Issuu on Google+

Orchesterstück Nr. 2

Dauer ca. 11 Min. Die Partitur ist in C notiert. q = 46

  

Dariusz Przybylski, 2009                                                                

Piccolo

 

 

 

pp

     pp

      2 Fagotte

  

pp

     

pp

   



pp

   4 Hörner

 

pp

 

  mp

 mp

mp

mp

     

pp

           



 



 

 



 

 

 

 

 





  

  

  1. Schlagzeug  

     

Ptti sosp pp





















con sord wa-wa



           3

 





pp

    



   

3

f

3

pp

     pp    

sfp

pp

sfp

pp

       

 

    

pp Crotals

   

   

sfp

pp

mp

  pp Gr c

 

 

 

f

  mp

pp

   

mp

pp

mp

              pp

       pp

Kontrabässe

3

f

con sord wa-wa

pp

Violoncelli

pp

     

Bratschen



f

 

 





1. Violinen

2. Violinen



pp

  

 

 

pp

q = 46



pp

      



pp

3. Schlagzeug

mp

 

2. Schlagzeug





mp

3 Posaunen

pp

 

mp

 

f

 

mp

 

pp

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

     



f

pp

mp

pp

2 Trompeten

f                                            

mp

pp

  

 

pp

pp

      2 Klarinetten

10

f                                                                 9 10

pp

2 Oboen

9

pp

2 Flöten

       pp

 

mp

 mp

mp

mp

     

 

 



f

           

 

 



 

 



     

 

 

 

     

 

 

 

     

 

 

     

 

 









 



 




2

5

 

A

                                      9 10

pp

                                        10

Fl.

9

pp

 

 

 

 



     

  

 

 

  

     

  



 

 

      

  



 

 

      

  

Kl.

 

 



 



   

 

  

 

  

  







  

  













 























Tpt.

    

    

Pos.

 

 

  

2. Schlag.

pp

  

1. Vn.

         

p



     

  

 

 

  

 

  

 

  

     

 

 

         

  

 

 

 

        

 

   

 

 

   

 

 

mp

   

  

 

   

 



  

 



  

   

 







      

  

  

 







        

  

  

 







     

  



 pp

       

f

pp

 

3

 

   

pp

pp

A



        mp 

pp

 

 

  pp 

p

 

Vc.

 

pp

2. Vn.

Vl.

 

pp

 

Kb.

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

  

3. Schlag.

pp

Hrn.

1. Schlag.

                

pp

Ob.

Fg.

   


3

    B q = 72                               10

f

f

f

 Kl.

 

pp

pp sfp

pp

sfp

  

   Hrn.

  

         



sf



    3

f

 

 

 

pp

pp

sfp

6

  

pp

f

  

  

  

        

Marimba sf

mf

            

6

           

           

 

B q = 72  

   

pp

 

pp

 

pp

 

 

 

pp Kb.

3

mf

pp

Vc.

  

 

6

pp





  

6

pp

Vl.

 

f

               mp 6

6

f

  

6

pp

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

f

  

 



2. Vn.

 

3

f

 



 

            

   

1. Vn.

pp

                p mf 6

 

pp

 

 



p

pp

3. Schlag.

5

  

2. Schlag.

 

3            

f



   

5

 

sfp

1. Schlag.

 3           

 

6

sempre stacc.

sfp

sfp Pos.

5

f

 

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

pp                 3 3

Tpt.

mf

6

3

pp

5

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

 

Fg.

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

pp

f

            

6

5

pp

                 

Ob.

               

pp

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

6

5

pp

pp

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

Fl.

            

             

pp

ff

mf

 

ff

mf

 

ff

mf

ff

 

mf

 

ff

mf

 

mf

  

ff pizz.

        

            

           

 

         

             

           

 

           

 

sf pizz.

mf

sf pizz.

mf

sf

mf

                     


4

13

  Fl.

     ff

    

        6

        6

ff

      5

ff

3

ff

3

    

5

              5 3

ff

Kl.

3              5 ff     

   

 

    

ff

 

mf

  





pp

pp

pp 3

        

pp

3

3

        

pp

  

 p

 

     

       

   

 

   

 

pp

                

 

p

6

6

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

mf

f

6

               

mp

6

6

6

f

mp

           

mf

1. Schlag.

 

2. Schlag.

Pos.

3. Schlag.

    

 

ff

  

  

         

       

 



        

 





          

 





ff

ff

Vl.

   

 

   

 

   

 

ff

ff

5

5

5

5

         

ff

Kb.



         ff

Vc.

5

  



ff

5



 

2. Vn.

mf

           

  

       

ff

 

pp



 

mf

                               

2 Bg, 2 Cg

 

1. Vn.

     

  

f

    p

 p

           



pp 3

                   ff mf   

Tpt.

f frull.

mf

      3          

3

   3

  

pp

3

         

  

ff frull.

Hrn.

3

  

   

pp

ff

Fg.

   

3

    

5

    

5

6

5

5

             

Ob.

   

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

              6

  

ff



   

  

  pp

 

pp

 

pp

 

pp



 



 

pp

         

           

 

  

         

           

 

  

         

           

  

mf

mf

mf

      

6

6

         

  

pp

     

       

  

     

       

  

  

     

       

  

     

 ���                


5

    

17

  

ff

    

Fl.

 

          6

         6

ff

     

 

ff

Kl.

   

 

 

 

pp

           

   

      

     

3

 

3

p

mf



pp

            

 

     

3ff

3ff

3ff

     3ff

     3

ff

      

 



   

              

senza sord.

     f      

       

          

 

           

 

ff

      

     



mf

f

             

pp

pp

pp

        

 

ff

 

ff

     ff

 

      

     

      

     

      

     

mf

mf

mf

           

   

      

ff

Crot

f

  

ff

                        

pp

       

pp

       

pp

       

     

       

pp

ff

ff

ff

ff

        

       

 

pp

pp

ff

ff             

      

 

pp

            

ff

ff

    

 

     

4 Tomt

          f 

mf

     

  

    

     



  

  

3ff

    

f

Vc.

 

pp



  

       

3

pp

f

   

Vl.

   

  sfp

 

2. Vn.

   

 

       

   

1. Vn.

pp

  

3

pp

3

3

    

frull.

2. Schlag.

Kb.

3

   sfp

Ptto s

3. Schlag.

5

pp

   

sf

1. Schlag.

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

frull.

          

3

 

        sf    

3

ff

 

       

      

 

Pos.

3

ff

9

pp

5

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

9

ord.

5

ff

     

Tpt.

pp

6

ff

Hrn.

   

  

       

6

ff

    

muta in Fl. grande

3

5        3     3                   

Ob.

 

5

     

5

 

5       3           3               

 

Fg.

5

    

ff

   

pp

pp

ff

 ff



3

3

ff

3

ff

3



ff

3

        ff

3

   



            

 

              



            

 

              



            

 

              


6

21

 

pp

         

Fl.

6

ff

pp

 5             

Ob.

 

pp

Kl.

ff

        

   

 



5

f

6

5

        

ff

  Fg.

                 

           

 

                

         

pp

Hrn.

                 p

Tpt.

6

6

f

6

                6

pp

            9

  

6

6

                 

6

mf

f

6

p

1. Schlag.

 

2. Schlag.

3. Schlag.

1. Vn.

  2. Vn.

  

 

pp

 

pp

Kb.

 

               

pp

   

pp

pp

mf

         f

  

Ptto s

f

     

      ff



 



 

5

          5

            

        

               

                

           

         

             

                

            

        

               

                 Vc.

pp

  Vl.

                                

2 Bg, 2 Cg

        

f

mp

pp

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

sfp

                     

frull.

 

ff

   sfp

Pos.

     

sf frull.

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

mf con sord. wa-wa

mp

             sf 9

     

                 

      ff

       ff

      ff


7

        

25

   Fl.

5

f

pp

3

        

 

   

5

f

   

3

f



 

         

3

        

pp

mf



  

  



                 

  

       

   

       

f

3

         

       

3f

3

3

pp

   

p

Kl.

        

p

3

  

p

3                  5

Ob.

  

5

         

Fg.



  

   

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

 



            

 

Hrn.

Tpt.

    

senza sord.

f

    f

Pos.

    

     f

1. Schlag.

2. Schlag.

3. Schlag.

 

       

mf

  

  

 

  

f

f

f

             

     p

5

5

 

  

 

  

p

   

   p 

   

 

ff

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

ff

                  ff

 

 

   

       

Crot

ff

  

         3f

                  

       

3f

3 f



3 f

         

 

        

3f

3f

     

  

 

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

                  

                 

 

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

  

                 

 

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

      

  

     Kb.   

   mf

                  

f

  

  

                 

mf

 

4 Tomt

   mf

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

p

       Vc.

 

p

5

 

p



5

          f

                 

  

         

Vl.

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

f

1. Vn.

2. Vn.

  

ff

f

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

 



            

                  


8

     

   30

Fl.

 

    

     

       

6





     3

5

5

                      pp



3

    

3

 

3 3                              5

6

ff

         

   

          

pp

 



pp

Hrn.

 

   

3

3

3

    

      pp

 

 

  

                

ff

           9

              ff 

 

5

pp

3

Kl.

Fg.

ff

Ob.



mf

  

 

 

  

   

sf

                9



sf frull.

pp

sfp frull.

sfp

 

Tpt.

Pos.

 1. Schlag.

2. Schlag.

3. Schlag.

          

 

2. Vn.

     

 

       

  



 

  

p

                

 

Ptti sosp



mf

         

         

        

      

          

 

 

 

  



3

3

    

3

         

         Kb.  

 

 

   

 

 

   

 

    

 

 



pp

3

3



          Vc.

 

mf

3

 

Vl.

          

       

 

ff

   1. Vn.

 

Ptto s

 ff

ff

ff

  

     

        

pp

                

  



                

  



mf

mf

                 mf

 

       

          


9

C

      34

 



 

    

 

 



  

   

 

 



  

     cantabile p

 



      cantabile

 

       cantabile p        cantabile

  

pp

Fl.

 

q = 60

p

  

           

p

   

  

   Fg.



            

p

sf

sf

Hrn.

 

sf

 

sf

  sf

pp

Tpt.

  sf

1. Schlag.

pp

3. Schlag.

  



  

 

 

 



  

        

 

 

 



  

 

 

         

  f

 

 f

   

pp

   

pp

Tamt

  

  

 

       

     

 

  

     

 

     

 

   

 

     

  

 

         f

        

   

pp

   

pp

   

pp

   

pp

        

       

      

       

f

f

f

  

 

  

   

 

 

p

 

 

Gr c

 

 

p

    

    

pp

















 





arco sul pont.                

  

   

 

 

  

sul pont.          arco         

  

   

 

 

  

 

 









pp



 

sf

sf



pp

   



pp

   

   

 

2. Vn.

pp

   

pp

   

 

f

  

 

     

f

 

             pp C q = 60    



 

         

       f

pp

Vc.

        

Gg

      

  

 

 

   

  

1. Vn.

Vl.

f

f

2. Schlag.

   

f

       

   

f

pp

senza sord.

pp

ord.

Pos.

   

pp

ord.

 

 

pp

 

 

pp

  

       

 

cantabile

p

Kl.

 

cantabile

  

p

pp

Ob.

cantabile

 

 

       Kb.          pp

pp

  

                 

        

     

 

     

 

        


10

   

   

 

  

   

   

  





  

  

   

 

  





   

   

   

 

  







   

   

 

  

 







  

   

 

  









  

     41

Fl.

  

Ob.

Kl.

     

Fg.

 

 1. Schlag.

         

        

   

3

3

  

pp

  

   

pp

         3

         3

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

f

 

  

f

 

  

f

pp

  

pp

pp

 

sfpp

 

pp

sfpp

 

3

sfpp

sfpp

ff

3

sfpp

sfpp

                      f

 

 

   

pp

   

pp

f

   f

   

  

  

   

   

f

 

 

 

  

 

p

pp

ff

Gr c

 

           

pp

 

 



sfpp

ff

 

pp

      

sfpp

ff

sf

      

mp

pp

  

ff

 

     

 muta in Piccolo   

ff

sf

      

f

2. Schlag.

3. Schlag.

ff

    

f

3

ff

Pos.

      

        

f

Tpt.

      

        

ff

    

     

3

    

    

   

ff

    

 

     

Hrn.

D

 

 

D

1. Vn.

 2. Vn.





















  

ppp

 













    

 















    

       



 

 

 

 

  

      

 

 

 

 

 

  

       

  

    

Kb.

   ppp

Vl.

Vc.

 

        

ppp

ppp

ppp

  

ppp


11

47

 

Fl.

Ob.

Kl.

Fg.

                  f

                     f

                  

Hrn.

f

                  f       f

f

   

Pos.

pp f

  

   

pp f

   

pp f

 

pp

   

    

f

  

f

  

   

   

pp



 

 

            f

 

 



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

sffpp

  

pp

   

  

  

  

3                  sfpp pp

f

3

                f   gliss.          3

sffpp



ff

 

 

      ff sfpp

pp

f

sf

3                 sfpp

f

sf

          

sffpp

  

   

pp

pp

   

sffpp

  

pp

   

  

   

pp

   

f

  

pp

sfpp

  

  

f

sfpp

  

pp f

      

Tpt.

  

     

ff

sfpp

 gliss.         ff            3

f

             3

        

f

ff 1. Schlag.

 

2. Schlag.

3. Schlag.

  

 

    

 

 

 

 

  



 

1. Vn.

2. Vn.

Vl.

Vc.

Kb.


12

E

               54

ff

Fl.

 

 



 



 

 

ff

            

ff

               

               

             

   

   

  

   

   

   

    

   

   

   

   

    

   

  

   

   

    

   

  

   

    

   

   

   

    

   

   

 

 

   

   

             

stacc. sempre

stacc. sempre

ff

stacc. sempre

  ff

mf

 

sf

 

  ff      

Hrn.

stacc. sempre

ff

 

stacc. sempre

ff

  

stacc. sempre

ff

Fg.

 

stacc. sempre

ff

Kl.

 

stacc. sempre

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

Ob.

sf

mf

sff

       sff      sff

    

Tpt.

sff

p

sfp

sfp

  

sff

1. Schlag.

 

    

   

   

  

  

  

         

    

        

 

    Ef

  

  

 

 

 

 

2. Schlag.

f Gr c

arco                     ff arco

1. Vn.

                     ff arco

                          ff

2. Vn.

arco

                           ff arco

                     ff arco

Vl.

                      ff                      arco ord.

Vc.

Kb.

   stacc. sempre

 5 Tomt

3. Schlag.

sf

             

 

sf

sffp

p

  

Pos.

stacc. sempre

 

mf

                                 mf ff mf

                      ff               mf

stacc. sempre

stacc. sempre

mf

                                    mf ff mf stacc. sempre                                    mf

mf

ff

mf

                                    

stacc. sempre

mf

ff

stacc. sempre

ff arco

stacc. sempre

mf

ff

ff

stacc. sempre

mf

ff

                    

mf

                                   

stacc. sempre

ff arco ord.

                     

                                 ff mf

          

ff

mf

                        

                 

ff

                       mf

ff

          mf



ff

ff

     



ff

                        ff mf ff                          ff

mf

        

ff

mf

        

ff

mf

        

mf

ff

mf

mf

ff

mf

                                   

ff

mf

ff

  

     

ff

        

ff

        

ff

  

  

                  ff


13

  

   

 

  

   

57

Fl.

Ob.

   

    

  

     

   

   

     

    

     

 

   

     

   

 

   

     

   

 

   

     

   

   

     ff 

5

 

sfp

 

sfp

     ff 

 

sfp

     ff 

 

sfp





ff





ff



ff





 

ff

1. Schlag.

 

 

     

    

 

3. Schlag.

mf

1. Vn.

   



mf

       mf

2. Vn.

   

 

mf

          mf

Vl.

          mf

          mf

Vc.

          mf

Kb.

          mf

ff

    

ff

    

ff

sfp

     

   

    

    

mf

   mf

 

   

 

ff

              mf

             

ff

mf

mf

                    mf

ff

                 mf ff                  

            ff

mf

      mf

                     ff

            ff

f

ff

ff

  

                   mf

           

Tamt

                mf

ff

     mf

ff

mf

ff

           

   

          

ff

   

  

 

ff

     

                mf ff         mf

ff

           

2. Schlag.



   

     

   

 





ff stacc. sempre

ff

   



sfp



 

      



   

ff stacc. sempre



      



  



      

5



ff

      

5

 



5

ff

Tpt.

Pos.

   

      ff 

Hrn.

  Kl.

Fg.

  

    

mf

            ff

mf

ff

mf

                                ff

mf

             mf

ff

                 ff

mf

ff

mf

ff

mf

ff

mf

ff

mf

                               

     

                

     

                

mf

mf


14

60

  Fl.

  Ob.

  Kl.

       

       

     

 

frull.        

    frull.  

sfp frull.

ff ord.

 

        

ff ord.

 

    frull.     frull.        

 

   

   

     

 

sfp

 

 

       

  frull.       sfp

ff ord.

frull.       

ff

 

 



9

 



         

9

     

    

    

   

sfp

    Crot     

sfp

ff

frull.

 

sfp frull.

ff

sfp

ff

 

sfp

sfp

        frull.  

ord.

   

           

sfp

 frull.         

ord.

sfp

          

ord.

frull.

sfp

frull.           

ord.

sfp

        frull.  

ord.

 

ord.

 

         

 

        

 

     

sfp

         

frull.

sfp

ff

      

 

sfp

    

ff

      sfp   

 

sfp

ff

    

sfp

ff

     sfp

ff

sfp

ff

         

  

sfp

         sfp

 

   

        

              

ff

ff

   

         

mf                

ff

ff

    

         

ff

   

        

               

ff

   

        

              

ff

   

 

      

 

            

ff

   

 

      

 

            

ff

   

        

    

                           

     Kb. 

ff

     ff               

ff

   

 

sfp

            

ff

sfp

        frull.  

ord.

 

ff

sfp

    

Vc.

         

            

 

frull.     

f

Vl.

ff

frull.

2. Vn.

sfp

frull.

    

mf

Tpt.

1. Vn.

 

 

3. Schlag.

 

ff ord.

frull.       sfp

mf

2. Schlag.

ff

 

    

mf

1. Schlag.

sfp

ff ord.

mf

ff

 

frull.     

  

Hrn.

sfp

ord.

sfp

Pos.

ff

ff

  frull.      

 

         

ord.

ff

frull.       

ord.

sfp

 

sfp

    frull.  

sfp

 

 

ord.

sfp

     Fg.

 

mf

mf

                                                   

ff

mf

                 ff                

mf

ff

mf

ff

mf

ff

mf

ff

mf

ff

              

              

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


15

    62

    frull.  

ff

  

Fl.

    frull.  

  

  

ff

ff

   

 

 

  

 

 

ff

  

 



ff

  

 



ff

 

 

  

 



 



 



 



      frull.  

 

sfp

sfp

sfp frull.

ff ord.

sfp frull.

sfp

sfp

frull.

ff ord.

frull.

sfp

ff

sfp

       

 

       

 

  

ff

 

Pos.

  

  

2. Schlag.

  

mf

    

mf

    

mf

2. Vn.

    

  

mf

Vl.

mf

mf

    Vc.

mf

   

mf

  Kb.   mf

          

sfp

  ff

ff

ff

ord.         frull.   sfp

   

         frull.  

ord.

sfp

         frull.  

ord.

 

 

sfp

        frull.  

ord.

sfp

 

         

ord.

frull.

sfp

 

mf

       

sfp

ff

sfp

sfp

ff

sfp

      

        ff sfp

mf

 



ff



 

      

ff

 ff

ff

 

  

 

          sfp

        

sfp

 

      sfp ff                 

  

               

                       

                  

ff

mf

ff

ff

mf

ff

mf

ff

ff

mf

mf

                           mf

                                   mf ff ff mf

    

frull.

mf

     sfp

  

sfp

ord.

    

       

      1. Vn.

ff

1. Schlag.

3. Schlag.

        frull.  

mf

     

ff

ff

mf

 

ff

ff

 

ord.

mf

   

sfp

 

 

ff

Tpt.

ff

      frull.  

     

ord.

 

ff ord.

ff

        frull.  

ord.

ff

      frull.  

ff ord.

ff

 

ord.

     

ord.

Hrn.

sfp

sfp

    ff

ff

     frull.  

ff Fg.

sfp

 

 

       

ord.

ff

 

sfp frull.

sfp

ff

Kl.

ord.

     frull.  

frull.

ff

ord.

ord.

sfp

    frull. ord.  

sfp

frull.

      

ord.

ff

        

ord.

 

ord.

sfp

ff

Ob.

      frull.  

ord.

           

           ff mf

                                 mf ff ff          mf                      

               ff mf             

ff

ff

mf

ff

ff

        mf                   

ff

mf

ff

ff

        mf                   

ff

mf

ff

ff

ff

mf

            

        mf                    

ff

ff

mf

            mf 

ff

         mf                      

ff

mf

            mf               mf

mf

mf


16 ord.                        ff ff sfp       ord.                  64

Fl.

ff

     ff

Ob.

     ff

Fg.

          

 

sfp

 

ff

 

        

    

                       

ord.                  

   

ff

sfp

ff

sfp ord.

ff

                         ff

ff

sfp

 

 

 

 

 

     

    

ff

 



ff

   



 

     ff

    sfp

sfp

   

ff

       

  

 

 

 



ff

ff





ff

sfp

ff

ff

 1. Schlag.

2. Schlag.

3. Schlag.

sfp

sfp

         

 

    

 

    

1. Vn.

 

         ff

     

mf

   

     

 

                     ff

 

ff

 

mf

                ff

 Kb.  

mf

                

mf

                 ff

mf

ff

ff

 

ff

    ff

    ff

 





 

    

                 

   

   

   

   

   

fff

fff

   

l.v. fff 2 Bg, 2 Cg

   

Gr c, 4 tom t

Fff

l.v.

q = 50

     

mp

 

mf

  

mf

            

   

mf



 

 

     

   

mf

    mf

mf

   

     

ff

mf

 

ff

 

      

  

   

pp

                     ff mf                  mf

Tamt

    

ff

Vl.

   

 

fff

sfp

ff

ff

fff

   

                    ff mf

2. Vn.

   

fff

         

sfp

  

mf

                 ff

 

fff

sfp

   

sfp

   

       

 

frull.

   

ff

                    ff sfp ff

  

Vc.

ff

                 

Pos.

 

frull.

                     

fff

sfp

 

fff

Tpt.

   

fff

Hrn.

 

 

sfp

ord.

ff

 

q = 50

ff

sfp

F    muta in Fl. grande    

sfp

ff



   

sfp

 



ff        

sfp

ff

                

sfp ord.



   

sfp

ord.                      ff

Kl.

sfp ord.

   

mf

mf

5


17

67

 

 

Fl.

Ob.

Kl.

Fg.

Hrn.

Tpt.

Pos.

 1. Schlag.

 

f

f

                                                                                                         

2. Schlag.

3. Schlag.

Crot con arco l.v.

 

          7

f

                  6

5

pp

f p

7

mf pp

mp

 

mf

f

  

f

 

1. Vn.

2. Vn.

Vl.

Vc.

Kb.

p

p


18

71

 

 

Fl.

Ob.

Kl.

Fg.

Hrn.

Tpt.

Pos.

 1. Schlag.

Gg

  

Crot con arco l.v.



f

mp

Tamt con metal stick

f

                                                                                                           6

2. Schlag.

                  7

3. Schlag.

f

7

p

9

5

7

      

 

pp

p

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

f

f

mf

 

1. Vn.

2. Vn.





p

p

Vc.

p

Kb.

p

Vl.

mp

f

fp


19

75

 

 

Fl.

Ob.

Kl.

Fg.

Hrn.

Tpt.

Pos.

 1. Schlag.

9   7                                

2. Schlag.

f

3. Schlag.

Crot con arco l.v.

 

mp

f

mp

f

 

f

p

   

Ptti s con metal stick

f

mp

                                      

 p

1. Vn.



p

p

2. Vn.

 

 

 

p

Vl.

 Vc.

Kb.


20

79

 

G

             

pp

Fl.

               

pp

                         pp

Ob.

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

pp

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

pp

Kl.

 

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

pp

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

pp

Fg.

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

pp

 

 

Hrn.

Tpt.

Pos.

 1. Schlag.

Gg

2 Bg, 2 Cg

7 9                   

mf

ff

mf

ff

ff

                                                                                             f

7

6

mp

5

5

f7

G

 

 

 

  1. Vn.

 

2. Vn.

Vl.

 Vc.

Kb.

 con metal stick  mf

6

3. Schlag.

Tamt

mp

 

2. Schlag.

mp

f

7

6

mp

5


21 accel. 6 6                                                         6

Fl.

6

6

83

6

6

6

6

                                                                  6

6

6

6

6

6

6

6

6

5

5

5

5

5

5

5

5

5

6

6

6

6

6

6

6

6

6

6

6

6

5

5

5

5

5

5

5

5

5

5

5

5

5

5

5

6

6

6

6

6

6

6

6

                                 

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

Ob.

                                                              Kl.

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

                                                                                                                     mp

Fg.

               

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

 

Hrn.

Tpt.

Pos.

 1. Schlag.

     

f

3. Schlag.

2. Schlag.

     accel.      

    

    

   

   

   

    

    

    

ppp

1. Vn.

ppp

ppp

2. Vn.

ppp

ppp

Vl.

ppp

ppp

Vc.

ppp

Kb.

ppp


22

H

                                                                                       6 6 86 q = 60

6

6 6

6

6 6

mp

6

6

6

6

6                                                                              6 6 6 6 6 mp 6 6 6 5 5 5 5    5 5 5 5                                                                                 

Fl.

mp

6

5

5

5

5

5

5

5

6

6

6

6

66

mp

Kl.

    mp    Fg.

6

     

 

   

6

             

6

     

6

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

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

6

     

6

    

             

     

    

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

     

    



 

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



 

 

  

Ptti s

2. Schlag.

pp

 

 H q = 60

arco, con sord.   

arco, con sord.

 

arco, con sord.

  p

arco, con sord.

  p

Vl.

 



 



 

 



 



 



 

 





 



 



 

 







 



 



 

 

 







 

 



 

 

 







 

 



 

 









 

 



 

 









 

 



 

 



arco, con sord.

p

 Vc.

arco, con sord.

 p arco, con sord.

p

p

2. Vn.

 

p arco, con sord.

 

  

p

1. Vn.

     

    

 

Pos.

66

     

Tpt.

Kb.

6 5

        

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

Hrn.

3. Schlag.

      

 5 5 5 5 5 5       5                                                              5 mp 6 6 6 6 6 6 6 6 6 6                                                                                                                      

Ob.

1. Schlag.

6

  


23

                                                                                                              6 6 6 6 6 6 6 6 6 ff 6 6 6 6                                                                                                                           6 6 6 6 6 ff 6 6 6 6         5 5                                                                                          5 5 5 5 5 5 5 5 5 ff   5 5 5 5                                                                                            5 5 5 5 5 5 ff 5                                                                                            89

Fl.

Ob.

66

66

66

6

6

6

6

6

6

6

6

6

                                                   Fg.

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

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

     5

    

5      

ff

pp

 



 

    

    

       

 

 

f

 f

 



    

 



 

 



f

f

f

mf





mf

  

 mf

f

        

           

   

   

ff

Crot

f

  

 

 

 

 

 

 

 

 

 

 

 



 

 

 

 

 

mf

        ff

ff

   

mf



 

ff

 

mf

f

mf

mf

f

ff

ff

 

            

f

gr c



 

4 Tomt

            

ff

pp

  

    f



    

  

  

     f

Vl.

     f

2. Vn.

 

     f

pp

ff

1. Vn.

   

sff

Vc.

             

pp

f

2. Schlag.

 

ff

sff



 

 

 



 

 

6

             

   

Tpt.

Kb.

6

pp

6

Hrn.

Pos.

ff

6

ff

 

3. Schlag.

      6

ff                                                                                                          6 6 6 6 66

Kl.

1. Schlag.

     



 

 

 

 

 

 

ff

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

ff

ff

ff

ff

ff

ff

ff

 


24

                           6 6 6 mp                            92

Fl.

mp

6

6

6

mp

5

5

5

mp

5

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

muta in Piccolo

6 6 pp                                      6

6

6

6

6

6

6

6

5

5

5

5

5

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

5

  

   mp

Kl.

 

 

mp

Fg.

 

6

5

5



6

  

mp

  

 

6



   6

 



6

 

  6

5

5

  6



 

  

 



6

 

6

 

5

5

 

 

  

6



6

 

5

 

6

 

  

6

  6

 

6

 

6

 

        

        

    

        

        

      



 

   6



6

pp

6

   

   

pp

 

    

   

     f     

       

     f

 

Tamt

   f

 

  

4 Tomt

      

 

p

           

  

 

ff

            ff          

1. Vn.

 

  

 

  



 



  



  



 



 



 



 

 

   

 

   

 

 

   

   

p

p

        

 



 



 



 

p

p

  

p

p

pizz., senza sord.

p

f

    pizz.

    

f

ff

          ff

   

 

Crot

f

 

 

 

 

senza sord.

pp

senza sord.

pp senza sord.

pp

p



 

 

 

ff

 

pp

ff

f

pp

sff

 

pp

ff

   



pp

f



pp

             

f

Kb.



6

             

 



Tpt.

Vc.

 

6

6

ff

Vl.

 

pp

2. Vn.

6

sff

3. Schlag.

pp

pp

Hrn.

2. Schlag.

5

6

pp

   

pp

              

        

pp

5

mp

  

Pos.

5

5

    

 

1. Schlag.

5

  5 5                                                                

Ob.

 

senza sord.

pp senza sord.



pp

senza sord.



pp

      

      

senza sord.



pp

     

       

 

      

  


25

95

 

I

 pp

Fl.

 pp



pp

Ob.

 



pp

6

5

6

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

3

     

                

pp

66

       pp

pp

6

   

                

66

5

     

66



6

   

                        



5

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



66

Fg.





                         5

   Kl.



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

3

 

 

3

5

5

Hrn.

    

pp

1. Schlag.

 

2. Schlag.

3. Schlag.



Tpt.

Pos.

  

 

ff

1. Vn.

  

   

ff

2. Vn.

 

   

ff

  

Vl.

 Vc.

pizz.

   f

  

f

          ff

   

  

f

  f  

f

 

                   

    

         

                   

    

         

              

    

                           

       

                        

  

               

       

            

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

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

         

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

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

            

     

f

pizz.

f

    

ff

  

 

I     

             Kb.     

         

  ff

ff

                

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

  ff

  ff


26

Fl.

               98                             fp ff                                           

       fp

                                                  ff fp

ff

          ff

Ob.

                 

                          ff                         ff

Kl.

Fg.

fp

                             

     

5

f        

     

f

5

5

f         f

5

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

   

stacc.

             

 

Hrn.

Tpt.

Pos.

 1. Schlag.

  Crot                                f 2 Bg, 2 Cg

                                         

2. Schlag.

f

3. Schlag.



    f

Gr c

                                                  ff

1. Vn.

                       

                                                   ff

     

                      

   

                                                      ff f

   

                     

          

f

f

    

                     

  

 

           

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

   



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

   

             

f

   

f

         

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

Kb.

          

                      

                                                      ff

Vc.

   

f

f

Vl.

   

                                              ff

2. Vn.

   

  sf

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

   

       

  

             


27

101

p

p

Ob.

p

  

 Fg.

f

6

f

5

f

 

f

 

 f

 

  





 

  



f

p

p

p

5

p



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

        

 

6

       

 

f

 

          

p

Fl.

Kl.

        

  

p

p

p

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

 

     

 

 

 

 



Hrn.

Tpt.

Pos.

 1. Schlag.

 

2. Schlag.

3. Schlag.

   

1. Vn.

    2. Vn.

Ptti s con metal stick  

 

mf

             

  

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

  

        

        

        

         

                           f

sfp

f

sfp

f

sfp

sfp

f

sfp

f

sfp

f

sfp

                                                     

sfp

f

sfp

f

                                ���                           

sfp

f

sfp

                         

sfp

                         

                             

sfp

f

f

sfp

sfp

f

f

                              f

f

sfp

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

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

   

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

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

 

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

   

Vc.

                             

sfp

sfp

Vl.

Kb.

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

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

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

 

sfp

sfp

     

  



     

  



   

 

 



     

 






28

104

  Fl.

                        3

ff

     3

ff

       

    

Ob.

  

3

ff

3

ff

3       



                         

        

3         

Kl.

      J        

                                                       

                          

ff

                        

   

                          

                   

ff

Fg.

   

       

sfpp

   sfpp    

f

                       

       

sfpp

f

f

sfpp

   

   

 

p

p

 

            

ff

      

 

p

f

    

3

ff

     

p

     

sf

       sf      

Hrn.

sf

      sf 

Tpt.

  

  

   

  

  

  

sf

Pos.

sf sf

sf

 1. Schlag.

                                  f

sf

                                                                                   



 

   sf

                        J                                                             1. Vn.

2. Vn.

Vl.

Vc.

sf sf

                        

f

3. Schlag.

sf sf

2 Bg, 2 Cg

2. Schlag.

    sf

 

        

 

      

 

                                                                                  p

 

      

 

                                           ff



                                                                               ff

p

ff

p

ff

                                           ff arco

                                           ff arco                                   ff

                                                 p

                                                p                                                    

                  

                                                                       arco

ff arco

        Kb.                              ff

                                        



 

       

 

      

 

            

     

         

    

pizz.

     

pizz. p

pizz. p

            

p

         

pizz. p

     


29

  

107   

Fl.

  Ob.

f

  









f

  

f

  f



 

 

  

f

Kl.

  f

 

  

  

            3   mf          3

     3

    3

    3

  

 

           3

   

   













 

        

 

   

 

         

 

   

 

         

 

   

 

       

3

f

Fg.

mf







 ff

 

 

Hrn.

Tpt.

Pos.

 1. Schlag.



2. Schlag.

3. Schlag.

 

Ptti s con metal stick

f

     

  

     

1. Vn.

   2. Vn.

  Vl.

f

Kb.

 

fp

               fp

     

             

   

                fp

           

    fp

                fp

   

   







   

   









   

   







 

   

   







 

               

 Vc.

  

ff

ff

ff

ff

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

Mar

f

     

 


30

  109                         

         

         

                    

         

          pp

                                                                                  pp

Fl.

                                                                                                pp mf                                                                                   pp

Ob.

mf

 Kl.

 

                                                                         

mf

                                                      

mf

mf Fg.

 

      

 

 

 

 

 

           

                    

      

 

     

                                                   mf

 

Hrn.

Tpt.

Pos.

 1. Schlag.

 

2. Schlag.

3. Schlag.

tamt

  

 

pp

 

 p

                                         

  

 

 

 

 

 

 

 

 

 

 

 

 

f

   

1. Vn.

           arco       f

2. Vn.

Vl.

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

arco

f

arco

arco

arco

f

Vc.

f

Kb.

f


31

111

K   

 











f

  

Fl.

f

Ob.

  

                   

f

pp

Kl.

                     Fg.

  

                   

                   

          pp          

   

  f

                       

 

 

 

 

  

    

  

             

  

       

  

 

f

    

 

     

 

 

     

 

 

    

                      

  

                    

pp

                                              pp

mf



  

 

f

  

 

  

 

 

 









Hrn.

Tpt.

 

 

 

sfp

Pos.

1. Schlag.

 

 

 

 

stacc.

 

 

 



K

f

2. Vn.

f

mp

Kb.

 

 

  

  f

 

 

 

mp

f

5

5

5

f

 





5

 

 

 

 

 

 



 

 

 



 

 

 

 

 



 

 

 



 

 

 

 

 



 

 

 



 

 

 

 

 



 

 

 



stacc. Vc.

  

2 Bg, 2 Cg  

  

stacc.

 

stacc.

 

mp

 



 

Vl.

 

f

f

mp

  

   1. Vn.



sf

f

 

sf

sfp

 

2. Schlag.

3. Schlag.

sf

sfp



 

 

 



 

 

 



   


32

                                                              

    

 

         

    

                                                            

    

 

         

     

    

                                                                   

      

 

     

 

      

   

     

113

Fl.

ff

ff

Kl.

 

 

f

f

ff

                                                              ff f

Ob.

f

   

                                                                   ff f

                                    Fg.

f

 f

 

     

   

 

         

 

         

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

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

   

stacc.

               stacc.

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

stacc.

sf

     sf     

Hrn.

sf

     sf

Tpt.

   

  

con sord wa-wa

sf

Pos.

1. Schlag.

 

2. Schlag.

3. Schlag.

     

   1. Vn.

 



2. Vn.

 

Vl.

Vc.

Kb.

sf

sf

con sord wa-wa

con sord wa-wa

 

 mp

 

mp

 mp

       

 

       

      

       

      

  

 

  

 ff

p

ff

p

ff

    sf Gr c

    sf

  

  

  

 

 

  

  

  

  

 

 

  

  

  

  

 

 

  

  

  

  

 

 

  

  

  

  

 

 

  

  

     

          

     

          

     

          

     

          

       

     

p

  

 

          

sf

         

     

                                        

          

  

sf

                             f

f

  

  

Crot

mp



  

sf

ff

p

                             


33

         

            

            

            

     

          

            

116

Fl.

Ob.

Kl.

Fg.

          

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

   



      

    



     

 

      

 

   

  

 

  

             

     

       

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

                          

 

sfp

f

sfp

f

sfp

f

sfp

f

                          

 

                          

 

f

sfp

          

                           f

sfp

 

       

          

   

     

    

       

     

     

f

sfp

f

sfp

                           f

sfp

       

f

sfp

   

      

 

     

      

 

   

   

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

       

 

1. Schlag.

 

2. Schlag.

Hrn.

Tpt.

Pos.

3. Schlag.

 

  1. Vn.

  2. Vn.

      3

   3

    

     



 

 



 

  

  

 



 

3

   3

 

   



     

     

    

     

     

Vl.

     

 Kb.   

  

 

f

f



  

  

 

  

  

 

  

  

 

  

  

 

  

  

 

    

 

  

 

 

 

 

f

  

Vc.

f

 

 

 

 

 

 

 

 

 

 














34

Fl.

L     119                                        f ff sfp sfp                                             f

sfp

ff

sfp

                 

                   

                   

   

                                                                         sfp sfp f                               

Ob.

sfp

 







  







Fg.





  







f

 

 

                                         ff

                   ff sfp         ff      

            

sfp

Kl.

sfp

f

ff



 

 

 

                                

              ff               ff          sf    sf

      

 

         

   

 

 

 

     

 

    sf

 

 

sf

                                                 

 Hrn.

   

Tpt.

Pos.

 1. Schlag.

2. Schlag.

3. Schlag.

 

  1. Vn.

  2. Vn.

 

   

p

  

p

p





 









f

p



  

Kb.

3

 3

 3

  

 

  

  ff

3

f

   

   

      

L

 

 

 



ff

ff



ff

 

 

  

 

 

 

 

 

  

 

 

 

 

 

  

 

 

 

 

 

  

 

 

 

 

 

  

 

 

 

Vl.

Vc.

   

                                           

f

   

2 Bg, 2 Cg

f

    


35

                            

Fl.

Ob.

Kl.

Fg.

                                             

q = 100                             M                        

   

                                                                                                 

121

                                               

                                                                                            

    

                                                                                

       

                                                                                         

 

   

                                                             

                                

                                                                                                     sf sf                Hrn. sf sf                 sf sf               sf  

 

sf

    



pp

 

   

  

sff



pp

  

sff

pp

sff

pp

   

sff

  

pp

sff

  

senza sord

 

senza sord

senza sord

Tpt.

pp

pp

 

sff

pp

 

pp

Pos.

sff

  



pp

 1. Schlag.

     

2. Schlag.

3. Schlag.

                              

                       

    

   

 

 

 

 

pp

1. Vn.

   pp    

Vc.

Kb.

q = 100

        ff

   

  

  

   

   

   

  

   

   

  

 

pp Tamt

sff

        sordino sempre

sff Ptti s

 

mf Gr c

   

sff

sff

 

  

sff

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

      

           

             ff detache        

           

   detache

ff

sff

        ff detache

pp

Vl.

M

detache

pp

2. Vn.

                                                                  

ff detache arco

       

ff detache arco

      

ff detache arco

      

ff detache arco

      

ff detache

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


36

125

 

 

Fl.

Ob.

Kl.

Fg.

Hrn.

 Tpt.

pp

  

sff

pp

  

sff

pp

  

sff

  

pp

 

 1. Schlag.

  

 

  

  

sempre

     

    

          

    

  

  

         

 

 

      

Kb.

sff e stacc.

    

  

     

  

     

 

     

 

               



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



  

   

  

   

   

 

sff

sff

pp

   

���

   

  

     

     

        

     

      

    

       

    

        

     

  

     

  

    

  

    

        

    

   

    

3

  

   

3       

      

  

     

sff

  

sff

  

pp

sff

  

pp

sff

  

pp

sff

pp

 pp

sff

sff

  

     

sff

     

  

sff

     

sff

   

     

  

pp



pp

 

pp

     

pp





pp

sff

sff



pp

  

Vc.

  

sff

  



     

  

sff



sff

pp



pp

sempre sff e stacc.

 

1. Vn.

Vl.

  

   

2. Vn.

  

 

pp

  

2. Schlag.

3. Schlag.



pp

Pos.

pp

sff

pp

   

pp

sff

 

pp

sff

   

sff

sff

  

pp

sff

   

sff

  

pp

sff

    

pp

sff

     

pp

pp

pp

sff

    pp

pp

sff

             

         

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

  

  

   

                        

  

  

   

                        

           

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

   

  

   

                                                 

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


37

132

 

N q = 60              ff              

Fl.

         

 

     

                                                   

ff

                                    

ff

Ob.

                                    

ff

                                         ff                                

Kl.

ff

Fg.

                                     ff

                                               ff













pp

pp

Hrn.

 

pp

    Tpt.

 

  

pp

   pp

 

pp

   

sff

   

 

   

   

  

 

 

 

          

1. Vn.

  2. Vn.

 

     

      Vl.

  

     

    

Vc.

Kb.

    

  

    

   pp

  

pp

   

sff

pp

  

sff

pp

   

sff

    sff

  

  

sff

sff

sff

pp

sff

sff

sfp

sff

    

sfp

  

sfp

   

 

sfp

    

sff

sfp

    

sfp

   

sfp

   

pp

sfp

 

 

f

ff

    

sfp

 

         

  

 

      

         

     

  

         

  

  

         

     

   

N

  

sfp

sfp

  

sfp



 

   



  

       

        

  

  

        

  

        

  



  

    



 

   



 

      

        

  



 

      

        

  

  

                                         

2 Bg, 2 Cg

      

 

   

sfp

   

 

sff

pp

sff

   

   

sff

pp

pp

sff

 

  

pp

sff

sff

pp

pp

   

  

2. Schlag.

3. Schlag.

sff

sff

sff

1. Schlag.

    

 

  

  

Pos.

  

    

sfp

 

 

 

 

 

sfp

sfp

sfp

sfp

sfp

q = 60


38

136

Fl.

O                              q = 100                 

                                              

                                              

    pp     

                                                pp