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Laurence Osborn - Black Snow Falls

Page 1

Laurence Osborn

Black Snow Falls for 23 Solo Strings

Full Score ©Laurence Osborn 2017


Instrumentation 10 Violins 5 Violas 5 Violoncellos 3 Double Basses (w/ C Extension) Duration: 15’ Score in C All standard octave transpositions apply Commissioned by Outcry Ensemble with funds from the RVW Trust. World premières given by The Outcry Ensemble cond. James Henshaw at St John’s Notting Hill, 27th April 2017, and Temple Church, 9th May 2017.

©Laurence Osborn 2017


Performance Directions Vibrato: Players should take the same approach to vibrato when performing this piece as they would when performing Bach or Corelli. Therefore, vibrato should be used sparingly throughout the piece, unless otherwise specified.

  When given, glissandi should be in effect for the full duration specified. The finger should begin to leave the first pitch as soon as the line Glissandi: appears. Harmonics: Execution for all natural harmonics is given, apart from in the double bass parts, in which the sounding pitch is given. Glossary

  ######### 

 



' () (

Indicate crescendo from silence, and diminuendo to silence respectively.

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Black Snow Falls for 23 Solo Strings Bleak q = 104

Violin 1

3              f

Violin 2

3           

 

f

Violin 3

 

 

 

 

Violin 9

 

Violin 10

Violin 5

Violin 6

Violin 7

Violin 8

Viola 1

Viola 2

Violoncello 5

Contrabass 1

     

 

      p

  

 

    

  

 

      

 

 

 

mf

3

      p

3

p

3

 3       



3

    

       3

mf

      3

3     

 3





      

 



 

   

 

3 f

3    

 

sul tasto

fmf

fmf

 

 

 

 

fmf

     

 

 

  

 

  

 

 

 

3 f

fmf

fmf

       3



3

     f

 

 

 

 

 

 (IV)  

 

 (IV)  

 

 

 

II



 



 

fmf

 



fmf

 

    3

    3

f

    3

        

f

 

 

 

 

 

 

f

 

f ord.

3 f

3       

 

fmf

fmf

 

fmf



3

 

(IV)

 

 

        3



3

 

  

 3

     

p

3 f

(IV)

      

 

3 f

p

 

       

mf

3 f

3     

p

3 f

3

     

 

 

f

    

       

 

f

3 p

Copyright © Laurence Osborn 2017

     f

3 p

p 3

 

Contrabass 3

3

     



  



mf

Contrabass 2

 

 

3 mf

             f

 

3 p

 

   

 

3

     f

3 f

3



 

  

3

     

 



3 f

 

3

Violoncello 4

     

Viola 4

Violoncello 3

 

 

Violoncello 2

Viola 3

Violoncello 1

       

 

Viola 5

 

 

Violin 4

Laurence Osborn

fmf

 

  

 

  

fmf

 

   

 

 

 

 

 

 

 

 


2

   8

Vln. 1

Vln. 2

 

3       

3     

 

Vln. 4

Vln. 5

Vln. 6

 



  

Vln. 9

3     

Vla. 1

Vla. 2

Vla. 3

Vla. 4

Vla. 5

Vc. 1

p

p

Vc. 4

Vc. 5

Cb. 1

 

  

    

 

  

    

  

    

3



3

Cb. 3

3

3

     f

3

3

sul tasto

fmf

  

 

   



fmf

 

     f

   

p

p

    

 p

3

3



   

3

      

 

 

p

 3      



3

    

   

       3

  

 

 

 

 

 

 

 

  

 

 

(IV)

(IV)

3      



     

3

3

p

3



 

       3

3

      

      

3

3

 

 

 

 

ord.

p

mf

p

mf

p



       



 

  

 

      3

    

fmf

   

   

mf

fmf

mf

p

3

  

ord.

  

3      

 

(f)

fmf

     

  

II

p

p 3

3 f

f

 

       3 f



mf

3

3 mf

     

 

3 p

     p

f

         

3 f



3 mf

f

3

   

p



     

  3

     

       

p

     

3 f

3

 

fmf

      3

sul tasto

p

 

    

p

    

   

   

3



       

mf

 



p

    

 

 



p

  

3

 

3

3

p

    

 

 

f

ord.

  

3

3

       

3



 

     f

 

f

 

 

 

  

mf



3

3

       

 

     f

     

3

fmf

Cb. 2

p

3

f

ord.

dal tasto

  

ord.

 



mf

mf

 

p

     

 

ord.

dal tasto

     

f

 

    

Vc. 3

dal tasto

 

  

         3

 

sul tasto

Vc. 2

3

f

dal tasto

   

   

     

p

sul tasto

Vln. 10

3



(f)

 

mf

   

 

3

 

           

sul tasto

Vln. 8

6

sul tasto

Vln. 7

 

 

p

3

       mf

3

3

 

         mf

  

3

A

          f mf 3

p

p

Vln. 3

3

 

3

       3

  

 

 



mf

 

3

3

mf



 fmf

 



  fmf 

p

 

mf



 

p

mf

     


3

  14

Vln. 1

3    

   

(f)

Vln. 2

3    

   

(f)

Vln. 3

     

 

3

   

Vln. 4

    

 

 

3

       3

Vln. 5

 

3

Vln. 7

 

3

    

 

p

    f

       

 

3

p

mf

Vln. 6

  

3

 

 

     

 

3

 

        3

Vln. 9

Vln. 10

Vla. 1

Vla. 2

Vla. 3



          3

Vc. 2

Vc. 3

Vc. 4

Vc. 5

Cb. 1

Cb. 2

Cb. 3



 

 

        

               

  

  

 

  

      

       

3

3

  

  



p

ffmf

          

 

ffmf



ffmf

     

p

ffmf

              p

p

   

 

 

 

 

 

3 f

3 f

   p

I

p

 p

3

 

p



3

  

p

 p

  

 

 

f

         

3 mf

II



  

  

mf

   mf

  



 p

mf

fmf



  

p

 3

      

f

  

        p (IV)       

   

 

   

  

  

  

  

fmf

(p)

(p) fmf

mf

   

3

    3

p

6

 

3

  

p

   

3

   

3

p

 

III

fmf

  

mf

p

  

  

 

  

 

mf

 mf

mf

 

p

  

mf

3

     

mf



f

p

  

p

mf

     

mf



3

6

    fmf

fmf

  

     

6

p

mf

mf

3          f

   

      

 

  

3

 

p

 

           

3          

         f

   

mf

p

mf

   

 

p

3

f

mf

 

3

3

3

f

mf

p

   

 

     

mf

 

   

 

 



3

3

 

  

      

             

f

mf

      ffmf

f

p

3

 

 

p

Vc. 1

3

        

p

Vla. 5

3 3           

 

 

  

3

3

 f

      

3                         mf p f

   

ff

  

3

 

ff

p

 

    ff

3

3              f 3

 

p

Vla. 4

p

    

3

mf

3

             f 3

mf

Vln. 8

  

3

f

3          f

  

3

3         f

p

     



mf

mf

  

 p

  


4

  19

Vln. 1

B

           

Vln. 3

Vln. 4

Vln. 5

         ffmf

3          

    

ffmf Vln. 2

3 mf

      f

      f

3

 

3

Vln. 7

 

   

 

   

 

3

3

Vln. 10

Vla. 1



 

3

3

 

Vla. 5

 

      

 

 

 

       

  

 

    

   

f

Vc. 3

    f

Vc. 4

 

Cb. 1

Cb. 2

Cb. 3

3       

  

     

  

     

  

    f 

  

    f 

     

3    

     

     

3

3

3

  

 

        3

f

3          3 3 mf 

    

      mf

3

  

 

 

ffmf

3



p

mf

  

 

fp

mf





p

mf

   





mf

p

p

                     

p

 

   

p

mf

 

 

 

 

mf

  

 

   

3

  

p

p 3

 

 

 

  



p

  mf

 

  



 

   3

p

  

 

 

p

 

  

fp

    mf

 



p

   

p

mf

p

  



3

  

p

p

 

3

 

3

3

 

pp

   

mf

mf

  



       

3



 

mf

3

p

p

p

mf

           ffmf

ffmf

3

    

3

 

 

3

p



 

        

3

p

p

  

3 3              

mf

fp

  

3

3

 

  

         

mf

 

         

3 3       

 

 

3

3

  

ffmf

mf

Vc. 5

f

f

Vc. 2

f

mf

Vc. 1

p

  

 

3

p

Vla. 4

p 3

3

Vla. 3

p

3

Vla. 2

3       

p

mf

Vln. 9

mf

Vln. 8

 

fmf

Vln. 6

3        f

 

3        f

 p

    fp

 

 

 

 


5

 

    

 

 

 

    

 

 

 

    

 

    

 

24

Vln. 1

Vln. 2

Vln. 3

Vln. 4

Vln. 5

Vln. 6

Vln. 7

Vln. 8

 

Vln. 10



Vla. 1

 

3

mf

p

3

p

 

3

  

 

3 p

3

mf

3

  

 

 

p

 

 

 

 

 

 



 



3



       f

  

 

 

 3

 

   

 

  

Vc. 1

 

  

   mf 

 

 

Vc. 4

 



       

II

Vc. 5

Cb. 1

Cb. 2

Cb. 3

      

 

 p

p

3

mf

       

        3 f

3

3

3

   

 

p 3

 

p

sul pont.

dal pont.

  

sul pont.

3 al pont.

 

al pont.

sul pont.                

al pont.

3

   mf

ord.

     sul pont.

     sul pont.

f

 



f

5

 

    

 

ff

ff

 

ord.

 

ord.

 

  

 

  

 

ord.  

 

 

 

       p sffz

   

 ord.

ord.

  

3

   

    p

p

                  fmf

f

ord.

  

fmf

sul pont.

p

f



mf

p

 

 

   

p

sul pont.

al pont.

mf

 

dal pont.

  

     

mf

 

 

fp

fmf

  

  

mf

fmf

mf

      

3 f

mf

  



 

    



(f)



mf

 

3



 



        

al pont.

  

  p

fp

 

0

     f

 

 

al pont.



3

 

mf

3     

p

 3            

mf

 

   

  

p

 3

 

6

mf

 

mf

Vc. 3

f

mf

  

 

p

Vc. 2

mf 3

p

fmf



p

fmf

Vla. 5

  

p

 

mf

3

p



3

 

       f

 



3

 

mf

p

 

0

 

 

 

 

 

p

mf

Vla. 4

6



 

 

3

   

 

 

3

mf

    

     p

3

mf

 

3 p

     

6

3 p

   



mf

Vla. 3

3

mf

Vla. 2

        

     

3 mf

 

3

     

Vln. 9

3

   

 

   

 

sffz

sffz


6

    29

Vln. 1

Vln. 2

mf

 3        

           

  

f

Vln. 5

Vln. 6

Vln. 7

Vln. 8

Vln. 9

Vln. 10

Vla. 1

Vla. 2

Vla. 3

Vla. 4

Vla. 5

  

 

 

Vc. 4

Vc. 5

  

                

  

   

    

mf 3

      

         

   

p

p

 

 

 

    

  p

   

 

mf

   mf

   mf

   

3

     

p

3

f

     

  

III   

    mf

  



mf



   



   

fmf

fmf

    mf

     

 

     

3

  

mfp

fmf

p



 

           fmf

p

      

mfp

 

p

  

 

 



   

  mf





p

mf

   3

3

 



3

   

3

  

   

 

fmf

 

 

 

     

fmf

   

 

 

 

mf

 

mf

   

 

3

mf

 

 

3

mf

    

3

    

 

 

3

 

3



fmf

 

 

3

3

 

3

   

 

     

      

mf

 

fmf

3

 

fmf

 

3

  

3

I

 

mfp

 

    3 fmf

  

  

3

       

3

    

p

    

 

IV

       

         3 mf 3

p

 

3

 

3

3

3 mf

fmf

mfp

f

    

       

       

3

3

3

 

        

fmf

p

   

  

3

III

p

 

         3 mf

3

  

3

   3

3

3

    

3

  

         

 

3

3

mf

3

 

3

3

3

    

          

3

   

  

3

3

3

  

 

    

mf

        

mf

p

    

  

 

3

p

Cb. 3

  

3

   

3

ord.

Cb. 2

mf

Cb. 1

     

3

3 mf

mf

Vc. 3

 

    

3 f

 

mf

Vc. 2

     

3

3

  

3 f

    

3

f

     3

 

  

f

  

mf

Vc. 1

     3

3

mf

  

3     

3

  

3

    

f

6

Vln. 4

C

             

p

Vln. 3

3



 

 

mf

mf


7

    34

Vln. 1

Vln. 2

Vln. 3

  

3            

         

        

 

f

Vln. 7

Vln. 8

Vln. 9

Vln. 10

Vla. 1

Vla. 2

Vla. 3

Vla. 4

Vla. 5

Vc. 1

Vc. 2

       

Vc. 4

         3

mf

     mf

 3

  

 

   

  

3

f

f

3

   

(f) 3

        

6

3

    

3

mf

3 (f)

       f

     

    3

   

  



  



  

3

3

  

3

   

 

 

 

 

f

3 f

mf

3

 

(f)

3         

mf

 

f

3

3

   



  

mf

 3

    

  3   

 

 

    

 

 

 

3

3

 

f

f

 

   I

f

   

 

fmf

       

3 f

mf

f

3 mf

3

p

 

   

 

   

 

   

 

   

 

  

 

   

 

p

f

p

mf

    

 

p

f

mf

   

 





   

f

fmf

p

f

 

 

 

f

mf

f

mf

 

fmf

  I

fmf

 

  

 

  

 

mf

p

   

   

    

mf

mf

 

 

p

mf

 

 

f





f



mf

 

p

 

 

f

 







 

p

 

  

    f

 

 

  

 

3 mf

   

 

 

 

3

      

3

3

f

3

 

p

Cb. 3

p

Cb. 2

3

 

  

3

   

 

      

3

 

  

3

        

3

             3

f

3 mf

f



    f

3 mf

 



 

       

f

 

   

p

Cb. 1

3

3

p

Vc. 5

    

f

  

 

3

        

 

 

    

3

  

3 f

f

     

  

 

mf

3

3

  

3

  

   

3

3

                

  

f

 

3 f

3

p

Vc. 3

3

        

3

Vln. 6

3

   

f

mf

Vln. 5

3 mf

3

3 3             mf

Vln. 4

mf

 

 

 



    

 

 

 

p

p


8

    39

Vln. 1

Vln. 2

   3

Vln. 4

Vln. 5

Vln. 6

Vln. 7

mf

      

Vln. 9

    

3 f

f

3

 

 

  

 

 

  

 

 

        

        

3

      

3

            

  

mf

  

    

6

Vla. 1

Vla. 2

Vla. 3

Vla. 4

   

 

 

  

      

 

 

6

    

0

ff 0

3

ff

    0

ff

      

 3

mf

                6

3 mf

           

             

 

Vla. 5

 

3

Vc. 2

Vc. 3

Vc. 4

Vc. 5

Cb. 2

Cb. 3

f

  

  

 

f



mf



   



p

 

mf

   

   

ff

mf

3 f

   

mf

mf

f

         3 f 

3

   

    

 

mf

f

   

   

 

f

 f

 f

mf

   mf

   mf

mf

  

  

  

  

mf

mf

 f

  

  

  





  

  

  

mf

f

mf

mf

mf

mf

f

3 mf

3

3 f

mf



 

fmf

 

(III)      

 

p

 



 3 fmf

  

 

p

  

p

  

p

3 fmf

f

 

f

 

3

fmf

 fmf

 





mf

f

0 0

 

 

f

   

f

3 f

f

 

fmf

   

p

    

f

f

   

(f)

   

3

p

p

(f)

 

  

f

3 f

fmf

(III)     

          3

3

fmf

   

 

3

        

mf

f

3

    

3 f

      mf

f

f

3

3

mf

f

6

fmf

 mf

f

3

      

 

   

 

mf

3 mf

 

3

      p   

mf

3

      

 

  

mf

f

  

fmf

 

f

       

    

fmf

3

      3

fmf

mf

  

(IV)

 

   

  

 

p

Cb. 1

   

p

      3 mf

ff



  

   

3

(IV)

      

  

       

                 3 mf

f

 

p

Vc. 1

   

f

ffmf

     

3

ff

f

 

  

   

       

  

 

3

fmf

      

fmf

3

  

 

3

 

ffmf

Vln. 10

     

      

 

3

 

f

mf

f

3

f

3 mf

3

f

0

  

mf

3

3 mf

Vln. 8

D

f

           3

Vln. 3

 I,II mf


9

  3    44

Vln. 1

      3

Vln. 2

Vln. 3

Vln. 5

Vln. 6

 

6

mf

   

 

   

 

 

3

  

f

Vln. 10

 

          

Vla. 1

Vla. 3

3 mf

 IV  

Vla. 4

Vla. 5

  

mf

Vc. 1

f

   

3 f

 

 p

  

mf

Vc. 2

mf

Vc. 3

 

 

Vc. 5

Cb. 1

 

  II

   







Cb. 3

  

f 6          

3

     mf

0

f

  



  



  

 

mf

f

 

 

 f



 



  





  

 

  

  

f

mf

 

 





mf

f

  

 mf

f

  

 mf

f

    

 

    

    

  

p

f

f

    

p

 

 

 

 

p

  

   

 

f

      

f

ffmf





ff

ff



 

p

 p

 

ffmf

 

  

(mf)

f

3

f

3

    

 mf

fmf



mf

fmf

 0 0

mf

 mf

 mf

  

3

fmf

  

ffmf

 

  

ffmf

3 mf

  

   

fmf

   

     

  

ffmf

 

3 mf

  

   

    

mf

3 f

mf

3 f

 

    

3

     

ff

ffmf

p

 

              3 f

     

  

0

fmf

ff

3

 

 

fmf

Cb. 2



mf

  

 

 

fmf

Vc. 4

3

f

    

mf

 

   3 fmf

 

f

f

mf

ff

 

f

 

 

3

fmf

 

       

 

0

3

3

mf

ff

6

3

                       

f

3 f

 

 

    

(f)

 

0

    

 

3

               

f

 

ff

mf

3 mf

 

mf

 

3

fmf

f

mf

                   6 6

0

ff

  

3

ff

 

          3

 

        

    

f

3 fmf

     

f

fmf

 

3      

 

   

 

(ff)

ff

3

mf

0

(f)

     

3

3

   

(ff)

6                    6 mf

(f)

3

3

ff

       

0

3

3

6                fmf 6

    

 

0

ff

3

  

        

fmf

Vla. 2

3

3 mf

 

f

3

mf

Vln. 9

 

3

6

    

      3

f

  

  

        

       

              fmf 6

3

mf

Vln. 8

3         

 

    

 

3

Vln. 7

 

           3

Vln. 4

 

 mf


10

  49

Vln. 1

Vln. 2

Vln. 3

Vln. 4

Vln. 5

Vln. 6

Vln. 7

Vln. 8

Vln. 9



  

  

    

    

    

3

3

3

3 mf

  

Vla. 1

  

  

3

    

mf

 

ff

3

Vla. 5

Vc. 1

Vc. 2

Vc. 3

 

3

f

Vc. 5

Cb. 1

Cb. 2

Cb. 3

 

  

3

mf

f

   mf

3

ff

3 mf

    

3 ff

  

 

 

mf

f

p

mf

fmf

  

 

mf



fmf

mf

 

 

f

mf

fmf

mf

fmf

   

          6

f 3

3

       f

3

3

f

    

    



3

3



f

f

 f

ffmf

mf

ff

 

 

 

 0

mf

  

  mf

 

fmf

 

f

 

 

 

 

fmf

 

fmf

fmf

 

 

f

mf



6

   

3 mf

ffmf

6

   

6

     

       

ff

fmf

6

     

f

mf

6

3

3

 

 

3

ff

ff

mf

ff

3

f

f

 

 

fmf

fmf

mf

fmf

  

 

 

mf



 

  

3 mf

p





    

f

ff

mf

fmf

3

ff

f

   

     





3

         3

3

        

3 mf 3

ff

mf



3 mf

      (ff)

f

              

3

ff

        6

3       ff

3

6

3

ff

ff



mf

mf

ff

f

f

mf

3

mf

 

          

         

f

3

6

     

3

3

       3

3

ff

f



3

     

f

   

3

         

f mf

  

3

mf

3 ff

         

         

mf

3 mf

f

mf

          

3

f

3

  

     

f

3

3 ff

  

(ff)

3

mf

         

f

f

3

     

f

 

(ff)

        3

 

      

 

(f)

 

fmf

      

   

3

     

(f)

f

Vc. 4

 

3

  

f



 

3

3

ff

f

3

       

mf

mf

Vla. 4

   

(ff)

3

Vla. 3

   3

3

Vla. 2

   

3

ff

f

Vln. 10

  

f

  mf

 

 

f


11

Vln. 1

Vln. 2

Vln. 3

E

           ffmf 53

     

3

  

   

   

ff

Vla. 1

    

ff

Vla. 2

   

  

ff

Vla. 3

Vc. 1

  

Vc. 2

Vc. 3

Vc. 5

   

      ff

     

 

 

Cb. 3

  

     

 ff



ff

  

6



ffmf

 

(ff)

 





f

 

 

 

f

 

 

f

f

 

  

 f

     

3

f

3

ff

6

ff

6

ff

f

3

3

f

  

 f

 

mf

    

 

 



  

fmf

  

f

   

 

 f

3

(ff)

 

 

 

 

 

 

     f

3

     3

6

 

  

     

 ff

 

 ff

I 

 

 

 

 

 

ffmf

   

ff

  

 

   

 

ff

 

       

ff

    

 

 

   



(ff)

3

ff

3

f

(f)

3

   

 

ff

f

 

3

 

3

   

 

ff

      

 

3

      

f

 

    

  

ff



3

   

3

ff

 

ff

3

  

 

  

3

ff

3

0

 

   

        



 

f

  

ff

fmf

 

f

3

mf

 

   

mf

ffmf

 

ff

(ff)

f

   

3

3

f

  

   

           

   

3

 

f

 

   

                 

3

ff

(ff)

      3

f

 

ff

ff

   

f

      

 

f

   

3

3

 

(f)

f

    

ff

  

ffmf

Cb. 2

 

 

ff

         

f

ff

Cb. 1

 

  

 

3

3 mf

 

  ffmf

ff

3

f



ffmf

Vc. 4

ff

f

ffmf

3

    

f

3

f

3 mf



    ff

 

f

3 ff

f



   

 

f

        

  

 

ffmf

3

      3

ff

   

      3

6

f

3

ff

     

mf

6

   

     

3

         

ffmf

Vla. 5

ffmf

ffmf

Vla. 4

3 f

   

f

ff

(ff)

3

3

(ff)

3

3 f

f

ff

3

     

     

  

3

f

    

ff

Vln. 10

     

ff

Vln. 9

     

        

ff

Vln. 8

f

ff

Vln. 7

3      

    

ff

Vln. 6

        

3

Vln. 5

              ffmf 3

Vln. 4

 

   

ff

 


12

Vln. 1

Vln. 2

Vln. 3

Vln. 4

Vln. 5

Vln. 6

Vln. 7

 57               

   

    

f

3

ff

  

3

  

3

    

ff

Vln. 8

Vln. 9

 

 

    

3

6

ff

mf

Vla. 4

   

   

 

mf

Vc. 1

Vc. 2

Vc. 3

     

ff

Cb. 1

Cb. 2

Cb. 3

   

  

 

  

   

 

  

 

3

  

 

3

  

3

3

ff

f

f

3

3

ff

f

 mf

mf

mf

f

mf

f

mf

    (ff)

  

   

 

    

 



    

 



  

 

 

            

f

ff

f

3           

 

mf

 

 

  

f

   

 

f



 

 

 

 



f

   

  

mf

   

f

ff

  

(ff) 3

f

 

 



3

   

3         

     

 

     

 

3 ff

3 ff

 

f

ff f



mf

 

 

  

   

 

 

mf

f

  

ff

3       (ff)

(ff)

3

f 3

  

ff

   

mf

 

ffmf





   



   

ff

3

f

0

f

  

f

  

  

  

f 3

ff

  

mf



  

ffmf

   

3

ff

mf

f

ff

ff

  

6

3

f

f

ff

3

3

f

    

f

     

3

ff

ff

   

3

6

ff

6

       

   

f

 

f

mf

 

3

   

ff

3

3 (ff)

ff

f

3

  

 

   

6

f

mf

f

3 ff

       

      

            3

  

f

ff

3

3

ff

6

f

    (ff)

ff

          



f

   

         

mf

3

  

f

f

mf



mf

3

    

 

 

ffmf

  

  

 

  

mf

Vc. 5



mf

Vc. 4

   

   

ff

f

mf

Vla. 5

       3

3

       

(ff)

f

 

f

Vla. 3

 

f

       

mf

Vla. 2

        

(f)

Vla. 1

3

ff

ff

Vln. 10

  

 

ff



   



   

f





ff

mf





ff

mf



f

mf





mf

      

    

 f

 

 f

  





f

  

mf

mf

  



f

   

f

f

mf

 

mf

 

 

 

 

 

 

 


13

 

3      

3      

  

61

Vln. 1

Vln. 2

Vln. 3

Vln. 4

Vln. 5

Vln. 6

Vln. 7

   

 

 

3 3         

  

f

3

 

mf

ff

   

   

  

(mf)

 

 

 

  

3

 

f

mf

 

 

f

3 3   3        

f

 

Vln. 9

 

 

 

3

     

 

       

3

3

Vla. 1

Vla. 2

Vla. 3

Vla. 4

Vla. 5

Vc. 1

Vc. 2



f

mf

   

 



 

    

Vc. 4



  



 

 II

fmf

Cb. 1

Cb. 2

Cb. 3

  

  

  

f

mf

 

mf

f

3

      3

mf

3

        3

    

 

        3

     

 

 

3

  

    

  

(f)

3

(f)

mf

f

3      

3

3

3

 p

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

6

        6

mf

f

mf

f

mf

f

mf



    

  

mf

3

f

3

6       

mf

3

f

 3    

f

3     

 

f

 

 

 

  

mf

mf

 f

 

f

 mf

 

 

        

 

 3

 3



p

f

 

mf

        

f

  

  

p

mf

   

p

 

 

mf

  

        

 

mf

 

mf

  

 

3 f

         3 f

 

 

f

Vc. 5

6       

(mf)

  

f

Vc. 3

 

mf



mf

(f)

3          f

f

    3

3

 

f

3          f

3

mf

Vln. 10

6 3          

mf

mf

Vln. 8

mf

3



F



mf



 

p

 

 

   

p

fmf

  

p

   

mf

 

  

 p

(IV)

  

  

fmf

fmf

   p

 



(IV)

   mf

p

  

   

p

  

 fmf

p

p

  

fp

  

fp

 

 

fmf

  

  

p

 

 

 

 

 

 

 


14

 

 

     mf

3        

 

     mf

3        

      

       

   

67

Vln. 1

Vln. 2

Vln. 3

Vln. 4

Vln. 5

Vln. 6

Vln. 7

Vln. 8

Vln. 9

3

3

3

Vla. 1

Vla. 3

Vla. 5

Vc. 1

Vc. 2

Vc. 3

Vc. 4

Vc. 5

 

3

    p

 

Cb. 1

Cb. 2

Cb. 3

   

      

  

  

  

   3



mf

mf

 

 

 

    

     

3

 

    



 

 

   p

 

 

mf

p

p

mf

p

p

mf

p





p

mf

p







p

mf

p

 

mf

 

3

    

     p

mf

p

p

mf

p





 

mf







mf

p



mf

p

mf

p

mf

p

 mf



 mf

     p

3

mf

  

(IV)

p

 

 

 

 

 



p



p

 

 



p

3

  

      

 

mf

mf





    

mf

3

p 3

3 3

   

 

   

mf

3

   3

  

3

p

  

 

f

mf

Vla. 4

f

3

f

3 mf

3

Vla. 2

3

mf

Vln. 10

f


15

  

 

      

 

   

73

Vln. 1

Vln. 2

Vln. 3

Vln. 4

Vln. 5

Vln. 6

Vln. 7

Vln. 8

G

3

      mf

3

3

      

3 3           

                  f mf f

 

   

f

f

       

3

3        

f

mf

3

mf

3

       mf

f

   

3        

 

 

   

3

     

    mf

3

     

3

     f

mf

3

  

3

          mf f

3

3

3

 

3

  

       (f) mf

3

  

3

3

3

mf 3

3

 

   

      3

f 3

    

f

3

  

3

     f

mf

       (f) mf

3 3          

   

    mf

     f 

 

3

3

3

f

mf

3

3

3

3

mf

f

3

3

3

f

     

       f

mf

3

3

      

       

3

       

3            3

mf

    mf

3

     

 

     

 

     

 

    

 

f

f

f

f

Vln. 9

 

 

 

Vln. 10



 

 

 

Vla. 1

Vla. 2

Vla. 3

Vla. 4

Vla. 5

Vc. 1

Vc. 2

Vc. 3

Vc. 4

Vc. 5

Cb. 1

Cb. 2

Cb. 3

   

 

 

 

f

 

  3

  3

      

mf

      

mf

  

3

  

3

3

3

    

 

     

 

   

 

 

f

f

    

 

 

 

 

 

 



  

3

    

 

f

 

3

     

 

 



 

 

  



 

  

f

  

  

 

 

mfp

  

  

 

 

         

 

              

 

                 

 

 

 

 

 

   



p

 

f

3 mf



f

   

 

  

   

f

3 mf

p

f

mf

fmf

fmf

fmf

 

 

 

 

 

 

 

 

 

f


16

  

  

  

   

79

Vln. 1

Vln. 2

Vln. 3

Vln. 4

3

     (f) 3

 

 3

Vln. 5

     

mf

3

Vln. 6

     

mf

Vln. 7

 

    

    

3

  

     

 

 

 

3

mf

mf

3 f

mf

           mf

3

3

     f

3

            f 3 3

mf

mf

     mf f

       

       

       

f 3

f 3

f

f

3

3

3

3

      

3

      f

          

      f

3

3

(mf)

3

3

3 (mf)

 

 

  p

Vln. 8

 

 

 

 

  p

Vln. 9

Vln. 10

Vla. 1

Vla. 2

Vla. 3

Vla. 4

Vla. 5

Vc. 1

 

  

  

 

 

   

3

mf

 3

 3

mf

mf

mf

mf

con vib.









fmf con vib.

fmf con vib.

fmf con vib.

       

       

f

f

 p

   

 (senza vib.)  

   

  

  

     

     

   

 

   

 

 

 

 

  

 

  

 

Cb. 2

 

  

       

Cb. 3

fmf

fmf

f

    

p

mf

       f

   

 

mf

p

     

p

III, IV

 

f

 

 

 

 

   

   

   

   3

 

3 mf

fmf

    3

   

p

Cb. 1

p

 

 

mf

 (senza vib.)  

 

Vc. 5

 

 

 

 

   

   

Vc. 4

p

 

 

 



 

Vc. 3

 

 

mf

   

p

Vc. 2

 

  

     

  

3

H

3

f

             3

3 f

3          

3

  

    

  

3

     (f) 3

    

 

 

 

 

III, IV

  III, IV

  III, IV

  

 

fmf

 

fmf

 

fmf

 

fmf

 fmf

  

  



 

  

  



 

p

p

fmf

fmf


17

   85

Vln. 1

Vln. 2

Vln. 3

Vln. 4

 

 

Vln. 6

Vln. 7

  

  

  

Vla. 1

Vla. 2

Vla. 3

  

  

Vc. 1

Vc. 2

      f

       



       

  





3 mf

Vc. 4

               

 

3

3

mf

mf



Vc. 5

   p

Cb. 1

Cb. 3

  

 

 

 

 

 

 

  

 

  

 

   



  









    

  mf

pp

    

 

 

pp

 



  



   

p

p

mf

       

mf



fmf



fmf

 

fmf

 

fmf

 

fmf

3

sul pont.   

mf

      

    sul pont.

3 f

3 mf

      

      

f

    

pp

p

   

p

 

3 f

    3 f

    3 f

  ord.      

ord.      

3

3

   

sul pont.

3 mf

 



 

3 mf sul pont.

3



mf

 

   

3

mf

f

3

   

 

 

sul pont. ord.

  3

mf

f

3

      



      



f

f

3

sul pont. ord.

    

pp

  ord.      

sul pont.

     

   

f

3



3 f

p

mf

fmf

mf         

3

 

f

3

 

f

       

3

 

f

3 f

p

 

        sul pont.         

      pp

mf

      

    

p

f

    

3 f

 

   

 

       f 3

p

Cb. 2

 

3

       

       f 3

 

mf

 

 

 

3

3

3

 



p

   

mf

  

 



p

        (f)



3

 



3 mf

3

fmf

3 mf

 

fmf

3

 

3

 3        

 

f

3 mf

  

f

 

3

    (f)

3

p

  

      f

p

Vc. 3

3

  

3

  

p

Vla. 5

3

p

Vla. 4

3 f

p

Vln. 10

3

3

p

Vln. 9

   

3

3

p

Vln. 8

              

3 f

  

     

   

  

3

Vln. 5

           

 3        

3

3

3


18

 

91

Vln. 1

Vln. 2

Vln. 3

Vln. 4

Vln. 5

Vln. 6

Vln. 7

Vln. 8

Vln. 9

Vln. 10

Vla. 1

Vla. 2

Vla. 3

Vla. 4

Vla. 5

Vc. 1

 





      

Vc. 5

Cb. 1

Cb. 2

Cb. 3

  



  

 

   

 

p

 

p

3

 

sul pont.

  

f

3

f

   ord.

3

 

 

 

mf 3

    

   

fmf

  

ord.

3

  

   

       

3

 

3

 

  

p

f

  3

  3

mf

fmf

    

f

3

 

 sul pont.

p

3

3

mf

fmf

f

3



3

    

p

3

mf

3

 

      f

     

f

   

     3

f





   

  

 

 

p

p

fmf

p

fmf

  

mf

f

3

  

mf

f

3

 



   

 



   

 

 

   

  



   

 

 



   

 

  0

p

p

0 0

fmf

0 0

  

 p

 

p

fmf

p

fmf

p

fmf

 

p

fmf

p

3

p

 0

3

 

  

3

     

p

fmf

 

 

  

p

3

p

    

3

 

   

 

mf

ord. sul pont.          

3

     f

 

ord.

 

 

sul

3

  

 

3

     f

3        f

3  

p

3

 

mf

p

3

      

mf

p

 3  

   

ord.

3

mf

p

ord. pont.         

3

ord.

3

f

3 mf

mf

   

3

3

3

   

   

   

p

3

   

ord.

sul pont.

    

fmf ord.

mf

3

     f

  



    

    

3

ord.

fmf

  sul pont.

  

fmf

 

    

ord.

sul pont.   

 

 

 

 

 

 

p

fmf

 

p



 

   

fmf

 

p

 

   

 

 

 

p

p

mf

Vc. 4

 

   

f

Vc. 3

    

f

Vc. 2

    

 

p



 

 

   p

 


I poco accel.

  96

Vln. 1

Vln. 2

Vln. 3

Vln. 4

Vln. 5

Vln. 6

 

     

   

  

 

sul pont.

(f)

Vln. 7

   

 

Vln. 9

Vln. 10

Vla. 1

Vla. 2

Vla. 4

Vla. 5

Vc. 1



  

 

mf

    

Vc. 4

  

ord.

Cb. 1

Cb. 2

Cb. 3

  







  







  







  







 

 

 

3

 

 

3

  

 

   

sul pont.



fp

      sul tasto

 3

mf

pp

  sul tasto

sul tasto

 

f

pp

f mfp sul pont. ord.

f



ord.

mf



mf

      

 

pp

 

 

pp

 



pp



mfp

 

3

3

 3

      

      

3

3

mf

f

f

3

3

  mf

mf









mf

mf

f

3

 

          3

3

3

 

mfp

mf 3

3

      ord. III 3

  

3

fp

f

3

f

3

p

fp

 

p

 

   

 

 

   

 

mfp

  

p

 

mfp

ord. III

p

 

 

 

   

 

 

   

 

    

 

    

 

    

 

f

mf

f

mf

f

f

  

3

 mf

 



3



p

p



pp

      

mf

 

3



fp

pp

sul tasto

          



   

         

   

 

            



f

sul pont.         

 

 

  

3 f

   

   



fp

 

f sul pont.

mf

3

 

 

  

f

  



3

f

pp

Vc. 5

p

    

  

 

 



3

 

3 mf

Vc. 3

mf

3

 

al tasto

3 mf

Vc. 2

p

                     3

pp

3 mf

Vla. 3



3 3                  

mf 3

 

3               

f

mf

(f)

Vln. 8

fp



mf

ord.

sul pont.

 

    

pp

 

 

 

19

With more urgency q = 120

p

p

f

f

f

f


20 3    3              

               

102

Vln. 1

mf

ffmf

f

6

3             

p

mf

                                           3

Vln. 2

mf

Vln. 3

f

3           mf

f

Vln. 4

Vln. 6

Vln. 7

Vln. 8

Vln. 9

3

 

  





mf

Vla. 2

            







mfp



 





  

3

mf



mf

p

 

 

   

    ff

Vla. 4

  

  

 

 

 

mf

Vc. 1

   mf

Vc. 2

  mf

Vc. 3

Vc. 4

Vc. 5

Cb. 1

Cb. 2

Cb. 3

IV

mf

Vla. 5

        

 

 

  

       

mf

p



p





p



p

3

3

p

mf

  

  

 

mf

 

mfp

mf

 

 

  

 

 

   



   



fmf

   

 



 

mf

 

p



mf

 

p



 

p

sul tasto



mfp

p

 

 

mf



 

 

p

mfp

IV

 

p

 

p

         

mf



p

mf

f

mf

mf



3

3

fmf

mf

            

            

p

fmf

 

mf

mf

fmf

 

3

3

sul tasto

ff

3

     

 

sul tasto

Vla. 3

     

p

mf 3

mf

ffmf

 (ff)

3

  

mf

             





(ff)

mf



 

mf

p

ffmf



 



mf

 

 



3             

ff

f

p

                 

3

ff

mf

mfp

Vla. 1

    

ff

f



mfp

3

f

3



    

p

3





6

  

f

mf

 

mf



 

f

mfp

Vln. 10

3

          mf

Vln. 5

 

ffmf

f

mf

p

       

 p



p



p

 p



p



p




21

                                107

Vln. 1

ff 3

3

ff 3

3

3

                                 3

Vln. 2

Vln. 3

Vln. 4

     

         

 

                

    

 

           

mf

Vln. 5

Vln. 6

    

 



mf



Vln. 8

Vln. 9

Vln. 10

Vla. 1

Vla. 2

Vla. 3

 



    

    f

 

 

ord.

 

ffmf

 

 

ffmf

 

 

 

sul tasto

Vla. 5

Vc. 1

Vc. 2

Vc. 3

  

  

mf

mf

 

Cb. 2

               

  

3

ffmf

            

p

3

3

p

3

3

3

3

3

mf

   

  

 

   

 

sul tasto

 

ff

  

sul tasto

ff



3

f

3

f

3

3

              





 



3

3

 





 



    

 mf



    

    

ord.  

    

    

 

ff

ff

ff



f

mf



    

    

mf

   

ff

   

ff

f

   

mf





p

mf





p

mf



    

 

   

ff

     ff

  

     ff

 



p

p

p





p

mf

 

 



f

              

mf

sul tasto

ff



 

3

mf



f

     

mf

sul tasto

3

mf

3

3

               

mf

p

f

f

ff

f

mf

p

3

3



mf

  

ff

ffmf

3

                             

3

3

               

                

    

3

p

f

ff

ff

  

              

    

p

mf

mf

Cb. 3

mf

mf

Cb. 1

mf

mf

Vc. 5

    

mf

mf

Vc. 4

ord.

 

ffmf

ffmf

 



3

3

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

ord.

        

sul tasto

Vla. 4

3

                   

ord.

dal tasto

      

ff

3

3

ff 3

dal tasto

 

3

ff

ff

f

Vln. 7

3

J



 

mf



 

mf



 

mf

   

 

 


22

Vln. 1

Vln. 2

Vln. 3

Vln. 4

Vln. 5

Vln. 6

Vln. 7

Vln. 8

113       

 

     

     

   

     

  

    

 

   

 

 

 

 

 

 

       

Vln. 9

Vln. 10

Vla. 1

  

       0

fmf

 

ord.

fmf

 

Vla. 2

Vla. 3

f



f

 

   

f

mf

p

III

   

f ord. III

mf

f

mf

    

 

p

 

   

fmf

Vla. 5

Vc. 1

Vc. 2

Vc. 3

Vc. 4

Vc. 5

Cb. 1

Cb. 2

Cb. 3



 

f

  

   

5

5

fmf

          

      

 

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

p

fmf

fmf

                  

 

fmf

5

3

3

p

                 5

p

    f

5

           

fmf

 

 



p

mf

 

 

 

 

 

 

3

f

f

fmf



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

                                         

f ord.

f

fmf

p

5

3

3

(f)

                                              

p

mf

ord.

Vla. 4

3

mf

f

fmf

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

mf

    f  

             p

f

p

ord.

   

p

    

     f

p

f

p

III     

mf

mf

f

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

f

 

   

 

                 

    

   

 

        

fmf ord.

f II

ord.

ord.

fmf

II

     

ord. 0

    

     

 

 p

mf

 

 

 

 

 

mf

mf

mf

 







p

p

p

5


23

K

  119

Vln. 1

Vln. 2

Vln. 3

Vln. 4

Vln. 5

 

 

        

        

 

Vln. 10

Vla. 2

Vla. 3

Vla. 4

Vla. 5

Vc. 1

Vc. 3

Vc. 4

Cb. 1

      

      

fmf

fmf

       

fmf

 

   

 

   

 

  

  

    



    

 

 

 

  

mfp

p

 

 

  

   

  

fmf

 

     

 

p

 

 

    

 

 

    

 

 

    

f

f

 

fmf

  

 

fmf

  

 

fmf

 

fmf

fmf

  

 

 

fmf

fmf

       

    

 

fmf

           

  

 

fmf

                 

p

 

  

           

 

 

 

  

 

 

  

 

 

   

mf

   

fmf

mf

fmf

mf

fmf

        fmf

fmf

fmf

 

 

 

 

 

 

 

  

 

 

  

 

 

 

 

 

  

 

 

 

 

mf

fmf

mf

 

fmf

fmf

 

p

           

 

 

fmf

 

 

 

 

p

p



   

    

f

 

mfp

5

 

f

      

p

 

   

  

fmf

 

 

p

pp

fmf

fmf

  

 

pp

  

     

        

   

fmf

         

   

  

fmf

fmf

fmf

      

      

fmf

fmf

fmf

    

fmf

Cb. 3

fmf

fmf

Cb. 2

 

fmf

Vc. 5

fmf

fmf

Vc. 2

fmf

                           

f

Vla. 1

       

    

f

fmf

fmf

 

f

Vln. 9

fmf

         

         

f

Vln. 8

       

fmf

fmf

Vln. 7

 

fmf

Vln. 6

 

           

fmf

   mf

 

fmf

 

fmf


L

24

Vln. 6

Vln. 7

 

 



 

 

  f

f

fmf

       

 

           

mf

mf

 mf

 

f

                          fmf

          (mf)

fmf

          fmf fmf

  

mf

  

  

fmf

mf

  

  

fmf

mf

Cb. 1

Cb. 2

Cb. 3

 

fmf

    

fmf

   

  

 

f

mf

fp

f

mf

    

 

 

p

mf

   p

mf

      

3 ffp

3

3

sul pont. change bow imperceptibly

   

  

     pizz.

       

p

p

 

   

  

p

 

      pizz.

        

  

 

   

 

 

  

 

  

 

 

     pizz.

ff

  

 3

 



   3

mfp



mfp

mf

 

3

 

pizz.

f

 

 

  

 

f

 

fmf

pizz.

  

f

 

mf

 

 





   

p

mf

mf

       mf

  

3

f

 

mfp

3



p

   mf

sul pont. change bow imperceptibly

ffp

mfp

 

mfp

mf

p

5

   



p

 



mf

  

mf

 



p

mf

   



mf

                    

mf

 

ffp

              

mf

f

f

p

 

p

   

mf

(mf)

ffp

 

  

f

   

                        

 

(mf)



ffp sul pont. change bow imperceptibly

      

    

ffp

 

f

 

 

 

sul pont. change bow imperceptibly

 

fp

 

         

pizz.

         ff

            

   

pizz.

ff pizz.



mf

 

 

3

                  ffp mf

   pizz. ff        

f

 

3

ff

  

        

3



Vc. 5

 

                     

p

3

                 ffp mf



Vc. 4

 

fmf

Vc. 3

 

 

f

f

     



p

fmf

   

fmf

   

f

              

   

         (mf)

 

p

                         f f fmf fmf                                    fmf f f fmf f fmf

fmf

Vc. 2

fmf

Vc. 1

                 

f

Vln. 9

Vla. 5

 

                  (mf) fmf

Vla. 4

 

fmf

Vla. 3

 

Vla. 2

 

Vln. 8

Vla. 1

  

fmf

Vln. 10

p



Vln. 5



    f



Vln. 4



                  fmf

Vln. 3

 



Vln. 2



f

 







poco accel.



Vln. 1

125                    

Stressed out q = 132

p

3


25

3

3

   



 

Vln. 2

      3

ffp

sul pont. change bow imperceptibly

p

3



 

 

 

  

ffp

p Vln. 3

 

 

Vln. 5

 

Vln. 6

 

   

Vln. 4

 

  



ff

 

ff

   

 

  



mf



mf

 

 

 

 

 

 

 

 

 

 

 

 

 



Vln. 1

sul pont. change bow imperceptibly

f



  131

f

mfp

(p)

3

              

(p)

mf

p

mf

   

 

    

 

p

Vla. 2

p

Vla. 3

3

mf

Vc. 2

Vc. 3

Vc. 4

Cb. 1

Cb. 2

Cb. 3

3

       

  

   

 





3

  ff

           

 

    f

   

 

    

 

    

    

 

 

   

   

 



 



 



mf

 

   

 

 

 

 

 



 

 

p

fp

 fp

 

3

p

 

     mf

mf

   

 

fp

 

 fp

 

 

 

 

ffp sul pont.

change bow imperceptibly   mf

 

 

 

 mf

ffp

 

fp

 

fp

  

   

 

sul pont. change bow imperceptibly

 

f

 

p

ff

p

3

3

 

 

3

 



  

mf



 

p

       

3

     

3

p

 

      

 

3

3

mf

     

 



p

3 

 

3



3

p

mf

 



    

ord.

3           3

mf

 

   

   



Vc. 5

3

 

ffp

 

p

mf

f

   

p

 

3

            

p

 

3

 

 

3





 

3

Vc. 1

    

f





 



Vla. 5

3

3

mf

3

mf

      

3

ord. 3

       



Vla. 4

 

 

ffp

p

mf

3

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

         

3

mf

          

p

3

          p

 

3

3

   

 



    

      

p

 



mf

3

 



 

            

 

mf

3

      



Vla. 1



3

3



Vln. 10

ffp

3



Vln. 9

 

mfp

                   

 

   

ord. 3

mf

 

mfp

 

ffp



Vln. 8

                        

arco



Vln. 7

ord.

    mf

 

 

 

   

 

   

 

   

 

fp

fp

    


26

M

 

 

 

      

 

 

arco 3



3

p

p



3

Vla. 3

Vla. 4

Vla. 5

Vc. 1

Vc. 2

Vc. 3

ffp

3

ffp

 

      

 

    

p

3

 3

 



ff

Cb. 1

Cb. 2

Cb. 3

 

 

 

  



 



  

  

3



 

   

 



 

 

  

3

  

3

  

3

 



ffp

fp

  

ffp

mf

3

 

3 3       p

mf

p

mf

3

ffp

3

 

 

 

 

 

p

3

3 mf

3

3

 

p

 

  

 

3

3

3

  

 

 

mf

 

3



  fp



   

 

 

p

3

  

3

     

3

            

3

mf

  

3

mf

mf

 ord.                 

3

 



ffp

mf

p

fp

ord.

mf

   

  

 

 

sul pont. change bow imperceptibly

          

 

                             

f

 

sul pont. change bow imperceptibly

 

f

mf



3

  

   

p

   

    

3

 



   3

 

ff



ff pizz.



3

 

 

mf

p

3



  

p

p

3





ffp

3

3

3

   

p

mf

Vc. 5

mf

3

f

ff

3

 

mf

Vc. 4

   

ord.

 

  f

 



ffp sul pont. change bow imperceptibly

    

mf

      

mf

    

   

mf

 

sul pont. change bow imperceptibly



   

3

  

 

p



     

3

     

 

    

3 sul pont. change bow imperceptibly

 

3

3

 

3 mf

sul pont. change bow imperceptibly

  

3

pizz.

mf



Vla. 2

  



ff

                



Vla. 1

  

 

p

3



Vln. 10

 

   

mf

ff

   

3

 

ffp

Vln. 9

3

3

    

3

 



     

3



   

         mf ffp

3

mf

3

 





Vln. 8



 

3 mf

Vln. 7

   

3

3



Vln. 6

               

 

3

p



  3

 

     3 fmf

p 3

 



    fp



    fp

fp

   

(p)



Vln. 5



Vln. 4

 



Vln. 3

mf

ffp

3



Vln. 2

ffp





Vln. 1

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



   137

  

     


27

   3           142



3       



  



  

3

f



Vln. 8

 

 

     

 

Vla. 2

Vla. 3

3

   

p

3

 

  

  

3

 

3

 

   

 

 

 

       

   



       

Vc. 2

    

 

3

Vc. 4

Vc. 5

Cb. 1

Cb. 2

Cb. 3

 

 

 

 

       

 

   

  

 





mf

3

3

p

mf



  

sul pont.    

 

  

sul pont.

3

3

 



sul pont. change bow imperceptibly

3

ff

ff



mf

mf

    p

3

   3

3

3

mf

 

  

    

  

     3

   

 

3

3

  p

3

mf

 

 

 

       



3

 

3

 

f

   

3

  3

sul pont.



ffp

mf

3

3

 

3

3

3

 

  

 

 



 

 

 

 

 

ff

ff

fp

ffp

 

 

ff

3

 

 

ffp

3

3

ff 3

 

 

ffmf

                           

ffp

3

mfp

f

3

 

3

ff

3

3 pizz.

   

ff

fp

 

arco 3

p

  

                          3 ffp

ffmf

 

mf

ff 3

   

ord.

     

mf

  

 



sul pont.              mf ffp

3 ffp

3

 

sul pont. change bow imperceptibly

 

3 3                                          mf ffp

dal pont.

3

ord.

ffp

   

mf

p

p

dal pont.

ffp

   

3

    

p

p

   

3



 

 

p

3

  

 



Vc. 3

3

mf

   

p

3



 

 



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

 

(p)

     mf

(p)

mf

3

Vc. 1

3

3

Vla. 5

mf

p

mf

arco

 

3         

     

arco



Vla. 4

        



Vla. 1

 

 

ff

   

 

 

mf

ff

3            

      

    ffmf

p

 

3

Vln. 10

            



   

mf

ffmf

 

3

Vln. 9

mf

p

3

mf



Vln. 7

  

    



Vln. 6



Vln. 5

  

f



Vln. 4

  

  



Vln. 3

3

p



p

mf

 

p

3



3

  



 

3



Vln. 2

3





mf



Vln. 1

                     

arco

 

p

ffp

  

 

 

 

 


28

                                           147

Vln. 1

f

Vln. 2

                                      f

mf

 

3

  



 

  



Vln. 3

 

mf

3

f

3

3

f

     

Vln. 9

Vln. 10

  

  



  

   

mf

 

fmf

  

      

  

       3

3

Vc. 3

3

f

mf

ord.

mf

3

Cb. 1

Cb. 2

   mf

 

p

3

mf

 

   

 

   

 

    

 

   

 

 

p

mf

 

3

3

3



p

3

3

p

mf

3 p

mf 3

 3

      

ffmf

      

 

mf



                 

 

 

ffmf

p

  

3

sul pont.

ffmf

p

pizz.

Cb. 3

ff

ord. 3

3

3

p 3

3

3

mf

3

p

mf

 

 

 

   

 

 

   

  

f

sul pont.

   

 

mf

      



mf

 

3

   

p

 

   

p

    

3

 



 

 

   

 3

p

 

  

3

3

3

   

ord.

mf

  

ord.

 

mf

   



3

       

 

ff

 

ff

3

3

3

3

     mf

     p

3

3

 

  

 

3

    

 

 

  

p

 

  

  

3

p

 

p

mf

 

 

 

3

ff



 

p 3

p



 

p

3





 

mf

   

3

3

  

3



Vc. 5

  

3

5

mf

  

p



 

3



3



sul pont.



    



Vc. 4

  

(mf)

           mf

 

mf

mf

         



Vc. 2

  

3

3

p

  

        

                             

  

 

5

mf

arco



 

arco

     



mf

f

Vc. 1

5

mf

                              





     



Vla. 5

  



mf

 



Vla. 4

3

f

mf

         mf 3

3



Vla. 3

  

         



Vla. 2



 

mf

 

p

p 3

mf

  

                               

                                                

mf

  

fmf

5

mf

p

3

  

 

3

Vla. 1

3

p

   

                                             

3

3

mf

mf

Vln. 8

3

mf

3

3

                             

(f)

                           3

Vln. 7

  

                        3

Vln. 6

 

f

 

N

p

3



Vln. 5

  



Vln. 4

(f)

f

 

 

3

 


29

                                                                                                   152

Vln. 1

                                                                                          f

Vln. 2

5

5

5

5

5

5

5

5

ff

                                                                                    f

Vln. 3

ff

                                        3                                            f

Vln. 4

ff

                                                          ff

f

Vln. 5

f

Vln. 6

  

 

 

 

 

 

 

 

  

 

 

 

 

 

 

 

f

Vln. 7

f

Vln. 8

   f

3

Vln. 9

   f

   

 

   

  

p

3

Vln. 10

   f

Vla. 1

3

 

 

   

 

   

      

 

 

   

 

      

  

   

3

 3

 

 

 

mf

 

              

ffmf

  

ffmf

  

ffmf

  

ffmf

 

 

 

 

 

 

 

 

   

ffmf

 

 

ffmf

p

mf

Vla. 3

   

 

 

mf

Vla. 2

  

  

  

     

 

     

 

3

3

 

 

      ff ffmf

 

      ff ffmf sul pont.

arco sul pont.

Vla. 4

Vla. 5

 

sul pont.

 

      

      ff ffmf

sul pont.

      ff ffmf

 

sul pont.

      ff ffmf    

 

Vc. 1

Vc. 2

 

 

  

3

Vc. 3

Vc. 4

Vc. 5

Cb. 1

 

  

 

3

3

3

Cb. 3

  

 

mf

arco

arco

f

 







f

f

f

f

arco sul pont.

ff



mf arco

3



 

   

mf

Cb. 2

      ff ffmf

 

ffmf



 

ffmf

 ffmf

 

ff

  ffmf

 ffmf

 

     


30

              

                                        3                                                          3                          

156

Vln. 1

Vln. 2

Vln. 3

Vln. 4

Vln. 5

Vln. 6

 3                        

Vln. 10

Vla. 1

Vla. 2

Vla. 3

Vla. 4

Vla. 5

Vc. 1

Vc. 2

Vc. 3

Vc. 4

Vc. 5

Cb. 1

Cb. 2

Cb. 3

  

 

 

 

 

3               

  

         

 

               

ff 3

3

  

3                3

3

3

3

3

3                  3 3

       

3                 3                 

   

   

  

      

ff

ffmf

  

 

 

 

 

 

 

3  ord.     

  

 

  

ord.

ff

 

 

 

 

   

 

    

  

  

   

  

ff 3

  

ff

 

3

ff

3



 

ff

ffmf

 

ff

ffmf

 

ff

ffmf

 

ff

ffmf

 

ff

ffmf

 

 

    

  

 

ff

ffmf

 

ffmf

ff

 

    

 

  

        

  

3        

3

3

3

3               3

3 3               

  

ffmf

   

3

    

ff

    

  

ffmf

   

  

    

  

     

3

 

 

      

 

 

       

 

  

3

 

    

 

 

    

 

 

3

3

ff

 

   

 

 

     

 

 

 

ord. IV

  

mf

ff

    ffmf

 

 

 

   

       

 

 

 



  

       



 

 

  

 

   

 

 

   

  

 

 

 

    ffmf

  

 

 

  



 

 

 

 

 

ord.

ff

ord.

ff

ord.

ff

 

ff

 

      

   

3

 

    

ffmf

 

   

 

ff

 

 

 

3

ffmf

3            

3

3               ff 3         ff

 

                        3              

3

             

                

3

3

Vln. 9

                 

3              3 ff

ff

Vln. 8

  

 

  

3

Vln. 7

O

 ff

    

 

  

  

 

 

   

  

   

  

 

ffmf

ffmf

   

ff

ffmf

      

ff

 

ffmf

ffmf

ff

ffmf

ffmf


                                                                          3               161

Vln. 1

Vln. 2

Vln. 3

Vln. 4

Vln. 5

3        

Vln. 6

        

3

Vln. 7

Vln. 8

Vln. 9

   

         

3             

(ff) 3

3

               (ff)

3

3

  

     

  

   

3

    

  

Vla. 3

      

Vla. 4

       

 

ff

ffmf

ff

     

 

   

     

3

3

 

    

    

 

     

   

3

 

f

 

 

  

  

Vc. 3

  

 

  

Vc. 4

  

Cb. 2

Cb. 3

 

 

   

  

 

f

 

 

  

 

             

     

 

   

 

 

 

 

 

 

ffmf

   f

ffmf

 

  

 

ff

 

ff

   

   

 

 

ff

  

   

 

3

3     

 

3 3           

        

   

 

3

 

Cb. 1

3 3           

 

f

 

Vc. 2

  

 

3    

   

Vc. 5

 

 

f

  

 

 

 

  

 

    

 

       

 

 



 

 

  

Vc. 1

  

 



 



3

  

  

   

ffmf

 

   

      

  

 

3

   

3

3

 

     

 

         3

3

      

3

 

3      3       

(ff) 3

3               3

         

3      3        3

(ff)

Vla. 2

Vla. 5

3            

3

ffmf

Vla. 1

ff

3

  

ffmf

Vln. 10

mf

  

31

                                           3 ff mf 3     3                     3                       3 3 mf ff                                           3 ff mf                                      3 3 3

  ffmf

 

ffmf

 

  



     

  

 

 

mf

 


32

   166

Vln. 1

Vln. 2

             

                                                        A§

3

mf 3

3

                             3 3

      3

mf 3

Vln. 3

Vln. 4

Vln. 5

 

Vln. 7

   

Vln. 8

   

 

 

 

 

       

Vla. 2

     

 

Vla. 3

  

Vla. 4

 

 

3

Vc. 2

Vc. 3

Vc. 4

Vc. 5

Cb. 1

Cb. 2

Cb. 3

3

ff

mf 3

                

3

ff

    

3

3

        3

 



 

  

   

 

  

 

ffmf

    ffmf

ffmf

 

3      

 

  

   

 

ff

     

  

   

ord.

  

  

      



    

ff

ord.

 



 









 

  

 







 

  









 



 



   

ffmf

f

ffmf

 











 



ffmf

f

ffmf



 

f

 

 

f

   

   

   

ff

  

3

  

3

   

 

ffmf

ffmf

ff

 

ff

ffmf

 

ffmf ord.

3

     

ffmf

 

3

   

      

 

3      

3      

3

     

ff

3

      

ff

 

 

 

3

A§

 

 

3          

 

 

ff

  

3

A§

  

 

  ff

3

3          

 

ff

 

  3

3     

 

ffmf sul pont. IV

ff

 

             3 3

ff

 

   ffmf

sul pont. IV

A§

sul pont.

   

   

3

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

    

3

   

Vc. 1

3

        

3

   

3        

Vla. 5

3

3

            

ffmf

Vla. 1

3

ffmf

Vln. 10

mf

3      3        

3

ff

                                            

3

Vln. 6

Vln. 9

                  3 

3

A§

A§

                  

 

ff

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


P

33

                      171

Vln. 1

Vln. 2

                   3

Vln. 3

Vln. 4

Vln. 5

                 

             3

Vln. 9

  

 

3

Vla. 4

 

                      3

 

 

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

 

 

 

 

  

3

 

3

ff

3

3

       

       



 

 

  

   



  

  

    



   



 

    



    

3

3

  



ff

3

 

ffmf

3



  



       

    

Vc. 3

      

Vc. 4



  



  

  

  

    

3



3

3

     

 

ff

     

 

ff

  

    



 

  mf

  

 



    

  

   







 





   

  

 

ff

ff

 



ff

 



 

 

ff

 

         

ffmf

    

ffmf

    

ffmf



 



  

 

ffmf

  

       

    

      

     

  



  

 

  

3

ff

Cb. 3

 

   

 

3

   

ffmf

           

3

  

ff

3

   

 

     



           

 

 





3

3

3

3

 

Cb. 2

         

 

     



3

Cb. 1

 

3

Vc. 5

3

ff

Vc. 2

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

3





    

Vc. 1

   

 

3

mf

 

3

ff

    

    

   

 

3             3

3

mf

  

3

                  3

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

3

Vla. 5

 

          

3

3

Vla. 3

3

3

Vla. 2

mf

ffmf

Vla. 1

 

ffmf

Vln. 10

 

     

3

 

ff

3

3

Vln. 8

3

3

mf

Vln. 7

 

3 3                        mf

Vln. 6

                        

   





    


34

  176

Vln. 1

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

3

3

3

                             mf

Vln. 2

Vln. 3

Vln. 4

               

3

mf

3

Vln. 6

 

3

mf

3

 

mf

            

Vln. 9

3

3

3

          3

3

3

ff

3

        

   

mf

3

3



 

ffmf



Vla. 2

    





Vla. 3

 

    





Vla. 4

 

   





Vla. 5

   

  

3

3

3

ff

 

ffmf

  

 

 



 













  

  

Vc. 2

 



 









 





 

Vc. 5

  

ff

Cb. 1

Cb. 2

  

  ff

Cb. 3

     ff

 

ffmf

 

ffmf

ffmf

   

ffmf

  

ffmf

 



  



3

3

 

    

ff

ff

 

 





 

 







 











 



 









  



 



  



ffmf

ffmf

3

 

 

 

3

 

    



ffmf

3

 

 

 

ffmf

ffmf





ffmf

ff

   

ff

ffmf



    

          ff

    

3



3

    



 

  

      

3

 

3

 

 

 

3           



 

    

3

         

3

       

3



 

3

3

3

 



3

Vc. 1

Vc. 4

ff

 

  

3

3

3

3

3

3

ff

3

ff

Vc. 3

ff

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

  

           

3      

Vla. 1

3

3

mf

ffmf

Vln. 10

3

                         

       

ff

3

ff

3

  

3

Vln. 8

3

        

3

3

3

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

ff

  

3

Vln. 7

3

            3

3

mf

mf

Vln. 5

3

3

     

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

          3

               

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

 

  


Q

35

                      181

Vln. 1

Vln. 2

Vln. 3

Vln. 4

Vln. 5

Vln. 6

          

        3

          

          

3

  

  

Vln. 8

Vln. 9

Vln. 10

Vla. 1

Vla. 3

Vla. 4

Vla. 5

Vc. 1

Vc. 2

Vc. 3

Vc. 4

Cb. 1

           

       

  3     

       3

   

   

3

         3

3

Cb. 3

 

 

f

3

3

3

3

3

3

f

3

3

3

3

3

3

3

3

              3

       3

     

3

3     3        3

3      3         

f

f

3

3

3            3

3         3       3

3

           

3     3        3

 

  

 

  

ffmf

  3  

  

      

    

 

3

      3

      

 

ffmf

  

   

   

3

         ff

   

ffmf

         ff

  

ffmf

3

   

     

   

    

3

     

 

   

  

   

  

     

 

     

 

3

      3

      

     



  

f

ff

          mf

 

              3 3

3

mf

3   3           3 mf

       

3

3

     

mf

   

mf

3

       

mf

        

3

3

        

3

    

mf

3

     mf

    3

mf

 

     

   

            mf

      

 

    

    

     

   

    



 



 





f

f

f

f

ffmf

     

 





  

  



 



f

 f

 

mf

                

ffmf

ffmf

   

f

         

   

ffmf

ff



3

              

mf

   

f

f

f

3

 

f



3       

 

ff

f

mf

 



 

 

3

      

 

 

3

 

3

 

ffmf

 

3

        

      

3

3

3

     

f

Cb. 2

f

3                               

3

f

3

ff

Vc. 5

                                     

3             

3

Vla. 2

3

3

Vln. 7

             

   mf

mf

    mf

   

            mf 

  



3

            mf

 


36

          

3        

3              

3            

187

Vln. 1

3

Vln. 2

Vln. 3

Vln. 4

3

3

3

3

3

3

3

3

  

3             3             3 3 3 3 3

Vln. 5

Vln. 6

3            3          3 3 3

Vln. 7

3

Vln. 8

Vln. 9

Vln. 10

 

3       

Vla. 2

Vla. 3

Vla. 4

Vc. 1



     

 

3

 



3

Vc. 4

   

3

Vc. 5

Cb. 1

    

3



Cb. 3

    

3

  mf

Cb. 2

  3

 

    

3





3

3

 3    3





   

    

 

 

  

 

 

p

p

 

3

3







3

 

p

 

 

     

 3



    

 

    

 

 

3

pp 3

pp

 

pp

  

   3

3

3

  

pp

3

 

pp



pp

 

  



 

  





3

pp

3

p



 

3

  

   

 

  

  

 

   

  



   

   

 

 

 

 

   

 

3

 

   



  

 

    

  



 

   

 

3



pp

 



3

3





p

3

p

3

p



 

 3   

3

p



p



   

p

3



3



  

p

3

    



pp

p



p



mf

3

 

   

3

 

 

p





 



p

  





 



 

3

    



3

 

 

 

   

3

 

 

 

 

3

3

3

Vc. 3

 

3             

3

Vc. 2

 

  

 

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

3

Vla. 5

3

3

Vla. 1

3

p

3

3           

rall.





3 pp



     

 

 

 

pp


37

R

  

Vln. 2

 

Vln. 3

 

Vln. 4

 

Vln. 5

 

Vln. 6

Vln. 7

193

Vln. 1

Calmer q = 84

     

 

solo al segno

 

    

 

 

p

fmf

f w/ Vla. 1

 

 3+2     ff

 

 

 

Vln. 8

 

Vln. 9

Vln. 10

Vla. 1

    

 mf

f

 

 

 

 

 

 

 

 

 

 

 

      

 

 

 

 

 

 

  

 

 

  

    

solo al segno

  

f w. Vln. 1



 

   

 

fmf

p

 

p

    

  

ff

f

            

  mf

 

 

 

 

Vla. 4

 

 

 

Vla. 5

  

 

 

Vla. 2

Vla. 3

Vc. 1

  

 

  

 

p

 

          

p

            

p

 

Vc. 2

 

 

 

Vc. 3

 

 

 

Vc. 4

 

 

 

Vc. 5

  

 

 

    

  

 

 

 

 

 

 

Cb. 1

Cb. 2

Cb. 3







  







   







  


38 199

Vln. 1

Vln. 2

Vln. 3

Vln. 4

Vln. 5

    3

   

(II)

f

  

 

  

 

 

            (arco)

  

Vln. 6

  

Vln. 7

  

f

Vln. 9

         f pizz.

         

Vla. 2

Vla. 3

Vla. 4

Vla. 5

Vc. 1

Vc. 2

Vc. 3

     

Vc. 4

Vc. 5

Cb. 1

Cb. 2

Cb. 3

(II)

f

 

 

 

 

 

 

 

 

 

        

    

3

 

 

mf

     f





 

    (f)

 

 

 

 

 

 

 

 

        3

p

   

  

 

  

 

pizz.

3 f

6

  

   

  

 

 

 

 

 

 

 

f pizz.

     

f (arco)

     

3

3

f

 

sul pont.

     

   

  

 

 

  

 

 

         mf

 

 

              

6

      fmf

 

sul pont.

mf

3

pizz.

         

   

     

 

fmf

f

        fmf

             

     (f)

 

3

 

sul pont.

3 mf

f

 

   

(f)

f

 

(f)

(arco)

     fp

   

(f)

 

6

  

    (f)

(f)



  

fp

  

3

     

3

       

3

           

fp

 

 

3

        

     

fp

 

p

      

       

           

p

  

 

 

f

  

f pizz.

 

f

    

3

        

p

mf

3

      

     

p

f

 

     

f

mf

3

        

 

           

 

    (arco)

    



Vla. 1

  

3+2

       

f



f

(arco)

3

   

 

    

  

3

   

f pizz.

Vln. 8

3

  

    

pizz.            (arco)     

  

 

6

 

f

Vln. 10

      



  

6

  

pizz.

6

f

  

6

(mf)

    (f)    

ord.

fp

  



sul

pont.     fmf

  

 

    

 

 

 

 

 

pizz.     

 

 

 

  

 

pizz.     

 

 

 

pizz.

f

f

f


            

Vln. 1

3

fmf

Vln. 2

Vln. 3

3

p

 

  

   p

6            6

p

     



      



6

        3

mf

 

             f

3

   

p

3

6

3

3

6

 

f

   

       

mf

 



3

f

f

   (f)   

  

 

f

6

p

  

3

II

f

39

2+3

 S   

 

204

p

        

mf

f 3

6

(mf)

    

 

p

pizz.

Vln. 4

  

Vln. 5

  

  

3

p

  

Vln. 7

  

Vln. 8

  

     

Vln. 9

  

Vln. 10

   

Vla. 1

Vla. 2

Vla. 3

Vla. 5

Vc. 1

 

 

  

       

     

    

 

3

(f)

3

p

mf

f

 

p

arco sul pont.

   p

 

3

f

6

 

 

 

 

 

 

 

3

3





f

 

  

         3

mf



 

 

ord.  

3

f

 

 (arco) ord.

3

mf

mf

 

3

p

 

(arco)    (pizz.)   

     

   

 

   

 

  

 

  

 

3

3

  



 

  



 

 

 

f

mf

(pizz.)

 

  

 

  

 

 

 

 

 

 

  

 

 

 

arco

 

 

mf

6

6               

 

6

 

         

6

 

       

3

 

G#

   

mf

   

      

3

3

     

       

3             

3

3

     3

3

f

  

   

 

3

 

 

mf

Vla. 4

f pizz.

Vln. 6

   

3 3      

f

3

3

mf

Vc. 2

  

Vc. 3

  

Vc. 4

  

Vc. 5

   

    3   

 

 

 

   

  

 

 

 

  

  

 

 

 

   

  

 

 

 

Cb. 1

Cb. 2

Cb. 3

  

3

3

 3

p

3

f

3

3

3


40

 6 6 6          6                 209

Vln. 1

3

Vln. 2

Vln. 3

3

p

 

 

f

p w/ Vla. 2, Vc. 1

(arco)              

f

       

     

        3

Vln. 9

Vln. 10

Vla. 1

Vla. 2

3

3

  

Vla. 4

Vla. 5

Vc. 1

Vc. 2

Vc. 3

Vc. 4

            

Cb. 1

Cb. 2

Cb. 3





 

p

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

6

6

 

solo al segno

  p

f pizz.

f

p

3

     

      

   

 

 

solo al segno

   



f

   

 

p

      3      

 

arco

p

6

 

 

 

 pizz.    mf

 

 

      

  

 

 

      6             

    

           

         3

p

mf

pizz.

mf

3

p

6

6

p

mf

p

mf

         

 

 

         p

 

6

p

6

          6

p

mf

    



6

 

 

 

 

mf

           6

  

  

 

  

 

 

 

 

  

 

 

  

 

  

 

 

 

6

6



p

arco

p



   

mf

f

6

   

mf

3

  

 

pizz.

 

  

         

mf

p w/ Vln. 2, Vla. 2 arco

     3

w/ Vln. 2, Vc. 1

  



mf

Vc. 5

   

      3

  

  

(arco)       3

Vla. 3

6

 

       6 6                

  

3

3              3 3              3

  

3

3

3

Vln. 8

         

 

3

            (pizz.)

Vln. 7

  

(II)

 

 

3

(arco)               f

Vln. 6

3

              f

Vln. 5



 



mf

pizz.

Vln. 4

   

 

solo al segno

3

p

mf

mf

mf

mf


41

   213

Vln. 1

Vln. 2

   

Vln. 4

Vln. 5

Vln. 6

Vln. 7

(II)



3

     

  

 

  f

3

6

          

         f

 

Vln. 8

  

Vln. 9

  

 

 

  

 

   

Vln. 10

Vla. 1

Vla. 2

 

 

Vla. 3

 

3 pizz.

      f

    3

mf

 

            3

p

mf

3 (arco)

     

  

 

 

f

3

 

 

f

 f

arco

f

 

 

 

f

   

    

 

    

  

    



 

(f)

  

 

Vla. 4

   

Vc. 1

 

arco

          3

p

3

3

3                3

mf

3

mf

             f

f

Vc. 4

  

           3 mf f

Vc. 5

Cb. 1

Cb. 2

Cb. 3

 

            

3

Vc. 3

   

    

3

    



f

 

  f

    

3

3

      3

f

    3

    3

    3

    3

  

    

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

    

6

6

3

f

 

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

 

        



mf

6

6

 

 

3

f

f

mf

Vc. 2

(f)

3

3

f

arco

 

    

   

    

(f)

f

Vla. 5

     3

    

f

    

  

     3

    

3

     3

    

3

6

6

(f)

6

p

mf

    

arco

  

6

f

6

6

(f)

                              3

3

f

 

(f)

3

     

   

 arco

3

   

f

 

3

arco

mf

3

f

 

(f)

arco

 

                    

3

   

mf

 

               

  

 

 

  

3

f

 

   

 

     

   p

     

  

     

  

     

     

 

 

3

mf

Vln. 3

 

3+2

T

   

    

 

  

   

 

  

   

 

  

   

pizz.

3 mf

3

     

 

   

f

f

 

mf

6

f

3

3

 

 

 

 

 

3

3             

 

  

      f

3              

 

  

      f

 

  

   

 

  

3 arco

3

6

mf

p

6

arco

p

3 mf

 

 

p

 

f

f

     

 

 

  

3

3 arco

f

    f

3 arco

    f


42

   218

Vln. 1

Vln. 2

Vln. 3

Vln. 4

Vln. 5

Vln. 6

 

(f)

Vln. 10

Vla. 1

(f)

 

 

(f)

                        3



(f)

  



 

f

                         6 f 6

 

 

(f)



  

(f)

  

6

f

Vla. 5

Vc. 1



   

 

 

 

 

 

 

3

  

  

 

mf

3

mf

 

     

     

 

   

pizz.

pizz.

mf

     



fmf

 

fmf

 

 

  

mf

(f)

 

  

 

     

 fmf

 

 

 

 

                f

6                  3 mf

f

  

mf

      

     

 

     

mf

mf

   mf

fmf

mf

   

mf

 

    

 

   mf

              f

fmf

mf

     

pizz.

   

mf

  

3



 

  

 

f

6

               

   mf

mf

 

fmf

        f

mf



mf

  

 

     

3

fmf

mf

 

  

 

   

f

3

fmf

    

 

3

             f

mf

fmf

   

f

 

   

mf

mf

(f)

     

             

pizz.

  

  

mf

 

6

fmf

 

mf

mf

3

f



mf

                     3

 

f

mf

   

(f)

fmf

mf

solo

        

6

  

mf

  

f

 

  

f

Vc. 4

 

6

f

Vc. 3



                         

fmf

Vc. 2

 

 

         



solo

 

mf

Vla. 4



(f)

3

6

Vla. 3

(f)

6                          mf

Vla. 2



6

6

  

mf

solo

  

mf

 

 

 

 

  

  

mf

Vln. 9

 

   

(f)

mf

Vln. 8

(f)

   

(f)

6

Vln. 7

 

pizz.

mf

mf

fmf

f

Vc. 5

 

 

 

      f

 

 

  

 

 

    

Cb. 2

  

 

 

 

Cb. 3

   

 

 

       

 

Cb. 1

pizz.     mf


      

    

223

Vln. 1

Vln. 2

Vln. 3

Vln. 4

Vln. 5

Vln. 6

Vln. 7

Vln. 8

Vln. 9

Vln. 10

Vla. 1

Vla. 2

Vla. 3

Vla. 4

Vla. 5

Vc. 1

Vc. 2

     

 

mf

mf

3

(mf)

3

f

mf

3

    

 

 

    

 

mf

fmf

     

mf

  



fmf

    

  

       

arco

mf



3

fmf

      mf

3

3

6

fmf

    

3 fmf

                          

    

 

 

fmf

  

2+3

 

 

 

f

3

3

III

 



   



mf

3

3

3

       3

mf

p

 

 

 

 

     



 

   



 



 

   



 

    

   

 

  

 

  

 

  

fmf

 

   f

     

   

 

   

3 fmf

fmf

  

  

 

fmf

 

    

f

pizz.

f

  

mf fmf

 

 

 

 

   

 

 

 

 

   

            3 f

mf

                  3

6

3

f

II

 

 

(f)



III

   

mf

3

  

  

  

 

 

 

     

 

 

 

 

             3 f

mf

  

          f

3

6

 

          III      6

mf

3

  

mf fmf

mf fmf

       f

3

       f

 

    f

 

 

 

 

 

 

 

 

 

 

 

 

     mf f

Cb. 1



 

 

 

 

Cb. 2

 

 

 

 

 

 

 

 

 

Cb. 3

 

mf fmf

 

 

f

mf fmf

    

f

 

 

3

 

3

3     

 

Vc. 4

f

 

    

     

  



      

 

fmf

 

mf fmf

mf

  

   

     

3

 

mf fmf

 

3

43

  

 

     p



 

f

    

fmf

     

mf

 

fmf 3



   



        

6 3             

           f

 

Vc. 3

Vc. 5

 

U

3


44

   

   228

Vln. 1

Vln. 2

Vln. 3

Vln. 4

Vln. 5

Vln. 6

Vln. 7

Vln. 8

Vln. 9

Vln. 10

Vla. 1

Vla. 2

Vla. 3

mf

   

  

mf

   

   

   

mf

  mf

fmf



mf



mf

 mf

Vc. 1

Vc. 2

Vc. 4

Vc. 5

Cb. 1

 

  f

   mf

     pizz.   mf

arco

f

 

 

 

 

3                  6

mf

                    6

mf

(mf)

arco III

     mf

f

f

mf

      

f

 



 

mf

       

  

II     

mf

f

 

 

mf

 



f

 

 

 

 

 

 

 

 

 

   

 

 

   

 

 

 

fmf

(mf)

6

6

  f

  f

f

mf

6

 

f

 

 

 

 

 

 

                             fmf

6

6

f

6

6

6                        

 

 

 

 

 

fmf

f

         

 

 

 

II

                  

fmf

mf



 

         f



fmf

 



3



3

 

fmf

mf

 

 

     

               

 

mf

 

mf

mf

 

 

arco      

  

 

3

mf

f



3

mf

f

mf

     

 

    

mf

 

f

              

   

 

f III

3

6

f

 

II

3

       

f arco



f

 

3

        mf f

mf

Cb. 3

f

   

   

 

f

arco

f



   

     

mf

Cb. 2

 

mf

mf

 

f

IV

mf

Vc. 3

 

3

 

     

 

f

mf

Vla. 5

 

    

              mf  f

mf

  

      

      f

mf

mf

     

mf

f

mf

 

      

f

   

mf

   

mf

      



f

   

   

mf

Vla. 4

mf

  mf

   

3

     

  

f

    

 

 

mf

3

mf

 

fmf

  

 

fmf

  

6

f

6

 

 

 

 

 

 


45

  2+3  233

Vln. 1

 

 

 

 

 

Vln. 2

 

 

Vln. 3

 

       6               6 3 6 ff

 6 6                               6 3 ff  mf            mf

Vln. 4

Vln. 5

Vln. 6

Vln. 7

Vln. 8

   

ff 3

3

 

3

      

 

        

 

       

 

 

 

     

 

 

 

 

 

Vla. 3

 

     

mf

3

 

             

  

Cb. 2

 

Cb. 3

  

f

 

ff

 

 

 

 

 



  6           f

  

  

3

3

ff

 

 

  



ff

 

 

 

3

 

mf

3

f

   

 

 

6

ff

3

3

p

3

 

3

mf

 

        

3

 

mf

  



   

6

6

         

ff

                      6

f

6

ff

 

  

   

f

 

3

 3

   

    

 

mf

    

 

     

 

mf

    

 

    

ff

ff

3        6       

 

 

 

 

 

 

 

 

 

 

f

  

  

mf

 

mf

arco

  

 

f

  mf

 

 

mf

    

3

   

6

3

         6

 

III

ff 3

   

Vla. 2

Cb. 1

3

 

  

Vc. 5

  

Vc. 4

3

      

 

  

Vc. 3

3

 

Vln. 10

Vc. 2

3

Vc. 1

3

 

Vln. 9

Vla. 5

    

3

      

 

Vla. 4

 

 

Vla. 1

    

3

    

ff



mf

6

f

mf

6

ff

ff

 

     ff



mf

  f





mf






46

   238

Vln. 1

Vln. 2

Vln. 3

V

   

   

 

   

    

 

   

   

pizz.

mf

pizz.

mf

pizz.

mf

Vln. 4

Vln. 5

   mf

Vln. 6

Vln. 7

Vln. 8

Vln. 9

Vln. 10

Vla. 1

Vla. 2

Vla. 3

Vla. 4

     

3       

 

f

f

f

   

 

mf



f

Vc. 1

   

 

f

   

    

       

Vc. 4

mf

fmf

  

 

mf

 

mf

Vc. 5

Cb. 1

Cb. 2

  

    

 



fmf

 

mf

 

 

 

 

 

 

 

 

 

ff

 

 

f

               

 

               

  

3



    

 

mf

3

 

    

ff

6

3

6

mf

3

mf

3

mf

ff

   

 mf

ff

 

 

 

6

3

   

           

  

3                   

         f



3

f

3

6

ff

   

 

 

ff

      

3

      

 

f



3

      



6

3

 

ff

 

      

3

 

3

     

3

    

6

6

3

    

3

                

f

    (ff) 3

 

 

 

 

 

 

                                 ff

mf

          

ff

         

3

3

    

 

 

3

3

ff

               

3

3

6

fmf

        

  



3

ff

ff

      

f

     

   3

     

6

 

f

       

3

                   

fmf

 

3

ff

 

fmf

mf

3

     

 

3

              

fmf

3

f

6

 

3

3

ff

fmf



3                

6

 

3

    

3

f

 

 

f

mf

                                           

 

mf

    

              arco

Cb. 3



mf

 

fmf

mf

      

mf



         

 

 

mf

f

 

 

  

3 f



mf

Vc. 3

  

mf

Vc. 2

 

f

mf

 

 

 

ff

   

 



mf

 

 

ff

 

f

 

 



3

mf

mf

3

mf

mf

Vla. 5

 

   

mf

3       

   

 

 

f

mf

        

 3

f

3

   

          ff

           

                       f

ff

     

        

  


47

 

 

 

 

Vln. 2

 

 

 

Vln. 3

 

 

 

Vln. 4

 

 

  

 

  

         f

243

Vln. 1

Vln. 5

Vln. 6

Vln. 7

Vln. 8

Vln. 9

Vln. 10

Vla. 1

Vla. 2

Vla. 3

Vla. 4

Vla. 5

Vc. 1

Vc. 2

Vc. 3

Vc. 4

Vc. 5

Cb. 1

Cb. 2

    

   

3

 

3

 

   

3

    3

 

 

  

3

3

ff

 

      3

ff

3

 

f

      

3

 

       

       

 

         

p

  

        

  

 

                         



      f

3

mf

3

   

 

    II

3

3

mf

3

f

mf

  

  

mf

3

 

      

mf

  





 











   



     





3



3

  

 

3

       mf



    f

3 6

    

3



3

   



 

   



 

mf

p

    f

 

     

p

  

mf

3

f

mf

III

      

p

p

p

 

mf

                

3

6            

mf

          

         

p

mf

mf



mf

p

3

mf

mf

6

      

 

p

mf

3

  

3

 

f

3

3

f

                mf

p

6

6

f

3

p

          

                            

   

3

f

        

6

f

6

mf

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

   

6                      

      

       

6

mf

II

 

3

       6              

 

mf

6

       

    

  

mf

 

     

III

f

  

p

  

II

 



 

       

                    

 

 

3

 

f

Cb. 3

mf

     

 

 

 

 

 

 

  

 

6

mf

 

3

 

         



  

 

 

3

  

    

      

f

mf



3

 3


48

Vln. 1

W Manic q = 104

poco accel.

  247

 

3+2

 

  

 

arco

 

arco

ff

Vln. 2

 

 

   ff

Vln. 3

 

 

Vln. 4

    

Vln. 5

 

 

 

 

Vln. 7

Vln. 8

Vln. 9

Vln. 10

Vla. 1

    

 

            ff

3

    

ff



3

 

  

3

   

 

   

  

 

       



3

ff

     II

  

3        3

    

         3

Vla. 3

f

Vla. 4

Vla. 5

Vc. 1

Vc. 3

Vc. 4

ff



6

6

3

 

Vc. 5

Cb. 2

6

f

3        

f





  

 





   

 

 

p



         

p

mf

      mf

         p

      p

mf

        

ff

ff

mf

mf

p

   

   

p

ff



 

        

 

  

    

 

3

ff

 

mf

mf

3

f

   

 

 

f

 

mf

ff

ff

mf

     p

mf

     p

mf

     

ff

f

f



f

  

ff

    

   

ff

    ff

    ff

     ff

     f

ff

f

      

f

ff

f

   

ff

   

ff

ff

   

ff

    f

ff

  

  

  

  

   

  

mf

   

mf

 

ffmf

ffmf

3

3

3

3

3

3

      

ffmf

        

ffmf

ff

        ffmf ff

 

 

 

 

3

    

3

ff

   

ff

3

3

ff

   

ffmf

ff

3

3

   

ffmf

ff

f

3

3

3

f

f

     

 

     

f

f

 f



f

  f

ff

3

3

ff

3

3

ff

3

3

ff

3

ffmf

3

3

ffmf

    

ffmf

3

3

 

  

3

ff

  

3

      

    

 

3

ff

 

   

3

    

     

mf

 

ff

 

  

3

 

 

 

ff

        mf f

    

3

ff

    

         mf f

  

ff 3

 

        mf f

 

ff 3

        mf f

       mf f

 

ff 3

  

   ff

   

  

   

 

 

6

3



 

mf

ff

  

   

 

ff

   

  

f

ff

  

f

 

  

 

6

  

        

6

f

Cb. 3

  

 

                 

 

  

3 ff



f

Cb. 1

 

              

f

  

    

3

    

6

f

        

3

f

3

Vc. 2

 

            

3      

f

 

 

6

  

f

6

Vla. 2

 

ff

   

   

f



3

ff

 

       

f

3

  

 

ff

  

ff

Vln. 6

  

 

ff

ff

  

arco

ff 3

  

ff

 

 

 

  


49

      

     

252

Vln. 1

6

Vln. 2

Vln. 3

(ff)

6

      

      

6

Vln. 4

6

Vln. 5

      

Vln. 7

Vln. 8

Vln. 9

Vln. 10

Vla. 1

Vla. 2

Vla. 5

Vc. 1

Cb. 3

ffmf

               (ff)

6

         (ff)

6

3

ffmf

ff

6

 

    

               

3

3

ff

     

     

 

  

     

     

 

     

     

3

6

ff

3

6

ff

3

6

ff

6

3

ff

  

6

      3

ff

  

    ff

 

3

3

     3

3

   

 

3

3

     3

 

3

ff

  

     3

ff

         6

        6

        6

     

3

 

 

 

 

 

 

 

 

ff

    

ff

  

     

  3

   ff

  

3

 

 

   

 

f

 

 

   f

 

 

ff

  ff

 ff

   

3

mf

     mf

  

       mf

 

 

   

ffmf

sul pont. 3

        ff

  

  

3

  

 

   

  

 

  

fmf

 

 

3

 

fmf

sul pont. 3



3

IV



3

fmf

ffmf

ff

  

ff

3

   



fmf

ffmf

 ffmf

  ffmf

sul pont.

 

fmf

3

   

  

 3

ffmf

               

   

 

p

ffmf

sul pont.

     3  ff

 

 ff 3 3      

    

   

       sul pont.           3  ff 

sul pont.

sul pont.

    

    

ff

    f

IV

ffmf

     



ff

3

 

    

ff

      

  

 



    

        mf

    

 3      ffmf ff

 

       ff 3

    

ffmf

       mf

     ff

ffmf

 

 

       ffmf ff

      

 

        mf

    

f

       ff

 

 

       f

 

  

f

f

   f

 

   

fmf

f

3

f

   

f

3

f

 

      

 

 

f

f



 

3



 

   

    

mf

  

f



3

ff

  

 

  

  

   

    f

 

       f 3

 

                

3

 

  

3

3

        ff

3

3

III

     

       

 

3

3

3

      3

 

6

ff

 

  

6

    

     3  f

3

   

ff

ffmf

3

    

ffmf

           (ff)

ff

Cb. 2

3

 

ff

Cb. 1

3

    

ff

Vc. 5

6

ff

Vc. 4

(ff)

ff

Vc. 3

ffmf

     

ff

Vc. 2

3

      3   f

          3  ff 3                ff 3 mf             

      

ff

Vla. 4

3

     

  

ff

Vla. 3

6

                 

6

Vln. 6

                   

 



ffmf

  

  

3

             f         f      

       f

    

   

   f

 

 

        f

   

 

      

3

  

fmf

3

3 f 3

(f)

f


50

  257

Vln. 1

Vln. 2

Vln. 3

 

Vln. 4

   

 

3

p

Vln. 5

   

 

   

 

p

Vln. 6

p

Vln. 7

 

   

   

    

   

 

    

   

      

    

 

    3 3 ff               

  

p

   

   

 

 

   

 

    

 

 

  

   

 

 

3

ff

Vla. 1

 

 

 



 mf

  

mf

Vla. 3

  mf

Vla. 4

Vla. 5

Vc. 1

Vc. 2

Vc. 3

Vc. 4

Vc. 5

Cb. 1

Cb. 2

    3 

 

     3 

 

 

 

 

   3 

   

  3 

 

  3 

    

 3

 

mf





mf





mf





mf

mf

3

 

 

  

3

        3

 

ff

 

 

ff

ff

ord.

 

   

3

3

 

 

  

ff 3

       ffmf ff

        

p

ff

   

   

3

ffmf

ffmf

 

    f

     3  f III        f 3

    

 

ffmf

 

 

 

 

 

       f 3

  

      f

    

  

      f

    

  



 

3

3

fmf

 

3

f

  

 

 

 

 

 

 

 

 

   

 





  



 

 

 

 

ff

  

    

 

  

ffmf

    

 



   

IV

3



3

fmf

ff

 

ff

3

3

 



 



 

    

     f         f 

      f     

 ff 3 3 II               p 3              fmf f



ffmf



     f

 

ffmf

3

fmf

 

 

fmf

III

3

   

   



ff

ff

    

 

IV

ord.

ff

ord.

f

 

     f

         

f

 

 

f

p

 

X

 

       f 3

 

 

       f 3

f

ff

 

3

 

sul pont.

 

 

3

 3                   p ffmf

          3        3



ord.

ord.



  

 

 3   

  3 

  ff

ord.

 

 

ff

ord.

 

mf

Cb. 3

ord.

 

 

ff

3

    3 

 

mf

Vla. 2

 

3

3

mf

mf

Vln. 10

3

  

3

 

 

mf

                                p

Vln. 9

3

   

3

 f sul pont.  

3

 

mf

ord.

Vln. 8

ff

3

ff

 

 3 3  f           

3

ff

ord.                                 p

3

ff

3

ff

   

3

 

sul pont.

  

ffmf

ffmf



fmf

ffmf

 fmf

3

        f      

       f

    

   

   f

  

 

 

 

       f

  

   

 

      

3

3

3 f 3

(f)

f


51

  262

Vln. 1

Vln. 2

   

   

 

f

 

II

    fp

 

   

f

  3 

    mf

   

  3 

Vln. 6

    mf

   

Vln. 7

   

Vln. 8

 3  mf

    3  mf



Vln. 3

Vln. 4

Vln. 5

Vln. 9

Vln. 10

Vla. 1

Vla. 2

Vla. 3

Vla. 4

Vla. 5

Vc. 1

Vc. 2

Vc. 3

Vc. 4

Vc. 5

Cb. 1

Cb. 2

Cb. 3

    

ord.



       



3

           

   

    

 mf



 

f



3

f

 

 f

       

 

 

   II

    

3

6

6

6

6

6

6

 

 

 

 

 

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

   

 

 

         

 

 

 

 

ff

     

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

   

    



     ff

  

    

  

    

mf

     mf

  3 

 

  3 

   

 f

  

f

f

f

fp

 ff

 ff

 

  

 

 

 

3

         3

 

 

 

  

3     mfp

      mfp 3

p

 

p

 

      mfp

 

 

 

3

mfp

3 3 3 3 3                          

p

6

 

 

 

 

  

mf

 

 

 

 

 

mf

6

6

 

mf

mf

 

mf

 

mf

 

  

     

 

 

 

 

mfp

                                    mfp 3

p

          

           p  3 3 3  3                  mf p mfp

6

p

p

          3

3

  

3

mf

3

   

6

    

 

3

         

   

3

   

     mf

p

      ff



 

 


52

    268

Vln. 1

   p

Vln. 2

Vln. 3

Vln. 4

Vln. 5

p

 

   

   

          f

        p

   

f

  f

 

 

    

ff

 

3

ffmf

3

    ff

3

 

3

3

    



  

3

               

  

   

 

  

      

   

ff

 

                        

 

mf

 

 

 

mf

mf

 

mf

 

 

 

  

        

ff

 

   

 

 

 

   

Vc. 1

Vc. 2

Vc. 3

Vc. 4

Vc. 5

Cb. 1

Cb. 2



 

       

   

 

 

    ff

   

 

    ff

f

 

 

 

f

f

 

   

  

  

  

 

 





    

 

  



 





 

  



ff

ff

 

 

 

ff



ff

 

ffmf

ff

3

ff



3

ff

ff

3

 3

       

3

   

 

3

   

 

III 3

   

 

   

 

III

3

 

 II               3

II                3

  

    

      

   

   

     

   

     ff

     

   

     ff

      

   

ff

   

ff

 I

ff

    

ffmf

   

3 ff

    

ff

              

ff

3

  

   

ffmf

 

 

3

    

ffmf

ff

ff

  

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

 

   

 

ff

ff

ff

ff

 

ffmf

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

mf

    

mf

 



ffmf

    

  

ffmf

ffmf

 

  

mf

 

 

 

  

 

 

  

 

 

 

  

   

 

ffmf

 

  

ff

 

 

 

ffmf

  

ffmf

    

3

ffmf

   

ffmf

mf

Cb. 3

    

 

 

  

 

mf

   

 

 

 

   

 

mf

3

      

mf

 

 

    3

ff

ffmf

Vla. 5

 

ffmf

mf

Vla. 4

 

ff

 

                                          

mf

Vla. 3

 

   

         3

      

mf

Vla. 2

 

mf

mfp

Vla. 1

 

 

ff

 

3

    

    3

mfp

Vln. 10

mfp

Vln. 9

 

Y    

 

                                         

p

Vln. 8

 

 

p

Vln. 7

 

p

Vln. 6

 

  3

3

           

  3

3

           


53

        ff 274

Vln. 1

Vln. 2

Vln. 3

Vln. 4

        ff             

   

   

Vln. 5

 

     f 3

 

 

Vln. 6

 

     f 3

 

 

     f 3

 

 

Vln. 7

Vln. 8

Vln. 9

Vln. 10

Vla. 1

      

      

  

   

          

ff

 

   

      

ff

 

   

ff

      ff    

 

 

 

Vla. 2

   

 

Vla. 3

 

Vla. 4

 

   

ffmf

Vc. 1

f

Vc. 2

Vc. 4

Cb. 2

3

3

     

3

3

    3

  

                   6

         

  

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

         

         

         

 

 

   

 

fp

3

3

         

3

3

p

fp

fp

    

3

3

 

 

3

6

 

mfp

 

mfp

  3

 

3

mfp

 

 

 

 

 

 

 

f

3

 

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

 

 

  

mfp

            fp

 

 

  

f

     f

      

       

f

3

  

fp

f

Cb. 3

            

f

Cb. 1

     

              

            

f

Vc. 5

3

   

          

p

f

          f

Vc. 3

3

   

mf

               f mf        

p

ffmf IV

Vla. 5


54

 

279

Vln. 1

Vln. 2

Vln. 3

 

mf

  mf

 

   

      mf

                         6

6

Vln. 4

mf

Vln. 5

              3

6

 

6

      3

Vln. 7

Vln. 8

 

   

 

 

 

 

ff

ff

              

 

ff

ff

Vln. 10

Vla. 1





 

    ff

 

3

 

3

mf

 

      3

 

   

Vla. 2

Vla. 3

  

 



mf

Vla. 4

   mf

Vla. 5

  

 

  

  

mf

Vc. 1

mf

Vc. 2

  

mf

Vc. 3

  

   

 

  

 

 

Vc. 5

Cb. 1

Cb. 2

     

 

   

 

 

   

 

 

 

 

  

   

3

   

   

 

                ff

 

 

 

  

 

 

 

  

p

 

    



ff

  

mf

   

mf

mf

  

   

 

 

 

 

mf

 

            



            



p

mf

mf

     

ff

       

 

        

 

 

   

 

    

p

 

       

p

p

Cb. 3

        

 

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

ff

f

f

 

mf

ff

f

 

 

 

                      

 

mf

Vc. 4

 

 

 

3



ff

  

 

 

 

 

   

mf

ff

 

 

   

mf

f

   

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

II

  

II

6          

 

   

3

ff

3      

mf

mf

 

   

   

ff

                  

Z

ff

mf

 

ff

ff

mf

Vln. 9

                 

 

mf

f

 

 

f

mf Vln. 6

 

   


Vln. 1

  284     

Vln. 3

Vln. 4

Vln. 5

  

3

ff

   

3

    3

3

   

3

II

   

  

   

   

   

   

 

3

ff

Vla. 1

Vla. 2

Vla. 3

Vla. 4

Vla. 5

Vc. 1

Vc. 2

Vc. 3

    

      

 

  

  

I    

   

 I

ff

Vc. 5

Cb. 1

 

   

ff

Cb. 2

ff

Cb. 3

  ff

  ff

 

 

3

 

  ffmf

3

 

 ffmf

3

 

3

   



 

ff

  

ff

  

   

ff

 

ff

 



 

3

ff

  

  

ff

3

   

    ff

 

   

 

ff

    II    II   

 

 

   3



    ff

 

ff

  3 

 

 

  

ff

Vc. 4

 

   

III

      ff

  

 

 ffmf  ffmf

       

 

 

III

  

 

     

   

  

   3

3

ff

ff

    ff

  

ffmf

  

  

 

ffmf

 

ffmf

ffmf



3



3

f

    

3

          3

   

 

 

 

 

 

 

 

 

   

   

 

mf

  

 

 



   

   

   

    

fmf

 

 

 

 

 

 

 

  

fmf

 

  

 

 

 

   

 

   

 

ff

  

   

III

 f

3

III

            

 f

  

f

  

f

         f

3

 

  

    

  

    

 f



 

    

 

  



3

3

3

  3

       

 

           

f

   

    

f

        ff

  

f

        ff

      f

 

 

 

ff

 

 

  

ff

mf

f

  

 

6

6

3

III

  

    

mf

mf

  

55

           

3

   

III

         ff

  

3

ff

  

 

   

  f

ff

   

     3

mf

ff

 

 

               ff

3

mf

   ff

          3

 

 

ff

III

 

   

2+2+3

sul  pont.                 3   ff II  sul  pont.                    3 ffmf   ff II                 3 III ffmf                         3   ff ff ffmf 3

II

ff

Vln. 10

ff

Vln. 9

  

ff

Vln. 8

   

     

ff

Vln. 7

3

ff

ff

3

ffmf

ff

Vln. 6

   

         3

ff

Vln. 2

3

fmf

 

   

3

II

   

      



      







3

f

f

 


56

     

Vln. 1

ff

Vln. 2

Vln. 3

  

   

   

      

ff

Vln. 5

Vln. 6

   

        II            

3

Vln. 9

Vla. 1

             3

ffmf

3

 

       

  

3

    

   

 

 

3

   

ff

3

ff

ff

Vln. 10

ffmf

ffmf

   

ord.

Vln. 8

3

      3 ff 3   ord.            ff

Vln. 7

3

3

II

ff

       

        II

ff

Vln. 4

2+2+3

II

289

3

 

   

 

    

ff

    II  

    ff

  

 II  

Vla. 3

 

Vla. 4

Vla. 5

Vc. 1

Vc. 2

Vc. 3

Vc. 4

              

Cb. 1

Cb. 2

Cb. 3

           

  

 

  

 

ff

 

 

mf

 

 

         

  3 

 

     

ff

 

     

  

  

   

  

 ff

ff

 ff

ff

I 

I 

   3

  ff

 

3

   

ff

 

3

   

ff

 

   

3

 

 

ffmf

  

  

 

3

 

3

 

3

 

ffmf

ff

 





ff

  ff

 

 

 

ff

     

   

 

 

3

ff

   ff

    

           

ff

ff

    ff

ffmf

  

  

ffmf

 

ffmf

 

ffmf

  

  

fmf

  

       

fmf

f

 

 

3            6

   

   

    

 

 

 

  

 

 f III

3

 f

3

  

f

  

f

         f

6

mf

   mf

  

  

mf

  

 

 

(f)

 

 

(f)

mf

 

(f)

mf

   

 

   

 

  



 

      

   



 



 

   



3      

      ff

f



      ff

f



   

        

   

    

 

    

 

f

  

 

 

f III

3





3

            

3

f

  

f

   

III

    

 

  

3

    

mf



  

f

3

  

f

6

3

f

   

III

ff

   

  

   ffmf

ffmf



 

 

mf

 

   ff III                

6

3

               

 

  

               

mf

III

ff

Vc. 5

III

ff

 

 

III

Vla. 2

 

f

   

f

   

  

f

   

 

   

3

3

3

         3

      

fmf

   

3

      

  

 

 

II

3

f

f


57

    

 

 

  f

 

  

 

 

 

 

294

Vln. 1

AA p

Vln. 2

p

Vln. 3

   

f

p

Vln. 4

Vln. 5

Vln. 6

Vln. 7

Vln. 8

Vln. 9

Vln. 10

Vla. 1

 

 

    

mf

            

    

f

6

f

6

        

 

 

3

Vla. 5

Vc. 1

 

   

 

 

p

   

p

    

p



           3

6

         3

Vc. 3

Vc. 4

Cb. 1

6

Cb. 2

Cb. 3

f

 

  

 

  

mf

 

  

  

 

 

  

 

 

 

    

     f

     f      f

   

 

     f

     f

   

      f

   

    

 

3

    

3

    

3

    

        6

p

f

         6

       f

    

 

       f

    

 

     f

    

     p 3

     

    

   

     

      

    

mf

mf

 

   

 

 

p

   

3

3

3

  p

3

3



3

  

3

3

3

3

3

           f

     f

6

     3

mf

 

 

 

f

      

    

f

 

3           



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

mf

mf

    

   

  



 

3

 

mf

p

 

f

 

3



   

    



 

mf

p

  

f

(f)

 

 



    

p

Vc. 5

f

mf

mf

Vc. 2

  

(f)

f

Vla. 4

  

f

Vla. 3

p

f

Vla. 2

 

p

mf 3



p

 

f

 

 

 

 

I  

   

f

 f

    mf   mf

  

  mf

mf

f

 

mf

      mf

   

f

  

 

  mf

 

 

  


II                   

58

  

 

299

Vln. 1

Vln. 2

Vln. 3

mf

mf

              mf

Vln. 4

    mf

Vln. 6

      mf

Vln. 7

3

f

6

mf

              mf

Vln. 5

 

 

3

f

 

6



   ff

  

mf

  f

mf

  

6

ff

Vln. 9

Vln. 10

Vla. 1

Vla. 2

Vla. 3

Vla. 4

Vla. 5

Vc. 1

Vc. 2

Vc. 3

Vc. 4

Vc. 5

Cb. 1

Cb. 2

Cb. 3

 

   

 

   

 

 

   

 

ff

   

 

   

mf

ff

  

 

  

 

   

 

II

  



 

(ff)

 

II

  (ff)

   

 

   

 

   

 

    ff

 

  

3

  

 

3

  

    

f

 

 

 

 

 

 

 

   

 

 

 

   

 

 

 

   

 

 

 

    

 

 

f

f

II

3

f

 

ff

 

ff

 

 

 

 

f

   

 

 

 

 

  

     

 

 

   

 

   



  3    

 

  

3

3

3

   3

3

   

    3

 

3

fmf

3

II



f

f

 

 

f

 



 

f

IV



     

f

IV

 

ff

  



ff

   

3

 

ff

 

 



3

  

 

  

   

   

 

 

 

     ff

 

 



  ff

   

   

 

ff

3

 

 

III

3

 

  





 

III

  

 

 

3

II

 



  

 

 

   

 

f

  

3



 

 

f

III

 



 



 

     

f

  ff

  

 



 

ff

 

  

f

 

f

 

ff

f

fmf

 

 

fmf

 

f

   

   

    ff

 ff

       

II

3

   

3

ffmf

  

     ff

 

 

 

3

 

 

 

 

     

fmf

f

     ff

 

 

f

 

ff

3

 

  

ff

fmf

 

   

 

           

3

    ff

 

    ff

 

(ff)

 

 

 



6

mf

  

mf

 

           

II

Vln. 8

(ff)

          

 



 

 

ff

ff

ff



          

f

        

      ff

   

ff



  

ff

 

 

 

  

 

 

         fmf

   f

3

    

   f

3

  

 

   

 

   

 

f



f

 

 

 

 

 

 

 

 


   304

Vln. 1

Vln. 2

Vln. 3

Vln. 4

3+2

               

BB

2+3

 

6

mf

Vln. 6

Vln. 7

6 6                        

Vln. 8

Vln. 9

fp

mf

 

 

  

   mf

  

 

 

  

 

  

 

mf

    

    

       f

   

    f

   

 

        f

   

 

 

mf

 

  

 

Vla. 1

Vla. 2

Vla. 3

Vla. 4

Vla. 5

Vc. 1

Vc. 2

  

 

        

  

Vc. 5

 



mf

 



mf

 



mf

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

     

       

 

      

 

Cb. 1

 

 

 

 

 

 

 

 

     

f

     f

    f

                       

      

      

3

3

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

    

  

    

  

    

6

3

3

6

3           f

Cb. 2

 

Cb. 3

  

   mf

    

f

mf

 

              3

          

   

 

 

 

        6

      6

p

 

p

 

p

 

   

 

6

 

 

 

 

 

 

 

 





6

3

fmf

           f

f

p

3

3     

p

6

     

6

 

 

3

             

3

   

3

6

    

    

3

6

p

3

3

   

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

3

 

    

 

 

3

p

  

59

3

(f)

p

mf

3

 

 

3     

 

 

 

p

p

 

 

3

(f)

3

p

   

 

    

 

          

 

    

 

 

    

 

 

 

     3

 

 

    

                        fmf  

  

 

p

 

      

  

 

p 3

III

Vc. 4

 

(f)

 

III

Vc. 3

 

p

Vln. 10

 

fp

p 3

 

3

      f

 

6

6

6

mf

Vln. 5

fp

                          

         

 

6                          6

 

 

     

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 


60

Vln. 1

  309       f

Vln. 2

Vln. 3

f

   

Vln. 4

 

ff

3

 

ff

3

 

f

      3

Vln. 5

   

    3

            6

3

   3

 

3

mf

6

        ffmf

        

ff

3

ff

3

ffmf

   

II

  

6

Vln. 7

Vln. 8

   f

Vln. 9

Vln. 10

f

   

   

 

  

 

  

 

f

Vla. 1

fp

Vla. 2

fp

Vla. 3

fp

Vla. 4

Vla. 5

Vc. 1

Vc. 2

Vc. 3

Vc. 4

Vc. 5

Cb. 2

Cb. 3

 

 

 

mf

 

 

 

 

 

   

 

 

 

 

 

 

   

   

mf

mf

   

 

mf

 

 

   

 

 

   

mf

 

 

     

 

 

 

 

   

   

ff

ff

ff

  3

 

 

  

  3 

  

(mf)

 

 

p

 

 

 

 

    

3

3

    ff 

    





    

ff

 

  

 

3

 

   

   

  

  3 

II       

   3

ff

ff

 

 

 

 

 

 

ff

ff

 



f

3



ff



ff

 

f

 

I      ff

 

   

f



f

3

 

   f

 

  

  3  

ff

f

f

 

     

3

 

 

       

3

 



        

3

 

     

3

   f

  

 

 

 

(f)

 





f

   

   

3

   

f 3  

      ff

3

  

f

   

 

     ff

ff 3

 

ff



   

     

II

 

f

    ff

 

ff

 

  3

    

f

  3

II       

 

ff

   

ff

  

  3 

  

ff

3

 

(mf)

 

  

      

   ff



   

     ff 3

ff

  3 

  

 

     

  

p

ff

3

 

  3 

 

ff

 

ff

   ff



ff

  

 

3

  

ff III

 

ffmf

 

 

 ff  

3

III

   

3

 

  

ff

3

3 ff

  

mf

fp

Cb. 1

 

3

II

ff

 

 

6

6

 

     

                      

mf

3 ff

6

             

ff

mf

    

3

3 ff

3

 

     

                                 6 6 6

    3

6

Vln. 6

 

3

(mf)

                  

  

 




3+2           

   

314

Vln. 1

p

Vln. 2

   

p

       II

 

ff

   

 

       

61

CC

             3

3

ff

Vln. 3

Vln. 4

Vln. 5

Vln. 6

Vln. 7

Vln. 8

Vln. 9

Vln. 10

Vla. 1

Vla. 2

Vla. 3

Vla. 4

Vla. 5

Vc. 1

Vc. 2

Vc. 3

Vc. 4

Vc. 5

Cb. 1

Cb. 2

 

 

     

  

     

      

     

     

      

 

 

3

 

  

  3 

ff

3

    



  

 

    3

 

 

 

 

 

 

3

3



 

    3

      

3

f

 f

3

 

ff

ff



ff



ff

            

ff

f

      

f

 

f

     

IV

IV

         3

3

3

    

     

 

 

 

 

 

 ff

  

 



ff

3

ff

  3 

  

3         

 

  3 

ff

  3 

ff



  

  



3

ff

3

ff

   

ff

    

    ff

 

 



 

 

        

 

        

3

   



p







f











p

3

 

    

p

  mf

  mf

3

 

 

 

 

 

 

 

 

 

 

 

 

   

 

 

 

 

f





f







 



      

  



     

  



   

   



   

   

3

 

   

3

3

3

 



3









f

f

3

 3

 



     



f

 

 

f

IV 3

    IV

3

   

   

 

     

 

 

      

 

II

  

  

 

 

 

 

(f)

 3 



3

3

 

    ff

   

   

    ff

II

  

f

f 3



3



p

 

  

ff

  ff

  

 

ff

 

 

 

ff

 

 

 

ff

  

ff

  

3

II

f

3

   

 

 

 

   

f

ff

  

      

 

 

  3

   

ff

   

ff III

 

f

    

  

ff

III

ff

Cb. 3

3

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

ffmf

  3    

ffmf

ff

 

3

  

 

ff

3

 

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

3

 

  

3

3 ff

  

ff

3

 

      

 

   

 

 

     

 

  

II

    

    

 

II

     

  

     

  

  

ffmf

II

 

  

3

3 ff

 

ff

f

3

 


62

   319

Vln. 1

Vln. 2

6 6                  6

 

 

 

 

                     

 

 

 

 

p

 

mf

6

p

Vln. 3

Vln. 4

Vln. 5

Vln. 6

Vln. 7

Vln. 8

 

 

   

 

 

 

 

 

 

p

     6

p

 

 

  

       6                

 

p

mf

6

p

mf

6

 

 

 

 

p

p

Vln. 9

 

6                   6

mf

Vln. 10

Vla. 1

Vla. 2

Vla. 3

Vla. 4

  

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

 

mf

   

  p

 

 

  

 

 

 

  

p

  

3

    3

  

   

3

3

         

f

  f

6

 

  

 

f

6

mf

 

 

 

 

 

 

 

f

     

Vc. 2

    

                    6

 

Vc. 3

Vc. 4

       fp

Vc. 5

Cb. 1

Cb. 2

Cb. 3

        

 

 

 

 

 

3      

    

3

p

  

   

mf 6

6

6

p

       fp

3

 

 

 

 

      6

p

 

f

p

 

  

  

  

 

 

  

  

 

6

6

p

 

 



 

 

 

 

f

 

  f



3

6

(ff)

6

f

6

 6

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

        6

mf

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

6

mf

mf

 

 

 



 

 

 

 

 

mf

 

fmf

 

             

6

 

 

 

     

  

p

  

mf

 

mf



 

  

p

fmf

p



 

f

Vc. 1

6

  

mf

mf

 

6

 

 

p

 

6

 

 

3

6

 

 

6

  

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

3

6

f

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

    

     p

p

Vla. 5

f

 

6

6

6

6

      6               

f

 

mf

mf

mf

 

f

    6

6

6

p

 

 

 

mf

 

IV

mf IV

6

 

 

 

 



























p

 p

 p


DD

  323

Vln. 1

Vln. 2

Vln. 3

Vln. 4

Vln. 5

Vln. 6

Vln. 7

Vln. 8

Vln. 9

    

    

3

3

ffmf

     ff

3

   

   ff

   

3

3

ff

 

 

 

 

    

 

3

    3

 

   

3

Vla. 3

Vla. 4

3

mf 3



Vc. 1

Vc. 2

Vc. 3

       

ff

Vc. 5

   ff

Cb. 1

  

3

ff

3



 



mf

 

         

ff

 

   3

          ff

      ff

ff

  

    ff

      ff

  

  

      (ff)

3

      mf

      mf

6

  

3

ff

  

3

ff

 

      (ff)

      (ff)

     3      3

     

3

3

 ff



ff

     3

     3

 

 

  

  

mf

 

         3

 

 

 

 

 

 

3

3

  

 

6

3

 

 



      

3

f

3

 

  

 

f

  p

  p

f

 

 

 

  

f

 f

3

     

 

 

 

    

  

 

f

f

3

3

f

 

6

      

       

   

 

 



 

     

 

  



 

 

         

      

 

 

   

  

 

   

3

(ff)

    

  

       

         

             

 

3 ff

 

  

   

 

 

      

    

  

3

3 ff

 

  





 

        

3

 

 

3

mf

  

     

 

3

3

 

mf

 

           

    

3

 

 

3

ff

mf

mf

 

 

 

 



 (ff)

 

3

mf

3

 

   

 

  

     

  

f

ff

   

 

3



ff

3

     

      (ff)

     

 

 

     

f

3

3

3

II

        ff

                           6

ff

Cb. 3

3

    

ff

   ff     

6

     

6

3

3

 

ff

Cb. 2

3

    

3                          

ff

  

  

     

  

3  6            

 3

     

3

ff

Vc. 4

ffmf

3

3 ff

 

 

      

mf Vla. 5

 

mf

     

mf

mf

  

 

ff

3

mf

     

3

6            

mf

3

3

 

       3 3               

ff

        

3

Vla. 2

   

3

ff

ff

Vla. 1

3

 

 

         ff

ff

Vln. 10

63

 


64

    

  

328

Vln. 1

  

ff

f

Vln. 2

Vln. 3

        f

Vln. 4

Vln. 6

Vln. 7

Vln. 8

Vln. 9

Vln. 10

Vla. 1

mf

        f

Vln. 5

(mf)

6

        

ff

  

mf

        

   

 

 

 

 

 

Vla. 4

ff

6

ff

6

6

6

      

   

 

 

 

 

 

  

 

 

 

 

 

 

 

 

 

 

      

 

 

 

 



6

 

(mf)

 

 

 

 

 

 

3

(ff)

Vc. 3

 

  

 

mf

Vc. 4

Cb. 1

Cb. 2

 

  

 

 

  

 

mf

Vc. 5

mf

   

mf

ff

            

 

  

   

 

 

   

 

 

 

   



 



 

 

 

mf

Cb. 3

 

   

 

ff

  ff

 

 

   

 

   3

3

 

A§

 

A§

3

     

ffmf

  

3

    

3

  

3

 

ff



 



   

 

   

 

       

II

 

 

 

      

 

 

3



         ff

 

ff

      I        ff 

 

3



   

3



     

                     

  

II

II

ff

mf

Vc. 2

3

   

 

II

ff

   

      ff

II

   

      ff

3

ff

3

3

ff

  

2+2+3

II

3

(ff)

   

 

 

3

ff

ff

mf

6

A§

    

6

3

    

mf

 

      

6

A§

     

6

 

6

6

6

mf

Vc. 1

6

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

mf

Vla. 5

6

   6 6                                         6

Vla. 3

3

mf

 

f

ff

        

 

f

6

mf

  

6

      

3

   

3

A§

3

                  mf

6

Vla. 2

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

(f)

ff

    

   ff

(f)

6

3

3

  

         

mf

(mf)

6

3

  

f

6

A§

ffmf

     

II

ff

 

         ff

 

 

 

 

 

 

 

 

 

 

 

   

 

 



 

 



 

   

   

    

  ff

   

 

 

  

 

 



 

  ff

   

 

 

 

 

  ff

   

 

 

 

 



ff

ff

    

   


   332

Vln. 1

 I  



I Vln. 2

  



I Vln. 3

Vln. 4

Vln. 5

Vln. 6

Vln. 7

Vln. 8

Vln. 9

Vln. 10

Vla. 1

Vla. 2

  

 

 

   

               ffmf

    

   3



Vla. 4

  

  

f

 3

f III

 3

f III

Vla. 5

Vc. 1

Vc. 2

Vc. 3

   

Cb. 1

Cb. 2

Cb. 3

f

 

    

6

          

3

        

6

3

 f

 f

   



    

 

f

f

    3

    3

ff

 

 

 

 

ff

 ff

p

 

ff

 

 

 

 

 

 

 

6

 

ff

  

3

   

3

6

             6

6

6

   

3

ff

3

 A§       A§     

  

II

  

II

 

    

              

 

 

 

 

     

 

 

 

 

 

          ff

    

  

    II

         

ff

3

ffmf

   

 

3

   

 

II

 

 3

  



3

 

3

 

   3

 

  



3

 

  

  

  

 

 

 

 

 

  

ff

   

ff

  

  

 

         ff

 

      

    ff

     

 

 

 

ff

ffmf

II

  

  

 

 

    

   

       

II

    ff    

 

 

   

   

  

        

f

 

 

  

3

3

   

   

ff

 

 

    

f

  

3

3

   

    

        

         ff



ff

      I        ff 

    ff



      

          ff

f

3

ff

ff

3

3

  

ff

        

 

  

 

     

3

3

   

  

     

         3   ff               

3

ff

ff

  

II

ff

 

3

    

     

A§

3

  

 

      

3

 

mf

mf

2+2+3

       ff

    

mf

mf

6

  

ff

 

   

A§

     

    

f

    

ff

  

 

   

     

         

A§

  

 

    

ff

3

    

3

 

          

ff

  

 

 

  

 

3

 6                           p

p

 

 

           6

ff

65

             

    

p

ff

 

 

             3

f

        

        ffmf

Vc. 5

 3

  

ffmf

Vc. 4

 

 

         

f

   3

     

   

    

ff

  

 

     

   

EE

ff

   

III

Vla. 3

     

A§

     

  

   

  

    

  

    

  

     

      

           


66

  

  

  

337

Vln. 1

Vln. 2

Vln. 3

Vln. 4

Vln. 5

Vln. 6

 

     

Vln. 7

  

Vln. 8

  

Vln. 9

Vln. 10

Vla. 1

Vla. 2

    

Vc. 1

Vc. 2

Vc. 3

  

Cb. 3

ff

 

ff

      ff         III

       

    

ffmf

  

 

  

 

  

  

   

 3

3

f

 3



 3



3

  

3

f



  

3

f

ff



   

 

 

 

 

 

 

 

 

 

          



  

6

p

6

p

6

ff

p



          

 

 

 

 

 

 

 

 

 

  

   

6

ff

p

  

         

  

    

  

    

  

3

3

 

 

 

 

          

 

           

           

 

 

3

p

 

p

3

          

f

3

    







  

f

f

   



    

 

f

f

 

 

     

 

ff

ff

                 

 

   

 

 

     

 

f

  

 

f

  

 

  



3

3

   

3

 

f

      

3

3

6

 

 

 

6

p

6

 

p

 

 

6                              6 6    p ff                       p   ff

 

                   

 

 

 

  

 

  

 



  

    

 



  

   

 

  

6

6

6

p

p

p

 

           p 3

p

(mf)

 

3

p

(mf)

6

 

(mf)

3

6

                

 

 

 

              

 

 

6

 

p

p

 

3         

6

3

6

 

f

f

p

 

         

3

 

 

3         

(mf)

             

                 

p

(mf)

3

f

 

(mf)

          

f



(mf)

          

ff

         

f





   

 

  

ffmf

Cb. 2

     

 



6

Cb. 1

ff

 

ff

6

Vc. 5

     



ffmf

Vc. 4

ff

 I 

ff

III

Vla. 5

 I 



III

Vla. 4

2+3

     

III

Vla. 3

 I 

p

   p

p




67

                     

FF

          341

Vln. 1

6

p

Vln. 2

Vln. 3

   

Vln. 5

Vln. 7

Vln. 8

Vln. 9

Vln. 10

Vla. 1

Vla. 2

Vla. 3

Vla. 4

6

6

Vc. 1

Vc. 2

Vc. 3

Vc. 4

Vc. 5

Cb. 1

Cb. 2

Cb. 3

6

6

3

6

p

6

6

3

3

 

3

3

 

fff



 

fff



        6

fff

                   6

6

p

6

fff

                    6

6

p

6

fff



              6 6

   

3

  3



6

6

 

 

6

 

 

 

 

6

 

6

 

 

6

 

 

 

 

6

6

 

6

 

    

6

   

 

 

6

 

   

3

3

3

      3

3

3

 

   





  3

  3

 

f

 



 

 

  

  

 



  

 







   



 

3

3

 

 

B§

3

 

 

  



  





  



 







  fff



  fff

 

fff

    

  

 

f

f

 

3

                          

 

 

 

 

 

 

 

f

f

mf

 

f

                    3

                              

 

f

 

fff

  fff

3

f

                             

fff

fff

3

3

fff

fff

3

   

              3

3

              

fff

                

  

3

3

fff

                  

  

3

fff

 

                     

  

fff

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

 

3

fff

   

3

      fff

 

  

fff

6

 

 

fff

                          

6

Vla. 5

fff

 

                                            

p

Vln. 6

6

                       

6

p

p

Vln. 4

6

               

p



    



mf

p

    



p

mf

f

3



mf

f

p

        3   

mf

3

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

mf

 

II, III

 

 

 

 

 

 

 

 

 

 

 

 

   

 

 

 

 

 

 

 

 

 

 

 

 

 

mf

  p

II

 

 

 

mf II, III



p


 

346

Vln. 1

Vln. 2

Vln. 3

Vln. 4

3 "f" con sord. al fine*

 

GG Black q = 52

con sord. al fine*       

molto rall.

68

"f"

   3

        

3

3

    3

3

3

3

     3

     3

3

3

3

 



con sord. al fine*

"p"











con sord. al fine*

      

"mf"

"f"

      3

 3

"mf"

  

 

Vln. 5

Vln. 6













Vln. 7













Vln. 8











 



 

Vln. 9

Vla. 1

Vla. 2



   

 

   

   

p

p

p

Vla. 4

          p

          p 3

3

   p

II, III

3

3

    

II, III

 p

 

 

 



 

 

 

 



 

   

 

   

           p

 

 

 



Cb. 3



 

Vc. 4

Cb. 2

 



 

Cb. 1

mf

   

 



 

Vc. 3

Vc. 5



   

  p

mf



Vc. 2



Vc. 1

 

Vla. 3

Vla. 5

 

        p

Vln. 10



 

 

 

          

           p 

3

 

p

 

          

  p





p

*All dynamics in Vlns 1, 2, 3 and 4 indicate effort exerted, rather than sound produced. Vlns 1, 2, 3 and 4 have the main melody, but should be barely audible above the rest of the ensemble.

mf

"mf:

    3

"f"

3

     II 3 "ff"



3

3

3 "ff"

"p"



3

 

"p"


    

69

 

352

Vln. 1

Vln. 2

Vln. 3

3

                               3 3 3 3 3 3

"f"

                          3

3

"mf"

  

 

"p"

Vln. 4

Vln. 5

Vln. 6

Vln. 7

Vln. 8

Vln. 9

Vln. 10



"p"

"p"

"ff"

"ff"

          

3 "f"

3

"p"

  

3 "ff"

   

"p"

"ff"

3

3

"p"

3

3

        "ff" "p"

"ff"

"p"

    "ff"





"p"

3

3

      

"ff"



"p"

"ff" 3

     "ff"



 

"p"

  

    "ff" "p"

   "ff"

"ff"

  

"f"

3

3

            

"mf"

3 "mf"

"ff"

3

          3

3

    

 

3

3

3

      3















mf

















Vla. 2

Vla. 3

Vla. 4

Vla. 5

 



Vc. 2

Vc. 3

mf





mf

Vc. 4

Vc. 5

Cb. 1

Cb. 2

Cb. 3

 

 

mf



mf







 

  





3

mf

Vc. 1

"f"

 



Vla. 1

"mf"

mf

mf



3



3

             "p" "ff" "ff"



       "p" "ff" "p"

"ff"

3

"p"

      

"p"

3

3


70

    357

Vln. 1

"p"

Vln. 2

  

"p"

Vln. 3

Vln. 4

 

  

HH 3

   "ff" 3

   "ff"

 "p" (II)

"p"

 

"ff" 3

 

"ff"



"p"

"p"

 

 

    

 

3

"ff"

"p"



3

3

"ff"

"p"

     "ff"

 

    

    

3

3

"p"

3

"ff"

"p"

    

"ff"

"p"

3

     "p" "ff"

 

"mf"

"f"

              

     3

3

"mf"

3

3

   "mf"

     "p"



     "p"

"p"

     3 "f"

"p"

"ff"

3

"ff"

3

     "ff"



     "ff" "p"



"p"

3

3

3

"ff"

"p"

     "p"

     "p" "ff"



    









"ff"

3

3

"ff"

"p"









Vln. 6

 









Vln. 7

 

 

 

 

mf

 





mf













 







 



 









 

Vln. 10

Vla. 1

Vla. 2

Vla. 3

Vla. 4

Vla. 5

Vc. 1

   

 

mf

 

 

 



  

 

mf

mf













mf

mf

mf



Vc. 2

 







 



Vc. 3

 







mf









Vc. 4

Vc. 5

Cb. 1

Cb. 2

Cb. 3

  

 



 

 



 

 

 

3

    

Vln. 9

3

 mf









mf

mf

3

"f"

      

Vln. 5

Vln. 8

      

(II)

3 "f"

"mf"



3

"mf"

"mf"


  362

Vln. 1

Vln. 2

 3

    3 "f"

 

3

3

3

 

3

    

"ff"

    3 "f"

      

"mf"

3 "f"

"mf" 3

"ff"

Vln. 4

          "f"

Vln. 3

 

3



 





 

"p"



"p"



"ff"

"p"

          3

"f"

3

      3

"ff" 3

3

 

3 "mf"



"p"

"mf"

 

  "ff"

3

3

"f"

3

"mf"

           

3 "f"

3



 

     



  "ff"

"ff"

"p"

"mf"

3

"ff" 3

   

"ff"

  

  "ff"

 

 

"p"

"ff" 3

"p"

 

"p"

    "ff" "p"

 

 

    "ff" "p"

        

"p"

3

3

3

"ff"

3

  

"ff"

"p"

3

"ff"

"ff"

"p"















Vln. 7

 







Vln. 8

 







Vln. 9

 

 

 



 

 



 



 







 







 

Vln. 6

Vln. 10

Vla. 1

Vla. 2

 

Vla. 3

 

Vla. 4

Vla. 5

Vc. 2

Vc. 3

Vc. 4

Vc. 5

Cb. 1

Cb. 2

Cb. 3

mf

mf

 











  









 







 





 





 





  



mf

Vc. 1

mf

 



mf

















 



mf

 







  





 





"p"

3



Vln. 5

3

3

"ff"



"p"

3

    "p"

    

"mf" 3



"p"

3

           3 "f"

"mf"

71

 

"p"


72

  366

Vln. 1

 



"p"

Vln. 2





"p"

Vln. 3

3

 

 

"ff"

         3

Vln. 4

3

 

3

  "ff"



3

  "ff"

 

3

 



3

"f"

3

3

"ff"

"mf"

  "ff" 3

"ff"

3

3



"p"

 

"ff"

"p"

        

                       "f"

3

 

3

"p"

 

3

 

"p"

"ff"

 "mf"

  

"mf"

"f"

3

 

"p"

 "p"

3 "f"

3

3

"mf"

3

 

"p"

"p"















 

 







Vln. 9

Vln. 10



Vln. 6

Vln. 7

Vln. 8

Vla. 1

Vla. 2

  





  

Vla. 3



Vla. 4

Vla. 5

 



Vc. 1

Vc. 2

Vc. 3

Vc. 4

Vc. 5

 



 

   

"ff"

3

  "ff" 3

  

"ff"

 

"p"

"p"

 

 

 





"p"

3

  "ff" 3

   

 

 mf











 





 



mf



 











mf









mf

 









mf







 



 

























Cb. 2





 





mf

"p"

mf









"p"

mf



"ff"



Cb. 1

Cb. 3

3

  

"ff" "p"



Vln. 5

3

    

"mf"

                

      "p" "ff"

3

    "ff" "p"


73

II

3              "ff" "p"

370

Vln. 1

Vln. 2

3

  

"ff"

Vln. 3

Vln. 4

Vln. 5

     

3



  "ff" 3

"p"

  

"ff"

3

   "ff" 3

  

"ff"



"p"

"p"

 

 

3

 

"p"

"ff"

 

3

 

"f"

 

"ff"



     "p" "ff"

 

3

 

"ff"

"p"

3

 "mf"

"p"

3

     

3



 

3

"mf"

        "f"

 3

3

 

3

   

           

   

3 "f"

"mf"

"mf"

"ff"



 











































 



 

Vla. 2







Vla. 3







Vla. 4

 





Vla. 5

 





 

 





  3



    



 

pp

f

pp







 







 











 







Cb. 2

 





  3 f

pp

Cb. 1

Cb. 3

 



Vc. 5

  

Vln. 10

3



Vc. 4

"p"

Vln. 9

 

"ff"

Vc. 3

3



Vln. 8

"ff"

Vc. 2

3

 

Vln. 7



3

Vc. 1

3 "ff"

3

"p"

Vln. 6

Vla. 1

3

  "ff"

 

"mf"

    

3



  "ff"

"f"

     

3



        

 





      3 f

pp

pp











 










74

  

II



374

Vln. 1

"mf"

 

3

II

Vln. 2



 

"mf"

 

3

 

3

      3

"f"

 

3

       "f"

   

3

"mf"

3



3 "mf"

  

3

 

3

 

I, II II

Vln. 3

      

 

3

"f"

"mf"

 

3





 3

Vln. 4





 



 



Vln. 7

Vln. 8

Vln. 9

Vla. 4

"mf"

   

Vc. 2

Vc. 3

Vc. 4

Vc. 5

Cb. 1

Cb. 2

Cb. 3

3 "mf"

 

      3 

"fff"

3

"fff"





















 



 

 





 



 

 



pp

 

 

 

 

 

 

 

pp

 

 

 

 

 

 

 

pp

  





 





pp

  

        

3 f





3

  3 f

pp

f

  pp

 









 





 





pp





 





   



 

"fff"

3       3 

     



pp

3

     3

"fff"



 



3

3 "f"

 



f

Vc. 1

3

3

Vla. 5

3

           



Vla. 3

 

 

Vln. 6

Vla. 2



Vla. 1

 

 

Vln. 5

Vln. 10



 

3

 

I, II II

    

 







mf


75 I, II

  378

Vln. 1

 3

"mf" I, II

Vln. 2

        

3

3 "mf"

"mf"

 3

Vln. 5

Vln. 6

Vln. 7

Vln. 8

Vln. 9

Vln. 10

Vla. 1

 

3

  

3

3

     "f"

  

"mf"

"f"



"mf"

"mf"

"f"

3

3

  





  

 

 

 

 

Vla. 4

   

 

 

 

  

Vla. 5

   

 

 

 

 



Cb. 2

Cb. 3

    

 

        

 

 

 

3

3 "f"

 

 



 

 



 

3

3

 



 

    

  

Cb. 1

 

3 "f"

3

   

Vc. 5

3

3

     

"f"

 

  3

 

3

    

Vla. 3

3

 

  

Vc. 4



 

 

 

Vc. 3

"mf"

   

 

3

 

Vc. 2

3



3

3

Vla. 2

Vc. 1

3

"mf"

 

3 "f"

    

3

           

    

3

          

3

"f"

 

3

"mf"

3

  

3

    



3 "mf"

3

   

    

  

"f"

I, II

Vln. 4

"f"

I, II

Vln. 3

3

3 3             

3


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