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Bennett REFLECTIONS ON A SCOTTISH FOLK SONG

Page 1

Richard Rodney Bennett REFLECTIONS ON A SCOTTISH FOLK SONG (2004) for cello and string orchestra

Full score

NOVELLO


Reflections on a Scottish Folk Song In memory of Her Majesty Queen Elizabeth the Queen Mother. Commissioned on behalf of His Royal Highness the Prince of Wales by the Peter Moores Foundation. This work was first performed by Paul Watkins (cello) and the Philharmonia Orchestra conducted by David Parry at the Queen Elizabeth Hall, London, on March 9, 2006.

This work is based on the folk song Ca the yowes Andante lento – Arioso –Vivo Interlude: Dolce semplice – Con brio – Alla sarabanda (played without a break)

Instrumentation Solo Cello String Orchestra (minimum 14.12.10.8.6)

Duration: circa 27 minutes


REFLECTIONS ON A SCOTTISH FOLK SONG Richard Rodney Bennett

Andante lento (q = 66)

            Violoncello            p dolce espr.     Violin I    Violin II

  sul tasto

    Viola



   

pp



sul tasto

  Double Bass



  





 

 

 

 

poco cresc.

       

div.



 

div. pp sul tasto

  Violoncello



                        p poco cresc.       

II

 

pp

  

  

 

 

 

 poco cresc.



 





 



  

poco cresc.

  











 8

Vc. solo

  

                                 0

mf

 Vln. I 

 

Vln. II

 

 





 

 





 

 

© Copyright 2005 Novello & Company Limited





 

 

 

p sul tasto

p

pp



  p

  

p dolce espress. sul tasto

p dolce espress.

pp



    

3

p sonore

      

 

pp

 

   

 

poco dim.



 

 

 

mp Db.



poco dim.

  

   

 

mp

Vc.

poco dim.

  



pp

sul tasto



 

mp

Vla.

p

poco dim.

 pizz.        

half only

p pizz.

    p


2 16

Vc. solo



3

        Vln. I   Vln. II



 

 

  

  

Vla.

 

   



  

  

(half only)

 

 







poco cresc.

 

 

  

 

mf

  

      

poco dim.

mf

poco cresc.

poco cresc.

Vc.

Db.

3

      

                    3 3 3 poco f mp mf                         poco cresc. poco dim. mf                              mf poco dim. poco cresc.               poco dim. mf poco cresc.                 

          

poco dim.

     poco dim.

    

 



mf

tutti arco        

mf



mf dim.

 3

24

 

Vc. solo

  Vln. I  

 

 



 

mp

3

3

          

               

mp

  

II

  



 

mp

   (div.)

Vc.

  

 

 

  

 





    

  

      

   

     

  

   

  

    

 

      

  

div.

p div.

p

p

  



 

   



(div.)

 



mp

mp

 

             

p

mp

Vla.

Db.

               arco

mp

  

Vln. II

   



pizz.

p

p

   p




31 Vc. solo





 

     Vln. I      (div.)

   

     

 

poco rit.

mp

dim.

p

    



 

 

   

 

   

p

         (div.)

Vln. II

 

p

      

  

 



p

      

  

 

 Db.   



p

morendo

 

   



   

 

     

 

     

morendo

p

morendo

         

  

   

 

morendo

p div. arco

     

 

 

flautando

p

    II

(div.)

Vc.

         p         p



morendo

div. arco

flautando

(div.)

Vla.

             

unis. pizz.

3

p

morendo

Arioso (e = 132) 37 [3+2]

  [3+4]     Vc.        solo pp                                         nat.      solo   mp espr. mf     nat.                                        Vln. I      gli altri (div.)

Vln. II

mp espr. nat.

III      p legatiss. nat.   II    

mf



 





p legatiss.





 



p legatiss.

  Vla.

Vc.

Db.



  



  



 











  



mp

mp

nat.

III   

 

 

 

  

   

IV

mp nat.









     

mp pizz.

    





mp


4

43

Vc. solo



espr.                                        3

mp

   

(solo)

 

Vln. I

 

   

mp

   

  mp

 







  





 

 

 

p

   



mp

  

poco cresc.



p

   

   

   

    



  



   

  



     



   

  

     











     









     



 

  

 



  

 





  





p



mp

p



  

Vln. II

  

mp

 



 

mp

Vla.

arco

    

mp









nat.

p

(div.)

Db.



p

mp

Vc.





p

    



p

 

 

pizz.

   p 

arco

  p

unis.



p


5

     3                                 mf cresc.

          

49 Vc. solo

f

sf

   Vln. I

   

III

6

 

 





   

         

f appass.

tutti (div.)

     

 



mp

     II

 

 

     

  



    f appass.



mp

    



III

f appass.

Vln. II

    

mp

 

  

 



        f appass.

      IV

 



mp

 

     

 

      

      f appass.

Vla.

       IV

 



mp

    

f appass.



mp

    

  

 

 

   

 

  

 

  



 



 



  

f appass.

Vc.

    mp

Db.

      mp

 

  

 

sf

sf


6

poco sost. colla parte a tempo

              

55 Vc. solo

3

ff

 IV    





sf

   



pizz.



 

 









  

3

3

    

         



    

    

3

3

3

3

        

mf

colla parte

   

mf 3

Vln. I IV

 

dim.

    

colla parte

 

 3



3

3

          

mf

colla parte

3



3





3

        3

Vln. II

 

  







colla parte





pizz.

    



mf

   



    

 



 

 







 

  





 





 





colla parte Vla.

  





   



 





colla parte

  

 



colla parte Vc.

Db.

   





  

colla parte





sf mf

colla parte

sf mf




7

             

60 Vc. solo

f 3 unis. (arco)

    Vln. I   3



unis. (arco)

    

Vln. II

     Vla.

3

3

3

       sf            

   

                          3  3



      sf     



   

 

  

  

 (div.)

          

Vla.

Vc.

Db.

 



 



     

mf 3 pizz.

div.

Vln. II



mf











  





  



     



mf

mf

 

   

    mf

mf 3 pizz.

mf

div.

Vln. I

            

  

f

                         3   3 3

mf

mf

3

mf

   

mf

   

sf

 

 

64 Vc. solo

mf

     sf

    

sf

Vc.

Db.

    

III

sf

  

3

3

sf



   

    

3

 

       3

3



 

 

3

 

 



3

     3

3



    

 

  3    

3

 

 

 

 





 

 mf

  

 


8 67

 

Vc. solo

  f

    

  

3

Vln. I

    



  3

Vln. II

   (div.)

 

Vla.



   

3

3

Db.

 

Vc. solo

 

[3+4]

 

Vc.

Db.

    

    



    

3 3

3

3

f

    

  

3

  unis.            f

3

3

  

ff unis.

mf

f



mf

3

    

poco allarg.

             3

3

3

  

 

colla parte

  

 

colla parte

    

 

colla parte

ffp unis.

ffp

ffp

                 f 3 ffp          sf  ffp         sf



 

mf

f

   

mf

f

 

f

 

       3                         f  3 mf                         

               

       

      

 

 

     

f

    



mf



f

    

f

     

3

 3 3           

 

  

3

3

mf



(div.)

arco

 

3

3

ff

     

 3        

     



 (div.) Vln. I  

Vla.

 arco    

 

3

Vln. II

3

3

  



   

mf

3

3

 

      

   

 

     

70

3

3

3

3

3

  

  Vc.

3

                            

ffp

 colla parte

 

colla parte

 colla parte

  3


9

poco rilassando

73

arco

molto espr.



             

 

                            pizz.



Vc. solo



f

     Vln. I    ff

Vln. II

       ff

Vla.

       ff

       ff

Vc.

      ff

      Db.  ff

 pizz.    

 

poco dim.

        arco                              f pizz.



 

    

 

Vc. solo

  

mf

mf

mp



          3

3

     pizz.







Vc. solo

arco                   

mf

arco

 3

3

   

3

     




10 74 Tempo I (e = 132)

 

Vc. solo



p

   Vln. I   

pp

          

Vla.

 

pp

legatiss. espress.







 

 

   

  

 

   



   



  

  

poco cresc.

  

 

  

   

poco cresc.

 

II

 

    

III

legatiss. espress.

    

 



pp div.

 

 

 

legatiss. espress.

div.

      

mp

 3      

div.

Vln. II

                                     

  

 

    poco cresc.

  

 



pp legatiss. espress.

 

poco cresc.

Vc.

(div.)

 





Db.

  

 

 

      

       

80 Vc. solo

    

 

mf (div.)    Vln. I     

 

 

  

unis.





 

   

Vla.

   

   

IV



 

 mp



mp

  mp



   

  



   



   



 

  

  

 



 

  

p cant., espr.



 

  

 

 

 

 

   

       cresc. poco a poco

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

cresc. poco a poco

p

cresc. poco a poco

                                          cresc. poco a poco

p

   

cresc. poco a poco

p cant., espr.

 p

mp Db.

      

mp

mp

Vc.

 p

dim.

mp

Vln. II





       p

 p

pizz.

  

cresc. poco a poco

       cresc. poco a poco



cresc. poco a poco


86

 Vln. I 

    3

(cresc.)

 

 

mf

          

      

(cresc.) Vln. II

              

3

                        

 

      

  

 

    



mf

                                        

    

   

 



mf

(cresc.)

Vc.

    

   

 

   

    

90

 

 f

 f

     

 

                  3 3

3

f

        

ff

     

3              3

      

 

ff

f

           f ff                         

ff

f

   f

   

     Db.   f

pizz.

    

ff

ff

           

non legato               3





f

                             f 3 non legato                         3

f

3

       

3

       

non legato             

ff

f

non legato

non legato               



 

         

       non  legato          3         f    legato     non           3       

                   3

       

    

   

mf

Vln. II

Vc.

mf arco

 

mf

 



(cresc.)

Vla.

        

               

(cresc.)

(cresc.)

Vln. I

   

 

mf

(cresc.)

Db.

  

mf

                           

Vla.

11

   3      ff

      ff      ff       ff      ff

    

f

ff

f

ff

f

ff

 

arco


12

Vc. solo

 Vln. I 



    

      

     

        mf

poco dim.



 mf

             poco dim.

   poco dim.

   poco dim.

colla parte

     

 

    

 

  

 

colla parte

mf

  colla parte

mf

  

 

   

 

  

colla parte

mf

 

  

               poco dim.

 

   

colla parte

mf

poco dim.

 

colla parte

               

  Db. 

 

 

  

 mf

            

 

poco dim.

  

colla parte

        poco dim.

Vc.

ff

Vln. II

3

sf

poco dim.

Vla.

                    

poco liberamente

95

 colla parte

mf







  



Vc. solo

                     mf

arco

pizz.

         f

mf

       dim.

  

 poco sost.

          pizz.





Vc. solo

mp

arco

(IV)

         mf

 

    

dim. poco a poco

          

rit.

  (attacca) pp


13

Vivo (e. = 132)

101

  (e = e..)              

Vc. solo

   

  

p



p

  

mp

 

   

mp

mp



 

    



     





     

pp



    

pp



p



    

 

p

 

      

pp

      p

 

 



p

  

          p   pizz.          

(div.)

                   

 

       2

mp

p

(div.)

   Db.

(div.) II III

   Vc.



   Vla.

legatiss.

p

  

Vln. II

p

p distinto

  Vln. I  

stacc. sempre

    

pp



    

 pp

   

p

  

 110

Vc. solo

 Vln. I  

Vln. II

             

(div.)

 

  p

 

       

 

        2

 

Vc.



      p (pizz.)       

mp

   

mf

  

         

 



     



mf

mf



p

 

    

 

p



    

mf

p





 

    

 

      

 

 

 

p

 

    

p

       

 

      

    

mf

mf

p

mf

mf

p

               



p

Vla.

Db.


14 119

      

Vc. solo

    

       

p

  Vln. I  

  

p deciso

  

Vln. II

p 1st half only

Db.

   p

   Vc.

  

  

  

  

  

 

 

        mf

1st half only

  

Vla.

                  

 









 mf



   













 mf

  

     

p

       

   

(pizz.)

      

p

mf

  

 

mf

 126

Vc. solo

                      

mp

   Vln. I    

 

   

poco dim.

         



deciso 1st half only

 





p meno marc.

  

 

 



tutti div.

 

Vln. II





poco dim.

 





      poco dim.

Vc.

     

   

 

  

(mp)

dim.



  

(mp)

poco dim.

Vla.



       



p

 



  



p

mp

mp

 

    

(mp)

poco dim. Db.

p

dim.

     

 





  

   

       

p

 

p


15

            

134 Vc. solo

 



 Vln. I 















  poco cresc.















poco cresc.





 



Vc.

Db.







    poco cresc. 

  



          

mf

mp

  

 



   



 

Vln. II

 





   

 

 



Vla.

   Vc.

 



   

 



 



















      

    



     

  



     p     



  

 

            





    



pizz.



arco

 

p



p

       p              p                  p              

(dolce portamento)

            

    

 p       

        

espr.

p





p

 





   

  Vln. I 





mf

                       

141

Vc. solo

Db.

 

mf          

poco cresc.

 

 



mf

poco cresc.







mf

Vla.

mf

      

mf

poco cresc.

Vln. II

 

mf

poco cresc.

         

f

mf (1st half)

     

  


16

  

 

    

 

148 Vc. solo

Vln. I

                  (div.)

Vln. II

stacc.

Db.



div.

     

  poco cresc.

  

     

      

   III           

 

    

    

     

mp

mp

  



  

p

Vc.

      

    

unis.

Vla.

  

          

 



mp

p

     

 

p

 

     

  

      



poco cresc.

 poco cresc. (pizz.)

      

p

     

 



p poco cresc.

 155

Vc. solo



mf

 Vln. I 

  

Vln. II

    

  

                   

dim.

         

tutti pizz.

mp

Vc.

Db.

   

    

  

 

   

        

            mp

 

   

     

            mp

 

   

    

 

   

  

   

                

 

mp

 

mp  pizz.    unis.                   mp  pizz.                        mp pizz.

Vla.

  

                           

pizz.

   

pizz. mp


17 161

               p                 arco             Vln. I        

Vc. solo

p

Vln. II

Vla.

 

poco cresc.

arco                                      p poco cresc. arco div.                                  p poco cresc. arco                              p poco cresc. arco                               p

 

               mf               mf

   

Vc.

p

      Db.        p



















                                      poco cresc.  mf                        

 

    



  

mf div.

arco

mp

mf

mf

poco cresc.

   unis.       



   

mf

              Vc.            solo  mf  cresc.  2 pizz.  2                                  Vln. I                    mp cresc. f mf 2 2  2  2 pizz. 2 2                                                mf mp cresc. f Vln. II 2 2 2  pizz. 2                                           mf f mp cresc. 2 2  pizz. 2 2                                            f mf mp cresc. 2 2 Vla. 2 2  pizz. 2                                       169

  

  

mp

         mp

f

cresc.



 cresc.

      

Vc.

   

mf 2

mp

      Db.    mp



 

mf

2

pizz.                    f

mf 2 pizz.

2

2

2

     

2

                 2 f mf 2  arco            f

2

        

pizz.

mf

2

  


18

        

      

175 Vc. solo

                    

 

    

  

 

    

  

            ff

f

  

   Vln. I    f

Vln. II

 

 

 

 

unis.       

unis.      

     

 

 

 

 

  unis.    

Vc.

f

Db.

  

 

  

 

 



  

 

 



  sf

 

      

              

f

 

sf

f

Vla.

  

  

  

sf

      

  

       

f

         

181 Vc. solo

Vla.

   

   

Db.

 

  

   

mf

  

mf

   

  

mf

   



 

 

       

  

mf

 

mf

 

 div. arco

  

p arco

        p arco         p

 

  



  

cresc.

   

                      



f

mf

Vc.

  

div. arco

   Vln. I    Vln. II

 

             

    mf

div. arco

 

 

  

      

 

 



 

 



    mp

  




19 187

Vc. solo



     

 

     

   

ff appass.

   Vln. I       (div.)

 

    

unis. pizz.

     

        

  

    

           

     

    

       

f

mf

f

sulla corda 2 2 2 2   2                                                                 mf f     (div.)                                                        (div.)

Vln. II

Vla.

f

  Vc.

div.

mf





 

 

   

2

 



2

 

        

 

       

2

  

mf

2

        

 

 

 

 

 

 

mf

f

 

   

mf

f

f

Db.

 

 

                                     mp stacc.

193 Vc. solo

mf

   Vln. I  

  

2

2

mp Vln. II

   

   2  2

     unis. pizz. mp

Vc.

 unis.pizz.    mp

Db.

  

2

2

    

2

pp

                pp

   

  

 

              

     

  

 

div. arco

p

div. arco

  

2

p

2

unis. pizz.

mp

Vla.

                            poco dim. div. arco 2 2                              

2

  

2

2

2

2

    2

     2

2

p

2

pp

           

 

 

 

p


20

 

 

2

2

2

Grazioso e = 132

 

L.H. pizz. (e. = e) 2

     II III 2          Vc.             solo          2   p 2 2      unis.      (div.)                          Vln. I              p  dolce espress.                               199

Vln. II

     Vla.

 





       

  

206

  Vln. I  

 

 

 

  

mf



   

Db.

 

 

 

      



  

   

 

  

  

      

  

 

 

  



  

p cresc.

 

 

 

p

        dim. 

f dolce



   

cresc.

dim.

dim.

   

              f dolce

f dolce



f dolce

  

 

    

dim.





f

mp

 

                   

    

p

                    p cresc.

p cresc.

mf

  

      

f dolce

mp

dolce espress. pizz.

p cresc.

p cresc.

mf



             

mf

mf

  Vc.

 

mf

Vla.



  



               dolce espress.              

                       



(div.)

Vln. II

  

arco



   

           dolce espress.          

p

  







p

dolce espress.

div.

Vc.

Db.





p

    

dolce espress.

p

        p          

      

2

dim.

 

   

dim.


                             espr.

217



Vc. solo

pochiss. sost.  a tempo

3

arco 3

mf

3

       Vln. I  

3

 

3

3

          

  

Vln. II

        

  

(div.)

Vla.



    

    

3

3

2nd half only

   

      p      

 II   

  

 

 



p

  

 

 





 

p



  pizz.    



 

 

  

sim.

 

 

  

p

Vc.



Db.

3

3

p (div.)

   

21









  arco   

p

    3   3      3                3                       3 3

     

226 Vc. solo

mf



(2nd half)

  Vln. I     

Vln. II

 

mp

 

    

 

 



 





     



 

 

   



mp

Db.



cresc.

mf

 



 

 



 

mf

cresc.



 

   

 

 

mf

Vc.



f

mf

cresc.

 

cresc.

p

 

3

cresc.

cresc.

p

 

p

mp



mp

Vla.

3

mp

  

mf


22 234

3                              

Vc. solo

3

  Vln. I  



(2nd half)

3

3

dim. poco a poco

3

3

   



 

Vla.

 

dim.

                

 

     

 



Db.

   







Vc. solo

mp

   

dim.

 



 

                     p

 

 

p

 







 

p

  

 solo  

p

          

arco             solo





p

       

  

 

 

    

p

                    p arco 2 soli div.   (div.)  pizz.                   p

pp

Db.





pp solo

     

Vc.



Come primo (Vivo e. = 132)

solo pizz.

Vla.





          

Vln. II

   



pp (1st half)

Vln. I

 

 

 

      

243

      

p

dim.

Vc.

  

p

  

 

1st half only

dim.

 

 

p

  (div.)     

 

p

dim.

Vln. II

 

(e = e.)

    

  

   

     



p cant.



          

mp

             

  

pizz.

2

2

mp

 

 

 



    

    

                 

arco solo

pizz.

 

mp



     

mp

 


23

                Vln. I  

2 soli div.

      

251 (solo 2)

mf

  

  

(2 soli div.)

  

    

mf arco

        

poco cresc.

Vln. II

 

 

(solo 1)

   

 

poco cresc.

Vla.

(solo 2)



 mf

  

Db.

 

    

       

mf



       mf

    

p









 

    







   

gli altri div.

tutti div.

    

mf

 

 

arco

(solo) Vc.

mf

                            

 

           

   p       

molto

gli altri div.

molto

 2                  Vc.               solo       ff con fuoco                                                                   f sf sim.  Vln. I                                                                      f sim. sf                                                                       sf sim.  Vln. II (div.) f        tutti                                                          f  sf sim.  unis.      (div.)                                   Vla.                    tutti          sim.   f sf (solo)                                                                  f tutti f sf sim. Vc. div.     arco                                                    f    sim. sf                                                Db.             f sim.

259

    

sf


      265                                   Vc.                        solo     2 f ff f    2                                                                         mf mf f sf sim. Vln. I                                                                     mf mf f sim. sf                                                          mf sf mf f sim. Vln. II                                                                mf sim. sf f mf                                      Vla.                                      sim.    mf f sf mf                                                                  24

mf

Vc.

sf

              mf        Db.       mf

mf

sim.

       sf       sf

       sim.

      

      

f

                        mf f

 

        f

sim.

        

272 Vc. solo

2          2 f

    2                                     ff  

 unis.                    mf      (div.)                            mf                              mf  (div.)                               

    (div.)   Vln. I   Vln. II

Vla.

Vc.

 

 

 

 

 

mf

Db.

 


25

Con fuoco

non legato

                                cresc.

279 Vc. solo

ff

      Vln. I     

   

Vln. II

2

 

mf

         2

div.

Vla.

mf

2

     2

2

        



     

Vc.

   Db.  

ff

        

(ten.)

ff

2

2

     2

     2

mf

2 2

mf

unis.

         

                      

2 2

 

 

      

2

ff pizz.

    

   2 2

            

sim.

       

(ten.)

   sim.              sim.            

 



       ff (ten.)           

 

ff

mf

2   unis.     

    

  

ff

 

   

 

                               Vln. I      284

Vln. II

Db.

ff

f

ff

              

                            

                

           f

Vla.

Vc.

f

  

          f

         f

 

              f

                             2

f

                            f 2

                                        f ff                                            f  ff                                         f    ff                            ff

       


26

       291   2  Vln. I  

            2



            



ff

Vln. II

              2

f

ff

           

2

ff

Vla.

Vc.

              ff

   

    

   

       ff

    Db.  

2

ff

     

f

ff

  

   

    

   

        

f

ff

                               2

2

2

2

2

2

2

fff

2

2

2

                            2

2

2

fff

2

2

2

2       unis.                           2 2 2

ff

2

fff

     

2

                           

ff

div.

2

fff

      

  

 

2



                        2 2 2 2   [3+2]

fff

 

f

2

  

ff

f

    

    

       

   

2



     arco

2

fff

298 Vc. solo







    

Largamente appass. (q = 60–66)

 

ff

                             6

poco rubato

3

f

2 2 2          2               Vln. I                    2    2 2

 

2 2 2           2                                2   2 2

 

sff

Vln. II

sff

2

sff

Vc.

sff

     2  2   2                                     2 2 unis.

Vla.

2

sff

 

sff

2 2 2  2                  2                       2 2 sff

 

sff

                                     Db.       2 2 2

2

2

sff

sff

 


27

     

(300) Vc. solo

  

ff

  3

II                        

3

 

3

6

f

 f

ff

              

Vc. solo

3

3

IV sempre                             

ff

dim. poco a poco

Vc. solo

poco rit.

 

  

3

3



           mp

   

           3

  

  

p

leggiero

 Interlude: dolce semplice (q = 56)

         

Vc. solo







 



dim.

 



  

    

  

p espr.

2 soli

Vla.

  

p

2 soli

p

     

p

  

             

Vc.

Db.

  

solo

  p

  

            

             

 

 

 

 

   


28 305

 Vln. I 

Vln. II

 Vla.

(soli)

  

 mp

mp

   

(solo)

        

   

mf

mp

Db.

 

            

 

 

mp

(soli)

   

Vc.

 

 

      

 

 

  

  

dim.

  

mf

    

  



  

     dim.

 

   

mf

dim.

 

mf

dim.

 

dim.

mf

   

   

     

  



 

 

             

311 Vc. solo

mp

p

 Vln. I 

        

con sord.

Vln. II

div.



div.

 

p (solo 1)

 



p

Vla.

(solo 2)

  p

(solo 1)

  p Vc.

(solo 2)  p

 

(solo)

Db.

p

 

  

  

  

 

    

p gli altri, con sord.

   

p gli altri, con sord. p

 

 

 

  

tutti (con sord.)

  

tutti (con sord.)

  

 



poco cresc.

gli altri, con sord.

 

poco cresc.

gli altri, con sord.

 

poco cresc.

p

 

p





poco cresc.

gli altri, con sord.

    

mf

p con sord.

tutti (con sord.)





 



poco cresc.

 

 



    

tutti (con sord.)



poco cresc. tutti (con sord.)

  poco cresc.

 




29 316

 

Vc. solo



  Vln. I  (div.)

 



(div.)

Vln. II

 

  

  

  



  

f

 

 



 

 

 

unis.

 

Vla.

 Vc.



 

 





 

III

 



  





mf Db.



 



    

 

 

unis.

 

 

 

 

 



poco dim.

mf



unis.

 

poco dim.

mf



    

 

poco dim.

mf div.

 

dim. poco a poco

mf



 

poco dim.

  poco dim.



 poco dim.

mf

                  

321

   p

Vc. solo

 Vln. I  

p

      

Vln. II

 

         

 

               

  (II)    

 



  

mp                    

p

       

Vla.



 

Vc.

mp

mp

espr.

    

div.

espr.

mp

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

 

   







 

   





p Db.

div.

espr.

p

  unis.        

    

                

p

      



p


30

pochiss. rit.

327

Vc. solo

a tempo

              



p

    

  

    

 

     

 

     



     

  

   

      Vln. I  

    

 

      

   

(div.)

(div.)

Vln. II

       

Vc.

Db.

 

p

    

(div.)

Vla.

    





p





p

      

  

      

 

 

            IV   div.      II



p

333

 

Vc. solo

 Vln. I 

 

    

   

   

    



pp

poco f

 



 



 

Vla.

   

 

 

    

  

 

    

 

 





 

 







 

 











II 





   

unis.



III

 dim.

poco f Db.

3

dim.

poco f

   

Vc.

 

    

dim.

poco f

   

 

dim.





 dim.

poco f

 

(div.)

   

Vln. II

 


31 338

Vc. solo

 

mp

           Vln. I    (div.)

         3   

              

Vln. II

  

mf

  

mf

        

Vla.

 





Db.

 





p

           

    

       

     

   











sost.

a tempo flessibile 343

              Vc.  solo         p            Vln. I  

p



 



   

p

Vla.

Vc.

   

unis.



 

  

 

 

 



  



 cresc.

 

 

 

  

 

  

 

 

cresc.

 cresc.



  

cresc.

cresc.

cant. espr.



p

dim.

cresc.

  

p

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

IV sempre

 

  

 tempo giusto



 

   p

p

Db.



 

dim.

cant. espr.

p

cant. espr.

 

  

dim.



p

 

mf

mf

Vln. II

dim.

mf

p

dim.

mf

   

III

div. p

Vc.

dim.

mf

p

         

     

                         

 

p

(div.)

            

                       

p

(div.)

pochiss. rit.



  cresc.



 cresc.





 cresc.

 


32 3                                          Vc.         solo 6  f  dim.                     Vln. I  dim. poco a poco f                   

347

f

Vln. II

 

   

  

  Vc.







f

 



f





  

  



dim. poco a poco

dim. poco a poco

f Db.

 

f



dim. poco a poco

 dim. poco a poco

f

Vla.

 

dim. poco a poco

dim. poco a poco

f

dim. poco a poco

 351

Vc. solo

  mf

 Vln. I 

 

     

 

    

sempre dim.

   

    



Vla.

mutes off

 

 

 

 

  (div.)

Vc.

Db.

       

           p

Vln. II

 

poco rit.

 

  p

mutes off

mutes off



 

III

p

  

 

 

 

   p

   

 

p



p

II

 

III

   


33

Vc. solo

Vln. I

 

 

355

pp

 

 

 

Vln. II

  

 

pp

Vla.

     

     pp



 

 

pp

   Db.

  

pp

div.

  

  

pp

            

 

  mutes off 

  mutes off 



p

 

     

  

 

 

  

mp

p ma deciso

arco

pp Vc.

        

Con brio (q = 126)

pizz.

 



     

pizz.

     

 

      pizz.

mp arco



  



  



mp arco

       

  

       

  

mp

p pizz.

      



arco

mp

p

   

363 Vc. solo

Vln. I

Vln. II

Vla.

       

  p

mf



   



   

 

  

       

senza sord. (div.)

   



p

  

mp

       Db.

mp

   

  

  Vc.

  

            

  p

  

mp

           mp

        mp

 

              

  p

mf

   

mutes off

   

mutes off

mutes off              mf

p

       p

off  mutes  

mf


34

   

 

372 Vc. solo

Vln. I

   

         mp

    

     

       

 

 

 

 

mf

f

senza sord. div.

Vln. II

   

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

       

       

mp

                                                                             (div.)

mf

unis. pizz. senza sord.

Vc.

  



 

mp

mp Db.



   

mp

mf

   



mp



Vla.

    

   

378

 

  

Vc. solo



 

    

leggiero



 

mp

Vln. I

  

         

Vln. II

       

       

        

         

    

unis. pizz.

p

                              unis. pizz.                                      

Vla.

p

Db.



  

 

  



Vc.





 



     

p


35

             

Vc. solo

6

6

  Vln. I 

p

mp



      

p dolce

     

p

     



Vla.

     

    





arco

cant., espress.

     

   



  

  

  

 



mp

    

cant., espress.

    

cant., espress.

 

  mp

 









mp



mp

p

mp

Db.

p

mp

Vc.

unis. arco

        div.

      

    

mp

con moto sempre

cant., espress.

arco



Vln. II

senza sord.

    

 

384

392

Vc. solo

      

mp cant. espr.

       Vln. I 

 

     

    



f ma dolce

  

Vln. II





 



 



 

f ma dolce





p

   





 







 

Vc.







  

 





 



 

 p



f ma dolce Db.

  p

f ma dolce

  

 p

f ma dolce

div.

Vla.

    

 

 

 p


36 401

 

Vc. solo

 

  

  

 

    

  



  



 



  

   







mf



 mf

cresc.

Vln. II

f

cresc.

   Vln. I 





cresc.

div.

   

   mf

Vla.

Vc.

unis.

 



   





1st half pizz. senza sord.

Db.





cresc.



  

 





  



p



mf





mf

cresc.

  

 

tutti arco senza sord.

 



p





mf

       

410 Vc. solo

   



 Vln. I 

   

 

dim.

   

Vln. II



 

Vla.



  

Vc.

       

               p deciso                   

Db.

   dim.

   3

mf appass.

  

p deciso

                        div.



 





pizz.       

        

pizz.       

        

mp

dim.

  

p deciso

 



             

dim.

div.

dim.

mp

dim.

 





 



mp


37

 

Vc. solo

 

419

3



3

 

   Vln. I 





(div.)

       

   

  

 

          

   0                 

      

   

 

   

   

 

mp

Vla.

           



   (div.)

mp

Vc.

Db.

3

(mf )

              mp

     

3

(div.)

Vln. II

              

     

                   

             

     

                   

   

    

 

428

   

Vc. solo

 3

3

  Vln. I  



 

3

3

 

 

  

 

 

 

Vla.





cresc.

 

Vc.

                    cresc.

Db.

 

                    cresc.

             

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

           

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

       

       

f

f

f

sf f

cresc.

f

ff

f

cresc.

 

f

cresc.

Vln. II

                    f f sf      arco                      f mf sf    arco                     sf

mf

f


38 436

Vc. solo

                 

 

ff

    Vln. I 

 

sf

 Vla.

   

   

 

 

f appass.

 

 

      f appass.

f appass.

3

3

3

3

3

3

3

       sf

sf

      Vc.    sf      Db.  

 

IV

      

  

f appass.

sf

sf

 

3

       

II

3

3

  

   

sf

cresc.

f

mf

cresc.

cresc.

mf

3

  

cresc.

mf 3

  

cresc.

mf

mf

sf

3

3

3

3

unis.        

sf



 

f appass.

sf

   

  

Vln. II

unis.           

sf

(div.)

3

3

3

   

(div.)

  

   

cresc.

sf

3

445

  

Vc. solo

3

 

Db.

cresc.

 mf



 



 

Vc.

f

 3 div.                           f cresc.              f cresc.

unis.

Con fuoco, sempre allegro



ff

3

 

Vla.

                 

  Vln. I 

Vln. II

    



f

cresc.



  f

 

cresc.



  

          

 

 

   

 

   

 

   

 

sff

sff

sff

sff

  

sff

 


(449)

 

Vc. solo

     

     

 

   

f

39

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

 ff

sff

sff

   

(449) Vc. solo

       sff

appass.

        6                             6 6

 

 (449)

    

Vc. solo

poco allarg.

           3

 ( )   Vln. I

)   (

A tempo, non troppo vivo (q = 120)

   f dim.

 

       



p

)   (

Vln. II

)   (

 

        

       

6 6

6

6

        

6

)   Vla.

)   (

)    (

Vc.

 

 

Db.

 

    

6            p

div.          p

)  ( 

3

p

div.

 

6

        

p (



6

p

(div.)

 

        

6

6

p

div.

 

           p


40

                                           (p) poco dim.

451 Vc. solo

(div.)

 Vln. I 

 

 

mp legatiss.

   

  

 

 

espr.

  

(div.)

Vln. II

 

   (div.)   Vc.  

espr.

 

espr.

Vla.

    

 

 

  

  

 



 



 



  





 

 

IV



  



  

IV

 

poco dim.

poco dim.

 

  

 



 

poco dim.

espr.

  

Db.

   

 

 

  

 

 

  

  

 

 



 

poco dim.



 



poco dim.





espr.

 458

Vc. solo





 

p

pp

 Vln. I   



p dolce cant.



  



      

 

   

  

 

  

 

  

 

    pp

  



pp

Vc.

  

 

   pp

Db.

  

   

  

    

  

   

  

p



p



p 1st half pizz.

  

p

pp

Vla.

  p



       p

   



pp

 

      

  







       pp

Vln. II



 

 

    

 

   





     

   

  

  

  




41 465 Vc. solo

Vln. I

  



  

    Vln. II

(div.)

Vla.

     

 

    Vc.

   

      Db.   (first half)









 

 (II)

    

 

 

 

 

  

 

mp

   

     

     

    

   

     

 

 

 

 

   

 

 

  

mp

       

 

    

   

poco rit.

  

    mp

   

   

 

mp



 

mp

 

   



 

 



   



mp

 

 

 A tempo, con brio (q = 126)

     

470 Vc. solo

p

3

   

  Vln. I  

 

pizz.

p

Vla.

      p        p        

pizz.

      

pizz.

 pizz.

 

        

 

 

cresc.

         

unis.

   



cresc.



cresc.

 

mf dolcissimo, marc. arco

     mf

 

    

unis.

 

    

arco

 

mf

     

   

       

IV sempre         

       

         

arco

    

      

    



         

    

mf

tutti pizz.

   

arco

mf

    mf arco  III                 mf dolcissimo, marc.

pizz.

mf

cresc.

p

  Db.  

6

cresc.

p

Vc.

6

cresc.

       Vln. II

         

6

 


42

   Vln. I        476

 



        

     

f

                 

  

   

  

        

       

IV                                                                                                                  f                                                       

Vln. II

Vla.

                       Db.  Vc.

     

                      

           



   

mf

f

484

    Vln. I  cresc.

 

    cresc. 

Vln. II

    

 

Vla.

cresc.

     

   

          cresc.

Db.

  

ff

            ff

f

       cresc.

ff

       

ff

        

f

ff

f

        ff

             ff 

 f



 

 



                                 

                  ff f ff                          

cresc.





  

             Vc.

  

       

 

ff

cresc.

   

        

     

                        arco    ff

             

 


43

 (q = q) 

 

div. sulla corda

491

  Vln. I      Vln. II

fff sulla corda





fff sulla corda

    



fff

    

 

div. sulla corda

Vla.

fff sulla corda

    



   

 

    



sulla corda

  

 







fff sulla corda

     

    

       

ff

fff

   ff

fff

  



 



fff

ff

fff

 

     

ff

fff



 



   

     fff     

ff

     



    

   III    

fff

unis.  







ff



   

ff

        

 

    

ff

fff

Vc.

Db.

 



unis.

 



ff

               ff

     



  



  





  





 



IV

ff

     

 

     



     

        

 ff

ff

fff

ff

 496



Vc. solo

  Vln. I    cresc.

(div.)

unis.                 

Vln. II

cresc.

senza rit.

  

fff

  

fff

  

Vla.

  



cresc.











   

fff





fff

cresc. Vc.



Db.



  



cresc.

 

 cresc.









 fff





 

 fff

     

   

ff

   ff       sfff

                 sfff ff                   ff sfff                 ff

     ff

     ff

         

  

 

sfff

      

     

sfff

sfff


                  

  

     

     

Cadenza: Maestoso (q = c.100)

(503)

 

ff

 Vc. solo

     

  

 

504

   

   3             3 3

f

                 

3

f

sff

mf

  

3

3

3

3

3

                     3 f 3 3 Flessibile, comodo



 Vc. solo





mp

 

 



   

mf

3

3

 

3

p





  

              mf

poco a poco più tranquillo

               mf

  leggiero, rubato                        mp

arco sul tasto rit.       poco                                  morendo poco dim.

3

dim.

mp

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

f

             

mf

f

mf

3



3

 



f

Vc. solo



3

        3

                            

Vc. solo

                

3

mp

mf



3

3

  

                              mp

3

3

    

  

mf

505 pizz. Vc. solo

            3

ff

  

3

3

mf

3

 

3

 3                             3

3

3

    

poco rilassando

Vc. solo

                   f

   

rubato, appass., il canto marc.

sff

(504)

Vc. solo

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

Rapsodico (e = c.120)

   

   

       

rubato, appass., il canto marc.

ff

Vc. solo

ff

f



Vc. solo

       

   

         



Vc. solo

    

                



44

  


 

45

 

Alla sarabanda (q = ca.54) 506

     

Vc. solo

   

pp

          Vln. I       mf espress. p             p

div.

Vln. II

       

p

       

 

 

 

    III



      



  



  mf

 



poco dim.



  

f

mf



  mf

poco dim.



 



mf

poco dim.

    

  mf

 

  

f

poco dim.

       

     

poco dim.

f

  

f

   

 f

mf espress.

p

  



f

III

mf espress.

unis.    





mf espress.

p

Db.

mf espress.

div. p

Vc.

mf espress.

 

    

Vla.

 

  

mf

poco dim.

             

514

 

Vc. solo

     Vln. I 

  

 

f

      Vln. II

 

Vla.

 

  

 

 

  

   

 

f IV



 



  



   

 mf

 

  



     



 

  



     

  

   

 

pizz.

  

 

mp dolce, sonore

 

   

      p

   





div.

mf

f

p

3

p



 

     

 

p

gli altri

Db.

p

mf

f

Vc.

1st desk

IV

mf

mf

f

     

mf

  

  



mf

f

  

mf

f

  

p


46 521

  

Vc. solo

  

  

   

 

p (div.)

Vln. II

Vla.

   

 

  

  

  

  



   



Db.

      

                (gli altri div.)              

  

  

  

cresc.

   

 

cresc.

cresc.

 

 

  

    

      

   

  

 

 mf

mf

  

mf

    mf





 



cresc.



   

mf

 

   





  

 







 

(1st desk)

Vc.

tutti

 





f

cresc. 2nd half only      Vln. I 

  

  mf

cresc.

 528

  

Vc. solo

   Vln. I      Vln. II

      

   

  

Vla.

   

Db.

                          mf      div.                        f



 

    

   



 

 



 









mf

f

 

f unis.

mf

 

 mf

f

 f

mf

f





mf

f

          

mf

  

       

    

tutti (arco) div.

Vc.




47

   

Vc. solo

f (div.)

Db.

3



     

f

         





f

  

         



 

3

     



       

       

Vc.

3

mf

mf

    unis.   Vln. I    (div.)    Vln. II     

Vla.

                 

           

534

      

 

     



mf

                       



f

mf

         



f

            



mf



          



           



f

mf

f

mf

 

 3        3            

540 Vc. solo

3

3

    Vln. I   cresc.



         

ff

f

    

cresc.

Vln. II

  

   f

Vc.

      

f

cresc. Db.

    

 

  



  

 



  

 f

    

f

  

  

ff maestoso

     

 

f



  

ff maestoso

f

ff maestoso

    

cresc.

 

ff maestoso

III

     



ff maestoso

3

   

f

      

f

  

ff maestoso

   

cresc.

f

   

 3       f

cresc.

Vla.

5

div.

      

f

  


48

      Vln. I  544

mf

mf

     

Vla.

  

(div.)      

Vc.

Db.

   

unis.

  

 

      

 

  

mf

cresc.

mf

cresc.

 



 

   

div.

cresc.

 

      

    

ff dim. poco a poco

    

ff dim. poco a poco

cresc.

mf

 



    ff dim. poco a poco

  

mf

      

cresc.

 

cresc.

          Vln. II

  



  

   

 

 

 

 

ff dim. poco a poco

   

   

  

     

ff dim. poco a poco



ff dim. poco a poco

 549

 

Vc. solo

       Vln. I 

 

  

    Vla.

IV        

mp

   Vln. II

 

 

  

  

   

mp

  mp

   

 

   mp

 

Vc.

Db.

 

unis.

 

 

 mf

               

  





                 

 (IV) 

   

                

( )

( )

( )

( )

( )

( )



p

p

p

p

 

  

                 p

div.   



p

mp

mp

 mp

 




49 554

 

Vc. solo

   





     

 



3

poco cresc.

3

   

  

f ma dolce

                                 Vln. I

div.

 

poco cresc. (div.)

 

Vln. II

 

 poco cresc.

      





  mf

dim.

  



 

mf

mf

poco cresc.

                         

Vc.

 

 

 





Db.

 



unis.



dim.

dim.

 

poco cresc.

dim.

   

mf

poco cresc.

(div.)

dim.

   

                              Vla.

mf

poco cresc.

          

 



mf

dim.

 558

  

Vc. solo

   Vln. I

   

Vln. II

Vla.

   

Vc.

 



poco più sost.

 

  

 

p

 

p

p

  

p

p

p

                

  

p

  

p semplice

dim.

   

Db.

poco rit.

IV sempre

   



 

pp

   

 

pp

  pp

III sempre

div.

  


50 563

     

Vc. solo

   

          

    



    

   

mp

  Vln. I 







 







 









Vln. II

Vla.

  





 



    



 



 

  

 

 

   

 

   

 



 

 

 

 





 

(div.)

Vc.

IV sempre

Db.

 569 Vc. solo

sempre più sost.

      p

 sul tasto           (div.)      Vln. I    pp dolciss.

sul tasto

   

Vln. II

     

pp dolciss. (div.) sul tasto

           pp dolciss.

            sul tasto

Vla.

pp dolciss. sul tasto

            pp dolciss.

    

sul tasto

Vc.









dim.

        



 

 

                



 

  

 

 

           IV

    

          II

III



ppp

 ppp

               

  

ppp

               

sul tasto

 

sul tasto    Db.     

 

  

ppp

  

 

 

 

 

 

 

 

 

 ppp  ppp

     

New York–London, Feb.–Oct. 04 123456789


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