. II

Cb.

mf

 

 

Vc.



 

Solo Perc.

                     

 

Hp.

mf

Tbns.1/2

p

Tpts.1/2

1º

 

         

 

f

3



3



3

   3



3























3

3

 3



 



 



 

 

  

 



3


88

323      

Fls.1/2

 

              

a2        

mf

                    

Ob.

       

mf

C.A.

                   1º

Cls.1/2

Bsns.1/2

Hn.1/2

(a2)  

    

Hn.3

Tba.

    



Solo Ob.

 

 

 

 



 

Vln. I

 

Vla.

 

Vc.

 

 

  

 

p



 

 







3





3





 



 

 

3







 



















 

 

 

3

 







 

     

  

 

 

     3

        f

3

 

3            



3            cresc. molto





3

cresc. molto

 3

p



3

p

     

 

3

f

    

mf

cresc.



mf

 

mf

3

3

Cb.



 

 

[Eb F# A G] D§ C§ [Bb]

 

Vln. II

 

cresc.

p

  

  

cresc.

Solo Perc.



3

        a2

 

Hp.

  

3

Tbns.1/2

p

Tpts.1/2

3

 

  

3

          3

cresc. molto

p

  

 




89

50

Poco più mosso q = 96

325  

Fls.1/2

   f

Ob.

  f

 

C.A.

Bsns.1/2

Hn.1/2

p

   

   

(a 2)

Cls.1/2

f (a 2)

  f

Hn.3

p

                 p





  

  

f

Solo Ob.

mf

         

  

f

  mf

     

p

 

               

p

3







3

 



3

3







 





 F§ Ab B§

 

3

mf

     

 



  

f

3

3

  f

    p

 

        f  p

 

 

 

  

 



 

mf



3

3

p



mf

p

  





p

   

   

  

  

pp

 

mf

  

pp

 

50 Poco più mosso q = 96     

Vc.

 

 

 





  

f

 



 

Vla.

 

Vln. II

   

p



f

             

p

f

Cb.

 



p

p

f

Vln. I

  

             

p

Solo Perc.

  

 

 

Hp.



mf

Tba.

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

Tbns.1/2

p

mf

Tpts.1/2

p

   

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



3

 3

 mf

 


90

 

327

Fls.1/2

Ob.

C.A.

  mf

  mf

Bsns.1/2

Hn.1/2

  mf





(a 2)

 

 

    



Vc.

Cb.

  

mf

              p

 

f

mf

3



 

 

   



p

 



3

3

 

3

 

3





 

 

  mf

 

       



f

 f

       

 

f

 3

  

 

 Bb

   



 

F# A§

p

  

  

       pp

 

      

p

         

f

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

     

 

f p

Vla.

p

mf

 



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

 

Vln. II

p

 

 

p

              

            

mf

  

   

mf

p

Solo Perc.

Vln. I

             

      

Tbns.1/2

Solo Ob.

p

Tpts.1/2

Hp.

     

 

Hn.3

Tba.

   

(a 2)

Cls.1/2

p

  mf

 

 

p

   

       

  

 

 

 

 

 mf

mf

 


91

Fls.1/2

329    

 

mf

Ob.

mf

 

C.A.

(a 2)

Cls.1/2

p

p

 

Bsns.1/2

Hn.1/2

 

  

mf

 

 

 

  

Tpts.1/2

3

Tba.

   

  

 p    p

  

 

Hp.

Solo Ob.

Vln. I

  

Vln. II

    

 

 

      

Vla.

Vc.

Cb.

 

  



         

   

cresc.

 



3



  

  

mf

           

 

  

    

p

 

mf

   mf

p



         





div.

  



 



 

  

           

 

 

 

 

  

  

  

 

  

  

D§

 

      



 

mf

 

  

p



3

 



p

Db

  

   

mf

mf



       

3

3

 

 

  

  



p

 

 

  

   

 



         

   

 

Solo Perc.



 

  

 

mf

Tbns.1/2

p

 

Hn.3

 

         

mf

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

mf

(a 2)



mf

                      

  

 

                      

 


92 pochiss. rit.

  

       

331

Fls.1/2

            

mf

     

 

Ob.

mf

  

C.A.

(a 2)

 

Cls.1/2

Bsns.1/2

Hn.1/2



   

Tba.



cresc.

Solo Ob.

Solo Perc.

Vln. I

Vln. II

Vla.

Vc.

Cb.

  

  

  

 

f

3



  

         

   

  

 pochiss. rit.

 

cresc.

 

  

    

  

cresc.

                 



 

                  f

 



f

      

 

 



mf

 

  mf

   

 3

3





















mf

 

3

3

 











E§ (F#) (G§) (A§) D# C# (Bb)





cresc.

mf

cresc.

cresc.





3

3



 

      p

  

  

3



mf

 

  

 

f



 

f

mf

    



     

 

 

    

  

 

                    f

3

Hp.

      

    

Tbns.1/2

   

mf

(a 2)

3

Tpts.1/2



f

3       

Hn.3

        

 

mf



 



  

  

    

  

 







   

 



 

 

 

 



  





 





 

 











          

cresc.

cresc.

    

cresc.

  

 

f

f

f

f

f

 

 

unis.



 


93 Exultant h. = 60 < q = h. >

51

Fls.1/2

 333      



      

  

 

       



 

  

   pp



   

  



1º               

   



pp

C.A.

Cls.1/2

pp

pp

Bsns.1/2

          f         mf

Hn.1/2

Hn.3

f

Hp.

Solo Ob.

Solo Perc.

      pp

        



   



      

          

   

pp

pp

pp











     



 

 

      

f

  

3                3

p

                         p 3

3

3

Exultant h. = 60 < q = h. >

    

 pp



pp

   

3



3

3              3

3

3

3

3

   p

       3

3



   



   



 

  



      



 

 

         pp

 

   

     



       mf

pizz.



3



mf

Cb.

pp

mf

Vc.

pp

f

mf

Vla.

   



mf

Vln. II



51

Vln. I

       

f

     

       

Tbns.1/2



        

Tpts.1/2

Tba.

  

  

Ob.

arco

                  



p





     

pizz.

p

p

p

p

 




94

 





Ob.





C.A.





Cls.1/2







 

337

Fls.1/2

Bsns.1/2

Hn.1/2

      

    

Hn.3

Tpts.1/2

Tbns.1/2

Tba.

Hp.

Solo Ob.





     





   pp

    

 



 



 



 





      

 

3

p

       3

    

  

   

 

 

    

  



 

                p

mf

3

                3

3

3

3

3

3



  

 

   

 

   

pp

pp

  

 

p

     

arco  pizz.                             





pp

   pizz.                            p

    

  

   

p

3 3 3                          3 3 3 3

 

    



 

    

Vc.

         p

Vla.

      



     

Vln. II

Cb.

3

Vln. I

     

  

p

Solo Perc.



a2        

  







p



 

 

    

 pp

     

arco



            p

  

  


95

52

 

340

Fls.1/2

Tba.

Solo Ob.

    p

      p

        

    p





  





         p

pp

mf

     



   





    

  

  

         p3

    

mf

    

mf

 

      mf

3

3           3

3

        3

3

p

p

Cb.

    

Vc.



 

Vla.

1º



Vln. II



          

52

Vln. I

       (a 2)

  p 

Solo Perc.

  

p



Hp.

   

 

            

Tbns.1/2

  p 

Tpts.1/2

   

   

Hn.3



Cls.1/2

 

Hn.1/2

   

    p

         

  

C.A.

    p

Bsns.1/2

Ob.





     3

mf

       p

3

3

      3

3

  pp



  

pp

           3

p

3

3





   





    



   

                          pizz.

arco

     



p

pp



p

p

p

3

p

  

    






96

 





Ob.





C.A.





Cls.1/2







 

344

Fls.1/2

Bsns.1/2

Hn.1/2

Hn.3

          

Tpts.1/2

Tbns.1/2

Tba.

Hp.

Solo Ob.

Cb.





    



 







     

 

 

    

 

    

 

     

   

p 3

 

 

 

 

3

3

 

  

     

 

3

3

3

3

3

   

       

 

    

 

pp

pp

 p

    

3

3 3 3                           3 3 3



3

  

                     

   

pizz.

p

    

 

  pizz.                   



 

             

mf





p

    pp

                           

       

p

     

 

      

Vc.



3           

Vla.





    

Vln. II

p

Vln. I



     

Solo Perc.



              

a2





pp

 



     

arco



pp

arco







arco



         

pp



              

p


97

53

 

347

Fls.1/2

C.A.

Cls.1/2

Hn.1/2

   







  









 

  

 



 





        







     





    

3

            3

 

        

pp

 

 

1º 3

   mf



            3

3

3







        

     



   

          

 

  pp

a2

      



         

   

     



   

       

   

      



pp

 



         

3

   

f 3

  

 

pp

           3

cresc.

p

p

cresc.









 

         

                

f

mf

53

      

                      

     







   







    



 

mf

Vln. II

mf

Vla.

mf

         

 

Vc.

p

Cb.

           pp

 3





mf

Vln. I

a2

mf



Solo Perc.

mf

Tbns.1/2

Solo Ob.

  

 

            





p

p

p



 

 

 

Tpts.1/2

Hp.

                     

Hn.3

Tba.

 

Ob.

Bsns.1/2

    mf



 mf

 p

    p      



mf



    mf











 mf

  


98

   350

Fls.1/2

Ob.

C.A.

Cls.1/2

Bsns.1/2

Hn.1/2

 



 

   



 

        



 





     

 





    

 

   

 



 

 

pp

pp

(a 2)

  

 

Tba.







 

  

 

 

Hp.

Solo Ob.

mf

mf







mf

Tbns.1/2

mf

mf

      

Tpts.1/2

   

       

Hn.3

 

pp

   

 

                

   

pp 1º

    pp

Vln. II

Vla.

      

   

     

1º

pp

  pp

 

 

               3

mf



         

          

                 



 

 

3

3

3

 









   



                mf

         mf









f

3

3

3

   

        

   

 



p

   

 

 

 



p

pp

pizz.

    p     

      

 

Vc.



          

p

pizz.

   



    3                       

  



 

mf

Cb.

mf

3  3                               3 3

Solo Perc.





1º



mf

Vln. I

  



sfzp

54  

  





         

            

f

     

                 



54 









  

 

  

mf



  mf

 

 p

     p       



















 

  


99

Fls.1/2

353       



       

    

Ob.

mf

C.A.

mf

 

pp

pp

Bsns.1/2

Hn.1/2

Solo Ob.





 



           

     mf

           mf



mf

mf



1º

3

   pp



 

 

  

      



 

      



              

 





      

   

         

pp

    

p

pp

3

   

         

            

           mf





sfzp

 

p



3

  











 





3

f





p

              

p

      

mf

   

 p

      p       

 

            

          





    





    











mf



mf





    







       





3

       

   

        

               mf



 

3

              

      

mf

mf

3

mf

3

              

  

 

   

Vc.



    3                      3

Vla.

mf

pp

  3                                       3 3

Vln. II

     

3

mf

 

pp

p

3

3

       

pp

                            3

   

Solo Perc.

Cb.

mf

Vln. I



 

Tbns.1/2

Hp.

 

Tpts.1/2

Tba.



  

Hn.3



  



          

pp

      f

Cls.1/2




100

 

356

Fls.1/2

Ob.

C.A.

Cls.1/2

Bsns.1/2

Hn.1/2

    



   



mf

mf

   

mf

Hn.3

Tpts.1/2

Tbns.1/2

Tba.

Hp.

Solo Ob.



          

    

mf

 

 

          













 







     





 



mf 1°

mf





















          

   

















         

          3

3

3

3

 

mf

Vc.

    

   

    

Vla.

            

          

Vln. II

Cb.

Solo Perc.

Vln. I



mf

        

          

mf

           

3

3

Eb Fb G Ab Db C Bb

     

             



     











         

        



 





   



    

 



   



    






101

   

Fls.1/2

Ob.

p

Hn.1/2

    

 



   

 



Tba.

 

p

 

 

Solo Ob.

         

ff 3

3

3

          

  

           

p

p

   

 



   

 

 



55    

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

sfz

 





3          

     

f

3

f

            mf

 



 

    

pizz.

    

mf

   



                



mf

3

   

Vc.

3

   

 3 3 3 3 3                        

Vla.



      3 3 3                   

Vln. II

3





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

ff

Cb.

       mf             

3

sfzp

  

Solo Perc.

Vln. I

 

Hp.

mf

  

3 3                   f    

a2 3

mf

   

Tbns.1/2

3

3

  

Tpts.1/2

mf

Hn.3



 

            

f

Bsns.1/2



 

f

Cls.1/2

55    

    f

C.A.

         

a2

359

mf arco

 mf

   3

   3

     

             mf

                 f

mf

   

   

f

   

      mf

 mf


102

 

362

Fls.1/2

Ob.

C.A.

Cls.1/2

Bsns.1/2

Hn.1/2

(a 2)

    f

 

Tpts.1/2

(a 2)



 

Solo Ob.

Vln. I

  



   



f

f

    



         

 p

mf

       

         

p

mf

p

mf

        f





  

  p 1º

     

mf

a2

 p

 

3

3

         3

3

p

   

             

        

    

mf

3

 3

f

           

p



              mf

 

             mf

mf



sfzp



 Eb Fb G Ab Db C Bb

    

 

 

3

3

       

   

    

    

   

arco

f





f

 f



ff

3

3

3

3 3  3 3 3                       poco accel.

ff 3

           

          

    

   

   



 

      3 3       3                  

             



f

    

f



f

Cb.

            

Vc.

   

    

Vla.

f

Vln. II



poco accel.

f

Solo Perc.



  

   

Hp.



mf

Tbns.1/2

  

mf

f

Tba.

 

Hn.3



mf

mf

  



arco

f arco



f

   

mf

   

   

    



f

pizz.



mf

mf

f



    



 mf

 mf


103 365     

(a 2)

Fls.1/2

  

Ob.



     (a 2)    

C.A.

Cls.1/2

Hn.1/2

    

Tpts.1/2

Tbns.1/2

Hp.

Solo Ob.



          3 f



   





 

                    3 3 3 3 f

 

 



 



  

 

 

 

 

 

 

   

f

1º

mf



  

 

mf

   

  

 

  

  

 

 

3

3

3

mf

 

Vc.

  

Cb.

 mf



f

f

 

 

sfz

  

cresc.

 

   







 

 



   

f

   3                  3 3 3 3

mf

 

Vla.

3

   3                     3 3 3 

sfzmf

 

Vln. II

3

mf

3



3

3

3

 

3

3

3

3

f

mf

  

Solo Perc.

Vln. I

Hn.3

Tba.

  

f



             

     3                  3 3 3

(a 2)

Bsns.1/2

 




104

      (a 2)

367  

Fls.1/2

    

Ob.

 

                

Bsns.1/2

Hn.1/2

    

 

Tpts.1/2

Solo Ob.

Solo Perc.

    

Vln. II

Vla.

3

f

mf

  



      

3

 

 

3

   

f

3

arco

mf

f

f

mf

            

3

 mf arco

mf

3

     

cresc.

     

cresc.

 

 

            

   

 





f

3

3

3

  

   

  

   

   

  

  

pizz.

sfz

pizz.

sfz

   pizz.

sfz

3

3

3

3

3

sffz

   

3

    

sffz

3

f

sffz

  

sffz

     f

sffz

                       

     

   

   

   

f

3

3

f

3

sffz

  

sffz

     

sffz

f

 3

 

 

    sfz

   

sfz



ff

   

 

   

ff 3





   



   

sffz

   

ff

arco 3 3             

a tempo

sfz

ff

sfz

ff

sffz

 arco 3 3            

 

sffz

   

           



    



    

sfz

f

3



3

   

   

f

sffz

     

3

  

3

3



3

 

 

3

sffz

                    

f



3



  

3



     

3

               

a2

3

 

               

arco pizz.                      

  

mf

 



                  pizz.

   

 

cresc.

3

  

mf

   

<h. = h> pochiss. rit.

mf

f

 3

a2               

3

       

arco                   

pizz.

f

f

 

3

3

 

f

  

mf

              

f

Cb.

            

f

Vc.



1º

 

f

a tempo

 

3



  

 



 

ff 3

Vln. I

 

ff 3

 

mf

    

3                    3

    

Tbns.1/2

Hp.

   mf



     

Hn.3

Tba.

    (a 2)

 

   

(a 2)

Cls.1/2

pochiss. rit.

 

C.A.

<h. = h>

f

arco 3

sfz

ff

3

sffz

   

sffz

   

sffz


Turn static files into dynamic content formats.

Create a flipbook
Musgrave TWO'S COMPANY by ScoresOnDemand - Issuu