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Musgrave GREEN

Page 1

Thea Musgrave

GREEN (2008) for twelve strings

Full score

NOVELLO


Thea Musgrave GREEN For twelve strings Commissioned by the Scottish Ensemble with support from the Friends of the Scottish Ensemble

first performed on 15th December 2008 at Queen’s Cross Church, Aberdeen Programme note This short work is about conflict – expressed here by the clash of opposing musical forces. One ‘force’ an ‘arioso’ is based around the harmonic field of E and is melodic, tonal, straightforward, and, at times, emotional. It is mainly led by the first violin. The other ‘force’ led by the double bass, is strongly discordant [at first a single note F later gradually growing to a giant cluster]. It is essentially chordal [non-melodic], static, suffocating, inexorable and impersonal. Its only contrast is getting louder or getting softer, getting denser, or less dense. The interruption of the opening ‘arioso’ by a single note F on the double bass is at first not very threatening and the reaction to it is one of surprise. Later as the threat increases so the reaction becomes stronger; at first one of irritation, then anger. A passionate outburst on the violins follows which falls on deaf ears. Then a solo violin, solo viola and solo cello all appeal in turn: still no response. Finally only fragments of the original ‘arioso’ are heard before dying away. Whereas near the beginning of the work the F on the double bass was an intrusive discord to the E of the ‘arioso’, now at the end a high lingering E on the solo viola [all that is left of the original ‘arioso’] is a discord to the giant cluster based on F. Many parallels to this conflict can of course be drawn from real life. The title ‘Green’ for me represents either the freshness of youth, or for the plant life in our world on which we all depend. Thea Musgrave

Duration: circa 13 minutes Instrumental parts are available on hire from the publisher

NOVELLO www.chesternovello.com www.musicroom.com


to Matt and Anya Ridley

Green for twelve strings Calm, warm h = 52

     

4 Violin I

p

altri

 

3 Violin II

 

2 Violas

Vln. I

 

Vln. II

Vla.

Vc.

Cb.

Vln. II

Vla.

   

Vc.

 

   



p

   

 

 

  

p

        



 

  

  

            

 

   2  p   altri 

 

 

 

mf

  

    

    

 

   

 



p

© 2008 by Novello & Company Limited

  

 

   

 

       



   

 



 

             

  unis.     

     

  

  

p

 

   mf

mf

 

mf

    

     

mf

        

 

mf

   

 

   

p

             

p

  pizz.

mf

  pizz.         

      

arco



p

mf

  

         mf          



          

p

   

p

    



   

   

    

 

1° solo

   3                    

    

p

p

   



 

  

   



mf



  

1



    



p

              

p

Cb.

     mp

 

actual pitch

  

       

 

mp

mf

      

16

Vln. I

p

  

1 Contrabass

8

 

  

 

    

mp

  

p

 

2 Violoncellos

 

 unis.       p

            

1° solo

Thea Musgrave

p

rev. 18/02/09


2

  23

Vln. I

Vln. II

Vln. I

pizz.

p

mf

   

  

  

Vc.

   38

Vc.



     

    

Vla.

  

 

  

        

 

  

  



  

pizz.

   



   

 

  

p

            

  

       

p

      

 

        

       pizz.

            

                  

              



         

        

p

mf

   

          

pizz.

        arco

                  

               

        

6                 

arco             

   

mf

arco                         

      

Vln. II

Cb.

   

mf

5         



mf

  

      

Vla.

  pizz.

mf



       

p

  

 

               

  

p

mf

 31       

Vln. II

Vln. I

 

arco



  

p

          

p

Cb.

mf

    

Vc.

Cb.

  

arco                           

Vla.

    

4

         



  

             

 

      

           

           

              

 



         

  


3

 45    Vln. I



    

Vc.

  

Vla.

Vc.

Cb.

pp

 

 

 

 

   

pizz.



   

arco

   

  

(arco) sfz f

f

h = ca.48

      6

 



  

pp

p

     a niente

  

 

 

  

  

   

dim. poco a poco

  

pochiss. accel.

6

   

p

pp

 

8

    

            p

p nervoso

p

 

 

 

pp

   

p

pp

 

 

           

       

 

pp

 

 

p

  

 

       

 

pp



pochiss. accel.

    

p



              

 

     

1° solo

altri

sfz f

Vln. I

Vln. II

         



7

         



        

53

2° 3° 4°

  

    

Vla.

1°

          

Vln. II

Cb.

  

Subito meno mosso h = ca.44

pochiss. accel.

p

  

  

 

mf

p

    

   

p

mf

   

p



    





   

 

    

 

 

Tempo I h = 52

unis. arco



     

p

actual pitch

p

mf


4

      61 unis.

Vln. I

Vln. II

 Vc.

Cb.

9

p



   

 

 

 

 

    

             

     p

Vla.

 



   



   

  

      



   

    

 

 



 



  

solo

1°

mf

          

 

6

2° 3° 4°

 

Vln. II

Vla.

Vc.

Cb.

 

 

 sfp



p

   

  

 

  

mf

  

 

p

f

      

   

mf

  

  

sfz f

 

p

mf

 

 

 

  

  

  

mf

mf

 

 

f

       f

mf

p

   

 

   

pizz.



   

sfz f

            

6



6



 

mf

            

 

mf

     

mf

    

 

f

mf

6

   

sfz f

         

   

   





   

 

mf

mf

Vln. I

                

  

 

 

mf

   

10

68   agitato 6           

     



 

 

 

             p

  mf

     

 

       

 

    

        

 

f

mf

mf

    

f

      f

dim. poco a poco


5

 74 unis.                        11

Vln. I

f

 

Vln. II

6

mf

f

p

    Vc.

Cb.

    

Vln. I

p

arco

 

 

  

 

 

13

 

f

            

Vc.

Cb.

    

 

 

       

    

    



 

 

    

 

 

   

ff



p

mf

 

cresc.

  

 

f

 

6



p

6

 

 

mf

 

 

   



 

              rit.

   

  

mf

f

f

   

       

6

 

cresc.

 

   

f

pizz.

    

     

   

    

 

  

arco                       arco  pizz.  arco                 



cresc.

  

poco accel.

   

Più mosso h = ca.60



   

 

sim. 6

    

        

 

mf

   

p



mf

p



  

p

p

sim.

pizz.

    

          

6

   



    

6

  

pizz.

Vla.

  

pizz.

84        

Vln. II

arco

mf

  

 

  

6             

   

Vc.

 

p

ppp

 

Vla.

 

mf

        

                

    

p

  

80   

Vln. II

mf

Cb.

           

12

Vln. I

     mf

Vla.

mf

              



  

 

   

               

  

 

gliss.

 



mf

1° solo

 

   

 

 

altri

 

        mf

f

f

 

     

         

mf

        mf

 

  



arco



  

 

p

     


6

14 Tempo Iº h = 52      unis.           



91

Vln. I

mf

Vln. II

Vla.

   

Vc.

     



 mf

mf

 

 

   

Vla.

  Vc.

 



 



   



      



         



   

   



   



   

    

p espress.

   

 



  p espress.

  

 

       arco         p

  

pizz.

  

   p

    



 

   

    

 







   

   

mf

   

    

p

  p

   

       

p

             

   

 

  



p



mf

    

p espress.

Cb.

actual pitch

niente

        

   

  

15

     

 

98

Vln. II

 

   

niente

p

Vln. I

   



   

mf

Cb.

   

 

dim.

mf

  

   

 

 

mf



 

       pizz.

mf

pizz.            mf

   

   

  

pizz. sf

 

sfp

 


7

 105                 rit.

Vln. I

16

a tempo

   

p

         

Vla.

  

17

  

Vln. II

   mf

f

mf

f

mf

   

  



mf

sfp

f

mf

pp

 

       pp

p

pp

    

arco

sfp

mf

    

 

 

 

sfp

  

sfp

 

     

mf

 

 

dim.

      

   

 

    

dim.

    

  

     

  

 

              

mf

mf

 

sfp

sfp

mf

p

 

 

   

p

3                 3

f

mf

 

 

     

mf

   

p

mf

 

 

   



   

 

  

pp

(non trem.)



f (non trem.)



mf

f

   

 

 

mf

pp

mf

sfp

 

18

     

sfp

p

 3   3         

  

mf 3

 

     

mf

3

      

f

    p

   

sfp

sfp



           

     

     

arco

(non trem.)

 

 

dim.

   

   

    



   

   

    

  

mf

   3    3           

mf

pp

  

arco

      

   

sfp

              

   

Cb.

    

arco

Vla.

Vc.

   

p

         

  

sfp

         

112

Vln. I

mf

Vc.

    

p

 

 

Cb.

pp

          

Vln. II

      

   

sfzp

dim.

   

sfzp

dim.

  

 

3 3 (non trem.)              gliss.    

 

3 3          

f

mf

 

mf

 

(non trem.)

gliss.

  

p

f

p

f

 3           gliss.

f

3

p


8

  

    

poco accel.

118

Vln. I

f

mf

  

Vln. II

rit.

  



  

   

  

Vc.

Cb.

  

   

   

f

Vln. II

  f

  Vla.

Vc.

 

20

solo dramatic!

   

  

    

3



gliss .

  

p

 

   mf

       p

gliss.          3   3              3

3

f



p

 

  

   

     f

    

   



gliss.

mf (non trem.)



   

f

  

 

sfzp

f

p

f

  

sfzp

       cresc.

 

3

p

  mf

 

ff

cresc.

 

 

        

6

3 3        

p

 

   

sfz

(non trem.)

  

  

3

 en dehors

mf

3 3  gliss.                     

mf

mf

3

(non trem.)

 

Poco più mosso h = ca. 60



ff

        

non trem.

 

f

  

f

Cb.

cresc.

          

p

f

f

accel.

Vln. I

cresc.

3 3               cresc.

cresc.

 3   3  (non trem.)        gliss.    

p

 125        

cresc.



f

      

       

p

mf

  

p

 

   

   

      

 

   

rit.

f

mf

  

pp





    

pp

Vla.

  

     pp

f

   

     pp

poco accel.

19

f

6

  

ff

   

       



6

f

p

p

         

 

     

     

  

p

3

mf

p

3 3            

gliss.

mf

       p

gliss.

 

mf

 

3        

3

  

mf

 

 

     

p

3

  p


21

Vln. I

Vln. II

131   

 

rit.

   

p

 

      

p

     Vc.

Cb.

   

   

Vln. II

f

 

  

niente

22

1° solo

   

   

  p



 p

Cb.





     



 

 mf

p



  



    

    





  

mf

  

mf

      



      

 

    

      pizz.

mf

    pizz.

  

     

mf

3       

    

   

 

 p

   

p

  

arco

 

     

gliss.

  

           

 

 

 

sfz

mf

p

pizz.

 

3           

 



        

 

p

 

   

 

actual pitch

unis.       

  

   

p

mf

   

mf

p

    

p

Vc.





             

     

niente

p



  

          

  

unis.

Vla.

           

mf



 

p   altri     

  

      

9

        

6

 

dim.

Vln. I

 

  



    

niente

 3      

138    

  

mf

              

            Vla.

 

  

Tempo Iº h = 52

sfzp

p

3 3          

cresc.


10

   146

Vln. I

Vln. II

 p

 

23

 

 

p

    

sfpp

 

  

   

Vln. II 3°

Vla.

  

       

Cb.

 

      

   

  

 

       

   

6

  

 

mf

              f

6

    

3

 

         

dim.



   

   

 

   

   

  

        

gliss.

   

p

p

  f

         

  ff

6

 

  p

  p



(non trem.)



(non trem.)



               

    

     

3 3              

  

 

3°

sfp

ppp

  

  

 

 

 

sfp

ppp



1° & 2° div.

[

   

3 3       

arco

f

  

 

  

dim.

f

sfpp

  

  



mf

   

  

sfpp

 

   

       

 

  

dim.

     

   

pp

   

     

  

 

pp

f

   

     

    

    

6

f

pp

      

  

  

         3

24

f

Vc.

        

 3   

      

 

         

151

1° 2°

 

mf

    

mf

Vln. I

   

     

f

mf

Cb.

mf

solo en dehors 6

mf

 



  

arco

sfpp

Vc.

p

 

  

arco

Vla.



f

          

 

3 3         


11

25

    157

Vln. I

   

   

     

 

f

Vln. II

 6

    Vc.

Cb.

 



pp

mf

  

   

 

   p 

    

 

3       

3

gliss.

p

  

    

     

   

mf

  

     

Vc.

Cb.

  

  

mf

 

 

    

     

 

  

p

 

 

sfzp

 6          

 

          

arco

p

              3

gliss.

p

3



mf

    

gliss.

 

  



  

  

mf

mf

 

 f

6

f pizz.

         mf

 

mf

    

 

   p



 

     mf

  

mf

  

    

         6

 

  

 

 

mf

 

  

 

    

 

 

     



f

    

    

 

sfzp

 

 

       

 

pp

sfzp

Vla.

   

pp

sfzp

Vln. II

   

  

 

26

Vln. I



mf

  arco

mf

163

 

6

pizz.

              

gliss .

mf

3

3

             6

   

pp

sfp

f

mf

pp

  

f

 

    



pp

sfp

f (non trem.)

  

f

    

 

   



pp

  

mf

f

Vla.

       

(non trem.)

   

pp

            

   



pp

sfp

solo en dehors

   

sfp

f

 

  

  f

 

  

            3

3

dim.

ppp

 



6


12 pochiss. accel.

27

   

              

    

       

169

Vln. I

Vln. II

   

f

mf

ppp

   

   

mf

f

        

ppp

   

mf

f

                     p

mf

                   

Vla.

p

    

Cb.

  

ff

  

  174









 

   

Più mosso h = 60

f

    

     

mf

f

 

     



f

mf

cresc.

                      





mf

 

         

 cresc.



cresc.

 

  

      



      

 





     



    pp



 f

           29

f

                  

       

 

                 

pp

       

f

f

   

f

f

  

mf

      

Vla.

Cb.

mf

f

Vc.

                       cresc.                         cresc.

  

       

Vln. II



mf

niente

28

Vln. I

mf

ff

Vc.

                       

 

                   

pizz.

  

 

  

f

6            mf

 

p

 

p

 

p

   

sfz

3 3           

 

3 3            

sfz f

mf

f

 

f

6

arco

mf

mf

(non trem.)



sfz mf

(non trem.)



sfz mf

 

mf

     

p

 

    p


13

  181

Vln. I

Vln. II

Vla.

  

  

f

  

trem.   

   

trem.

   

p

   

p

  

Cb.

 

 

Vln. I

Vln. II

     

 

  

p

   

mf

       

gliss.

   

 

   

 



   

 

f



f

   

gliss.   

   

gliss.

               

      

p

mf

           mf

mf

p cresc.

 

31

(non trem.)

(non trem.)

      f

 

 

f

p

mf

(non trem.)

 

p

 

 

mf

 

  

 

mf

      





f

mf

  

   

  

 

  

 

mf

     mf

       

mf

f



p

p

mf

 

mf

f

      f

3        

    

mf

  

p

mf

 

  

sfz f

 

 

                f

    p

 

p

 

   

3

 

3

f

p

sfz f

  

 

3

 

mf

mf

              3

gliss.

3

3

mf

   

mf

f

mf

   

  

3        

 

 

3

  

p

mf

 

mf

   

    

     

  

gliss.

sfz f

3

p

mf

sfz f

p 3

mf

 

   

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

mf

mf

p

f

6            mf

6

p

 

sfz f

p

p

   

    



p

3

 

 sfz f

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

mf

  3        

Cb.

gliss.

p

 

p

sfz f

sfz f

Vc.



6



f

   

6                f

   Vla.

(non trem.)

       

f

           

  

mf

6            mf

 

mf

mf



sfz mf

mf

6

f

(non trem.)

sfz mf

3   3              

188

 3   3        

p

   

f

f

  

Vc.

        

30

p

      f

mf

           mf


14

   Vln. I

 

1° 2°

Vln. II

3°

cresc.



cresc.

   

 

   

  203

Vln. I

Vln. II

Vla.

f

mf

  

mf dim.

     

mf dim.

         



   



 

 

appassionato  unis.                 



ff

                 appassionato

         f ff         ff

    

f

f

ff

  

   

ff

  

       

ff

        3

pp

arco     

    3     

sffz pp

pp

mf



cresc.

gliss.

mf

cresc.

p

  

sffz p

  

 

 

3°

 

  

gliss.

 

 

  

  

sffz p

gliss.

3

sffz p

3

       f

ff

       f

ff



f



  f

cresc.

    mf

sffz

 

cresc.

mf

sffz

3

cresc.

   

           3

cresc.

  

sffz p

gliss.

cresc.

    

    

mf

mf

       

               

       

              

ff

ff

    p

 

  

pizz.

sffz

ff

ff



p

          

mf

 

  

 

 

   

 

1° / 2° div.

   

 

mf

gliss.

   

  

sffz p

33

f

   

    

  

mf

ff

   

    

 

  

  

f



     

  

 

 

 

3

Cb.

       

mf

mf dim.

  

    Vc.

  

f

mf

   

mf dim.



f

     

 



f

mf

f

f

 



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

     

f

f

cresc.

32         

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

    

Vla.

Cb.

    

cresc.

 

Vc.

    

195

niente

f

f



p

 



p

mf

cresc.

   

       



   



mf

 

mf

     

     p



mf

cresc.

mf cresc.

mf cresc.


15

Vln. I

           

210        

      Vln. II

       

Vla.

f

  

pizz.

gliss.

f

35

Vln. I

  217    

unis.

pp

 

sffzpp

appassionato       

sffz f

ff

   

Vln. II

     



    ff

   sfz

Cb.

 

sfzp

   

cresc..

p

mf

   

 

        

f

ff

  

pp

cresc.

 

cresc. 3            

pp

mf

  

      



sffzp

f

  



gliss.

 

         3

mf

div.

 gliss.   

f

mf

  gliss.

mf

     mf

       

  





 

       

     

  

     

  

f

gliss.

gliss.

f

f

    

  

    

mf

unis.   

        

mf

      

pp

pp

mf

f



    

 

pp cresc.

    

p

mf

p

mf

    

  

    

mf

p

    

   p



p

ff

Vc.



mf

        

gliss.

mf

cresc..

p



 

    

 

mf

 

 

p

ff

Vla.





ff

  



gliss.

p

        

sffz

       



pp

 

gliss.



f



   div.

mf

f

 

arco      sffz

f

    

       

       

pp

   

 

 

pp

  

f

f

Cb.

f

  Vc.

   

 



34

mf


16

36

            

         

224

Vln. I

mf

f

Vln. II

    

     

    

sfz

Vla.

sfz

      



   

sfzp

Vc.

 sfz

Cb.



     

sfz



        

 



   

 

   

   

   

 



    



p

3



p

       

   

sul tasto



p

       

 



sul tasto



p

  

div.

sfz pp



 

sfz pp

Vc.

Cb.

  

  p

 

   

p

 

 

mf

3                 3 3

cresc.

mf

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

cresc.

3

mf

3

  



   

   

   

sfz

sfz

   



mf

3

    

   

    

   3

mf

 

   

 

 

 

 

 

 

sfz pp

sfz pp solo en dehors

  

 *      

gliss.

  

gliss.

 

sfz pp

*

*   

   

sfz pp

*

               

f mf molto espress.

gliss.

 

sfz pp

gliss.

 

sfz pp

 

  

  

pp

 arco   

 

pp

sffz p



pp



pp

 arco   

pizz.

pizz.

sffz

   

f

ff

 

pp

 

 

   

3

 

mf

* these notes non trem. (sempre sim.>)

    

sul tasto



3

   

dim.

 

3



Vla.

 

     

3

sul tasto

mf

            

       

     

    

    

37

Vln. II

   

f

   



mf

         

   

3



230

Vln. I

f

mf

   

mf

       

f

 

        

 

   

pp

 p

gliss.

 

pp

sffz p


17

           237

Vln. I

  

1° 2°

3°

     

gliss.

 

Vc.

Cb.

 

p

Vln. I

Vln. II

  

gliss.

 

 

  

gliss.

     

    





  



  

gliss.

  

gliss.

f

  

  

  

  

    





 

  

    

   

gliss.



 

mf

Vla.

Vc.

Cb.

 

   

 mf

pp

p



pp

    

p

 p

 

p

 

    

p

  

 

p

gliss.

 

  

 





p

39

 

  

gliss.

gliss.

mf

mf

pp

   

   

pp

   

p

     

 

(sempre sul tasto)

 

pp

mf

p

p

pp

(sempre sul tasto)     

   

  

pp



pp

pp

   

 

   

  



pp

(sempre sul tasto)

  

   

  

   



mf

gliss.

(sempre sul tasto)

gliss.



p

   



pp





p

f

 



 

 

3°

mf

  

gliss.

       pp

        

f

pp

1°/2° div.

mf

f

        pp

 

pp

gliss.      

gliss.

pp

mf

sfz pp



 gliss.   

p

mf

      

 

 

  

 

p

pp

   

 

sfz pp

p

pp

 

sfz pp

p

      

mf

 

pp

  gliss.           

p

p

gliss.

  

sfz pp

   

pp

  

sfzp

pp

p

p



p

gliss.

gliss.      

 

 

sfz pp

pp

pp

gliss.

gliss.

gliss.

pp

   

 



  

gliss.

p

 

sfz pp

p

gliss.

sfz pp

p



 

 

 

sfz pp

 

pp

 

 

sfz pp

p

sfz pp

      

244

gliss.

 

ff

Vla.

   

sfz pp

gliss.

 

 

     

  

 

p

gliss.

p

Vln. II

  

sfz pp

p

  

 

gliss.

p

     

     

38 gliss.

gliss.

    

mf

   

mf

gliss.

 

sfzp

pp

pp



pp


18

    250

  

Vln. I

Vla.

 

 

gliss.

sfp

 

sfp

 



    



   

p

Cb.

     

sfp

 

257

  

       



   

pp

 gliss.

 

gliss.

pp

 

 

     

     

 

pp

Vln. II

sfpp

gliss.         pp

 

sfpp



    

f

  

         

  f

 



mf

mf

p

 

       

molto p espress.

pp

  mf

     

 

gliss.

mf

gliss.

      mf

 

      mf  f f

p

41

    gliss.



gliss.

 

        gliss.

sffz



gliss.

mf

     

sffz

     





mf



  

 

ff

sfpp poco a poco al ord. gliss. gliss.

gliss.

 p

mf

sfpp

 

solo [en dehors]

     

 

  gliss. 

gliss.      

   



     

pp

p

poco a poco al ord. gliss.

   

  

      

   

  

sfp

sfpp

mf

  

 

ff

  gliss.  

    

mf

sfpp

gliss.

sfpp

   

 

Vc.

 

gliss.           pp

 Vla.

gliss.

  

poco a poco al ord.

      

 

  

p

 

 

  

poco a poco al ord. gliss.

  

sfp

sfpp

p

mf

gliss.

gliss.     

p

    

 

gliss.

 

gliss.

sfp

sfpp

    

mf

Vln. I

Cb.

    

 

 

sfpp

pp

     

sfp

pp

     gliss.  

 

 

sfpp

gliss.

 

     

sfp

gliss.

gliss.        

sfp

    

40

 

     

gliss.     

sfpp

gliss.

 

     

p

Vc.

 

 

gliss.

  

sfp

gliss.

        gliss.

gliss.

 

sfp

 

    

 

sfp

p

 

gliss.

    

 

 

    

  

Vln. II

  

gliss.



gliss.

    

    

        ff

 gliss.    

 mf



mf

 

    

    

mf

mf

sffz

mf

sffz

mf



          f

 

   

mf

mf

 


19

 264   

dim. poco a poco

Vln. I

Vln. II

  

sfzpp

niente

(non

    

(non trem.)

    

sfzpp

(non trem.)

  

         f

      p

 

       p

 

 

sfzpp

 

sfzpp

  

 

sfzpp

    



  

 

  mf

  



mf

                         f unis.

    Vla.

sffz mf

 

sffz mf

Vc.

   

sffz mf

   

sffz mf

Cb.

   

sffz mf

       

 



  

 

sfz mf gliss.

dim.

sfz mf

dim.

 

sfz mf

     

p

  



 

p

(non trem.)

    

pp

pp

(non trem.)

  p

(non trem.)

  p



  mf



  mf

mf

  

pp

   

    

  

mf

p

   

mf

 

        

   

        f

mf

        

sffz

        f

mf

   

  



 

 

sffz mf

sffz mf

  

3          3

sffz mf

3



pp

sffz mf



     unis.                  f

 

 

mf

  



p

mf

p

(non trem.)

      

 43  

        

  

pp

div. in 3

   

  

ff

   

pp



    

pp

    

dim.

pp

 



gliss.

 



ff

    

pp

dim.

p

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

mf

gliss.

   

mf

sffz



sfz mf

   

mf

Vln. II

gliss.

mf

 

  

  

42

unis.



 

sfzpp

    

niente

  

    unis.                       f 272

Vln. I

    

 trem.)   

 

Cb.

 

    

  

 

(non trem.)

sfzpp

Vc.

 

dim. poco a poco

sfzpp

Vla.

 

3

     

 

sffz mf

  

  

 

    

pp

  

pp

    

pp

    

pp

   

pp


20

Vln. I

280       



 



      

  

Vln. II

(non trem.)

ff

sffz mf

p

sffz mf

 

p

    

Cb.

 

     p

3°

ff

f

   

4°

ff

3

  

ff

  

ff

 

Vln. II

ff

f

 

ff

f

ff

ff

f

ff

ff

f

ff

 

     

3°

  

 

 

Cb.

 

gliss.

mf

p (non trem.)

 p

 p





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

(f)

       

  

gliss.

  

sffz mf

pp

sffz mf gliss.

pp

sffz mf

pp

       gliss.       

  



 





 



3

     

      

3

mf

p

mf

3

3

mf

f

3

sffz

f

mf

mf 3

      

3

mf

       *           sffz mf f       3     *               sffz mf f 3  *                       sffz mf f  3    *               sffz

  

3

f

3

 

 

      3

 

(non trem.)

f





3

 3

3



        

p

3



3   *                              sffz

    

p

        Vc.



f

3

gliss.

p

  

Vla.

sfz

  

     

2°

mf

       

3     *                           ff sffz mf f f  3         3         *                      

     

1°

 

          

f

f

sfz

3

ff

3

     

Vln. I

pp

     

2°

(non trem.)

p

    

286       1° ff

         

p

(non trem.)

mf

pp

3

3

            f

 

    

sffz mf

         

3

pp

               (non trem.)

    

(non trem.)

Vc.

                 f 3

mf

  

p (non trem.)

     

Vla.

ff

f

 

44

   

3

3

 

  

mf

   

sffz

   

sffz

     sffz

  

   

   

sffz

sffz f gliss.

f

    f

sffz

sffz

gliss.    



           3



         f

3

f

3         f  3           

  

 gliss.     f

  

f

f

 

gliss.



gliss.

f

     sffz

 

f



gliss.

mf

    

gliss.

sffz

f



gliss.

gliss.

* Play as fast as possible detaché, NOT necessarily all together. Repeat pattern as necessary. Quick, jagged rhythms.

f


21

45

             as before

290

sffz

  

     3

f

mf

**          sffz mf

               

 3               

            

  

         

  

as before

sffz

mf

f

 cresc.

**       sffz mf

 cresc.

Vln. I as before

sffz

sffz

f

as before

mf

  

 f

Vln. II

sffz

mf

  

 f

sffz

  

mf

    

** 

   

sffz mf

 cresc.

sffz mf

cresc.

**                  cresc.

sffz mf

**                    3

 f

sffz mf

 

    

    

  

   



     

mf

cresc.

**                       

     sffz

  



3

as before

          

**       

3

as before

         

  

sffz mf

3

mf

             sffz

f

mf

as before

     3

3





3

cresc.

 

 

  

  

      

gliss.

3

3

mf

sffz

Vla.

mf

sffz

     f

gliss.

3

3

mf

 3

sffz



  3

sffz

 

gliss.

     

mf

3

3

3

3

      mf

Vc.

   sffz

Cb.



  

mf

  

sffz

gliss.

3

 mf

  

       3

    mf

sffz

 

 

3

3

 

      

     

sfz

 

3       

      mf

3

** as before, but start with slower rhythms and then go faster.

sfz

mf


22

    294

       

f

46



        

ff

Vln. I



       

f



            

     

    

f



f

f

     



   

ff

        

 



mf

   

f

        

      f

gliss.

gliss.

 



               ff

f

        

     

      

                ff

f

ff

gliss.

sffz

     

    

   

f

ff

     

    

 

ff

    

    



        

              ff

f

ff

f

Vln. II

               ff

     

ff

f

   

f

                        

 

   



            



           



            



ff

ff

ff

gliss.

   

   

sfz

 mf

Vla.

    

sffz

mf

      sffz



gliss.



      

    

gliss.

gliss.

gliss.



  

 

gliss.

       

gliss.

sfz

3

          3            

  3

 

3

   

 



gliss.

     mf

sfz

   

sfz



 mf

    

   

   

gliss.



sfz

mf

Vc.

Cb.

gliss.

   

gliss.



 mf

 mf



cresc.



 cresc.




23

298           

         

         

         

     

gliss.



gliss.

gliss.



Vln. II

gliss.

    

        

gliss.

gliss.

     

mf

    

p

    

   

   

  

   

  

 sff

 sff

mf

p

 

sff

mf

sul tasto      

p

   

sff

sff

   

   

   

    

ff

f

ff

f

p

   

ff

f

mf

ff





f

        



sff

   

ff

48

ff

f

 

  



   

ff

f

   

f

f

Vln. I

solo

      

47

sff

sul tasto pp

mf

p

   

p

 

     

pp

solo

sff

 sff

 sff

  

p



  

p

  

  

   

  

  

    

   

sul tasto

mf



p

pp

mf

p

 

 sul tasto     



      

 

f

 ord.    sff

ord.

sff

  sff

Vla.

    

ff

f



   

f

sff

    

gliss.

    

gliss.

    

gliss.

mf

p

pp

    

mf

p

    

 

mf

    

 

   

sff

 

sul tasto

pp



p

 

p

ord.

sff

 

ord. sff

Vc.

   

f

Cb.

    

f

sff

sffz f

p

gliss.

mf

p

  

   mf

     sff

gliss.

 

sffzf


24

 306          mf

f

  

       

    

    

    

 

ord. sul tasto          

   

    



   

   

  

mf

sul tasto

 pp











      pizz.

mf

p

Vln. I

mf

mf

Vln. II

mf

mf

mf

  

f

pp

sul tasto

p



p

pp



sul tasto

pp

sul tasto



pp

p

p

(sul tasto)

pp

p

(sul tasto)

pp

p

(sul tasto)

pp

p

tasto  sul     

 



   





   

   

p

mf



sul tasto



p

pp

pp

p

           pizz.

mf

Vla.

      pp

sul tasto

  

p

p

mf

  

   

    

p

mf



   

f espr.

Vc.

 

   

  

  

p

mf

Cb.

gliss.

mf

mf

gliss.

    

sffzp

  

pp


25 312       

           

49

arco

mf



  

 

  

pp

  

 

  

  

 

pp

ord.

sfz f

 

f

50

rit.



 

mf

    p

      

pp

   

   

   

p

Meno mosso

mf

 

mf

f

 mf

 

f



 

Vln. I

pp

  

 

sfz f

ord.

sfz f

  

ord.

pp

 

Vln. II

ord.

sfz f

  

  

pp





sfz f

pp

ord.



ord.

sfz f

 

arco ord.

sfz f

p

p

    

sul tasto

p

pp

 sul tasto    p

pp

   

sul tasto

p



    



pp

p

pp



   

pp

p

   

p

p



pp

p

tasto  sul     

 

pp

p

 sul tasto     



p

mf

ord.

      

mf

ord.



    



pp

p

    

 

 

    





pp

f

pp

p

mf

f

ord.

 

mf

f

  

pp

  

ord.      

pp

mf

Vla.

arco ord.

    

sfz f

 

sfz f

p

pp

p

pp

    

p

ord.

    

p

pp

mf

 mf

  

f

  

f

Vc.

 

 

arco

gliss.

 

  mf

    

p

 

   

sffz

mf

Cb.

    

gliss.

sfz f

sffz f

pp

  

gliss .

   mf

f

 

 

sfz

mf

gliss .

  

    mf

sfz mf

f


26

    320

       

f

 

 mf

mf

     f

 

 

ff

mf

mf

   mf

     f

 

f

  

Vln. II

mf

 

 

f

       f

mf

mf

f

      f

        f

     f

      mf

  

mf

     f

  

mf

  

mf

  ff

    

mf

  

mf

 ff

Vla.

   

mf

 





    mf

f

   



           f

mf

       

 

        

mf

Cb.

 

mf

f

f

      f

mf

 

 

ff

fff

sfp

 

     

p

   

pp

   

mf

   

sfp

ff

   

sfp

pp

ff

 

    

fff

       

pp

ff

molto

   

  

    

mf

sfp

    mf

mf



   

sfp

  

    

sfp

  

f

         

fff

    

mf

       

sfp

molto

    

f

ff

gliss.

    

     

  

dim.

          

ff

 

sffz ff

 

ff

  

 

   

  

pp

pp

     

ff

        

fff

 

 

ff

pp

       

fff

molto

f

pp

mf

molto

 

pp

 

   

mf

      

fff

molto

f

       

fff

   

sfp

   

    

molto

       

mf

 

    

fff

molto



mf

    



Vc.

 

 

molto

      

       

51

molto

Vln. I

  

   

very long pauses – at least 5-6"

    

ff

    

ppp


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