Sy 3577 - Rolf Riehm - Die schrecklich gewaltigen Kinder

Page 1

Die schrecklich-gewaltigen Kinder Großseufzer (T 1-109) Text: "A——————————————lle nämlich..." (T1-109) T110

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  



  

pp

Klarinette in B

pp

Tubax

Kontrafagott

 

3

5

      pp

 q = 92

3

5

5

p

5

ff

 

3

5

3

5            

               ff

ff

 

ff

 

R

  



 q = 92

ig h

pp

yr

Soprano

 Violine I 



f

Violine II

Viola

f

  

 

3

5



 

1)  5  

      pp       

3

p

3

5

       ff

     3

5                      3 3 5 mf      p ff                   3 5

p

ff

5 5

3

                     3 5

p

5

3

ff

5

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

Sy. 3577

p

ff

5 5

1)

pp

5





     



pp

 

5

 

5

 

pp

 

       

5

pp

 

 

  q = 63 

f

            ff

3

a

1)     

5

3

3

3

5

  



  

           

5

pp

     

5

ff

mf      p        5

3

6 Tom-toms

           

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Copyright 2003 by G. Ricordi & Co. Bühnen- und Musikverlag GmbH München



    

       

      

ff

5

3

5

mf

5

           

3

mf

Violoncello

 

pp

3

5

ff

mf

3

5

ff

 

   

tb

  pp Mar.   

pp

5

    

y

5

3

5

           

5

p      

Metallische Klänge

3

5

mf

Klavier II

5

         mf p       

3

5

ff

         

iB

 Klavier I

er lin

3

           

rd

ic o

2 Posaunen

pp

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

op

3

ff

2 Trompeten in B

C

       

  q = 63 

pe

Kontrabass

3

ff

5

2 Hörner in F

2 Schlagzeuger

5

5

pp

                       3      5 ff 3 5 mf p              mf

5

1)

      pp 1)     

3

ff

pp

         3 3 5 ff mf p                          

     

p

sa

Englischhorn

           

5

y

3

nl

5

1)     

lo

  q = 63 

ru

 

           

-F or

Flöte

 q = 92

Rolf Riehm

1

pp

5

1)      pp 5   1)    pp



pp

5

  

5

 pp

 5

     

 

1) zu einer Bindung ansetzen

Alle Rechte vorbehalten All rights reserved Tutti i diritti riservati


2            

fff

         

 

pp



    

3





f

fff



   

 q = 63   G.P.

Hn.

f

             

fff



f

fff

       

 

    

  

 

f

fff

 

        

tb

y

fff

q = 112

           

ig h

 Vl. I 

     

 

      



  

 

fff

yr

             

C

op

Vl. II

Vla.

fff

 



       



 

 

      





 

  

 

 





    

 

  

          



    



    

pp

 

     

5

  

 

    5

 pp

Kb.

5

  

pp

  

5

     

pp

 

pp

5

pp

      

pp

 q = 63  G.P. 

 

    

  



 

5

pp

 5

f

fff

5

pp

          

   

5

     

pp

  

   

5

3

   



pp

f

fff

Vc.



f

fff

     

5

pp

pp



pp

pp

3

3           3

mf

f

         

 

pp

3

3

 

3

 

f

3

 



  

       3           

  

 

rd

ic o

      

      

R

Klav. II

fff

     

iB



    

pp

   

fff

Pos.



er lin



3

mf

             

          

pe

fff

-F or



            

Klav. I

5

pp

pp

            

     

q = 112

Tpt.

5

    

lo

     

mf

5

pp

pp

   

     

sa

Kfg.

f

fff

Tx.

    

ru

Kl.



    



3

mf

        fff

Eh.

     

 q = 63  G.P. 

y

5

 Fl. 



nl



q = 112

2

 

5



 5

 


3 

pp

Eh.



ff

Kl.



ff



Tx.

3

fff

Kfg.

 



 p

 3

 mf

 3

 mf



3

 mf





5

5

5

5



5

5

p

mf

mf

mf

  5

   

   

fff

 

 

mf

p

 

  

mf

3

fff

   p

   

  

mf

mf

mf

Schl.



  q = 92  

yr

ig h

 Vl. I 

C

op

Vl. II

Vla.

 

3

ff

 ff

pp

5

fff

3

5



3

5

   

 

3

3

  

f

3

 

 

ff



 

   

p

   

3

 

 

ff

mf 3

3

   

mf

mf

p

mf

3

  p

      

p

 

mf



   



mf

f

5

f

  fff

5

     

 

p 3

mf

3

    ff

5

mf

  f

5

p

 

 

ff

5

  mf

ff

 

 



pp









3

ff

 

mf



 

5

  

fff

3

f



   f

    f

3

3

 

 ff

 3

5

  

3

 

mf

    mf

ff

 

mf

 

mf

5

 p

mf

f

fff



               fff

f

fff

fff

 f

        5

fff

ff

Kb.

p

mf

f

fff

ff

Vc.

 



f

fff

ff

   



                         

Metallische Klänge

ff

   

   

y

ic o

tb

R

 

  

Pos.

5

f



pp

iB

 

rd

mf

Tpt.

 

  

fff

er lin



f

fff



f

fff

3

 mf

-F or

3

f

fff

pp

Hn.

  

pp



fff

  

                         

fff

 f

fff

  

pp

  q = 92 

ff

3

fff

pp

y



nl

lo



sa

nimmt Picc.

ru

  q = 92 

pe

11

 Picc. 

3


4

4

ff



pp

 

Kl.

5

  



 

ff

3

   

   

pp

 

  



5



5

        5

      

3

3

 

 

 ff

 q = 60



pp

 



 

5

       

ff

ig h

   Vl. I 

yr

pp

op

Vl. II



pp

 q = 60 





 

 

  

 

p

   p

p

 q = 54 p

p



5

p

C

Vla.

ic o



Schl.

 

R

tb

  ff

iB

rd

5

y



           

Pos.

          

  

5

pp

 q = 54

ff

5

ff

Tpt.

pp

pp

5

ff

  

pp



er lin

ff

 

Hn.

ff

pp

3



ff

  

pp

  

ff

  5

pp

pp

Kfg.

pp

pp

Tx.



sa

 

p

 



 

p

 

Vc.

Kb.

y

5

Eh.



nl

pp

-F or

pp



  

lo

 q= 54

ru

21



pe

  Picc. 

 q = 60

  ff

 p

 p

 

 

 






5

          

Kl.

pp 5

Tx.



 





ff

5

             pp

Eh.

 

3

p 5

  q = 112  

 

p

 3



 

 p

ff

p

ff

 

   

 p

ff

p

  Hn.

q = 60 5

5

             pp

  

pp 5

Pos.

e.t. q = 132

ig h

op

 Vl. I 

 

C

Vl. II

 

 

 

3

3



iB 3

  p

3

 

3

3

    

ff

   

ff 3

3

3

 

mit Schl. abbrechen

 







  mit Schl. abbrechen

 

 

 

ff

3

3



3

  3

  

 ff

 

mf

 

   

   

ff

ff

    ff

   ff

  

 

  

    ff

     ff

    ff



fff

3

      f

   

Tempelblocks   4 hohe      fff ff 

  

3

ff

   

ff

   

ff

     

ff

ff

ff

Gr. Trommel

ff

        3 ff    3    3

ff

ff

  q = 112 

      

      

ff

   

       ff

    ff 3

Vc.



e.t. q = 132

    

ff 3

    

ff 3

ff 3

Vla.



ff

mf

  

q = 60

yr



Tom-tom

y

Schl.

   

mf



rd

 

tb

 Klav. II

ic o

pp 5

R

Klav. I

          

5



ff

5

  

er lin

  

ff

ff

 1.             

Kb.

pp 5

Tpt.

   

-F or

   

5

           

ff



ff

  q = 112 

p

nimmt Fg.

   

sa



 

ru



pe

Kfg.



   

p

ff

  

y

q = 60

nl

27

 Picc. 



6

lo

5

5




6

7

 



f

p

Fg.

p

 

 

  

ff

   

ff

f

         

Kl.



    



f

 

 

  



f

           



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

 Vl. I 

f

  

   

   

  

p

Kb.

f

   

    

3

3

          

p

ff



    

 

 

 

 

  

    

  

          

  

3

 ff

 ff

 

3

3

3



  



f

    

ff

ff

  

 

   

  

p

    

3

ff

         

p

  

p



 

 

 

f

 

 





 

f

p

Vc.

ic o R

y



           

p

         

yr op C

Vla.

 

 



3

 

3





    



 

 

p

ff

 

 

 

 

ff

ff



  

ff

f

p

Vl. II

         mp

3

ff

mp

ig h

 

tb

Klav. II

 



rd

      

f

p

Klav. I

f

p

ff

f

p

Pos.



 

er lin

p

ff

iB

pe

            p

Tpt.

ff

f

  ff



-F or

p



          

  

Hn.

p

ff

 

3

y

p

    

3

ff

  

 

nl

 

  

lo

f

p

Eh.



sa

         



ru

32

 Picc. 






7

8

 

               5

5

fff

5

            

fff

    

3

p

5

5

  





5

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

  fff

 

5

fff

5

 q = 76    

 

      

    5

     

       

5

   

       

    5

                 5

5

5

5

5

 

fff

5

5



5

            

5 5

5

sa     

3

p

     

 

 

 

     

 

      

 



 



 

 

 

mf



mf



 mf



 mf



    

  

          

3

      3





    



    

3

   

    

    

mp

 

mp

    

mp

 p

mp

p

3

    

mf



p

3

3

 

          

3

3       

 

  

       3



q = 138

mp

mf

ru

pe

    

   

mf

5





mp

mf

5

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

    

5

                

mf

5

           

  

fff

Vc.

     

 

fff

5

5

    

 

fff

          

5

fff

5

5

yr

 Vl. I 

            5

mf

5

5

5

5

        

  

ig h

    mp



               

  

y

5



-F or

5

               

tb



5

fff

mf

iB



5

fff

Pos.

5

5

               

fff

q = 138

lo

fff

op



C

    

Tpt.

Kb.

mp

fff

Vla.

Vl. II

   

fff

Klav. II

mp

 q = 76 



Hn.

Klav. I



3

mf

rd

5

ic o

Fg.

5

mf

             

5

fff

Tx.

R

Kl.

 

  

 



    

mf

er lin

Eh.

5

5

5



y

 

 

q = 138

nl

36

 Picc. 

 q = 76  


8

9

40

 Picc. 

10

 q = 92

 = 60  qG.P.



 

ff 5

           

p



5

mf

Fg.

 

 q = 92

     3

 pp

  

  

ff

mf

gest.

  

pp

Hn.



  

  

3

   



  

pp

Tpt.



 

  

p

Klav. II

  

tb 

ig h

 Schl.

 q = 92

yr



C

op

 Vl. I 

Vl. II



  

ff



mf

  ff

Vc.

ff

      

mf

       

(mf)

 q = 60  G.P. 

mf

  

  

 

   

   



 

ff

  

ff

  

   

 1.     

mf

Kb.

     

pp

(mf)

       

pp

Vla.

ff

       

Marimba

pp

y

mf

rd

3

ic o

5

  

iB

R

Klav. I

er lin

        Dpf.

   

f

Pos.

3

pp

f

pp

 = 60  qG.P.

gest.

offen

 

lo

Tx.

      

sa

mf

ru

pp

  





pe

  

-F or

Kl.

  

y

nl

Eh.

3





ff 3

   

f


9

11



   

p



5 5

 ff

Hn.

 ff

 

     

  ff

Klav. I

        

 

(mf)



    

op

ic o 

ff

   

 ff

p

  

 5 5

 



  5

 

   

         

5



 

  

5

   

  

 

5 5

 

 

5



  5



 

   

        

    

    

 5 5



 

5

 

   



nimmt Ts.

  



   

5

 

5

   

    



   

    

    

   

    5

    

    

 5 5



 

5

  5



5  

5

   

 



5

5

   

5  



5

 



  

5

5

5

   

5  





p

   



     



 

  

 



    5 5



     



 





5

p

a

5

 

p

     

ff

   

5 5

ff





ff

Vc.

5



   

   

a

p

Vla.

    

  q = 63 

p

Vl. II



ig h

yr

  

5

   

ff

Sop.

5

5  

tb

 

 

R

Klav. II

    

y

   

C

   

 



(mf)

p

Kb.

 

ff p

   

5

5





iB

Vl. I

 

5 ff

Pos.

5 5

5





5

ff

5

   

  

5

5

5

 

ff

Tpt.

    



5

   



  q = 63 



ff

ff

 

  

rd

Fg.



ff

Tx.

  

y

Kl.

nl

ff

5

   

lo

sa

Eh.

ru

p

pe

nimmt Fl.

-F or

   

er lin

45

 Picc.  

  q = 63 

5



 

 

 

5



 

  

 



    5 5



     



 





5



 

 

 

 



 

  

 



    5 5



     



 





5



 

5

 

 

5

a

5

5

a

5

 

p



 

 

5




13

pp

  

Eh.

     pp     

ff

 

Kl.

ff

Fg.

 

ff

  

 

ff





pp

   

 

pp

ff

  



ff

pp

 



pp

     

    



  





 

 

  

ff

 

 

ff

ff



 

 

 

op

tb

yr

 Vl. I 

  

C

Vl. II

ff

 

  

 

 ff

       

     

pp



     

pp

 

 



  ff

 

 

ff

pp



  





3 3

3

3

5

fff

5

   

 ff

 ff

3

3



ff ff

ff

5

5

3

f

ff

f

ff

 

     5

           

  



    

 

5

3

5

5

3

fff

5

3

f ff

5

f ff

5

               

fff

5

       3

f

ff

f

ff

5

             

fff

    

                

fff

5

3

5

              fff

5

5





ff

f

5

ff

5

      

5

5

5



ff

f ff

     

5

5

f ff

  

ff

f

5

 



f

 

ff

ff

      

 

ff

f

             

fff

5

ff

ff

3 5         

5

 

f

        

           

fff

fff

 q = 63 (e = 126)   

ff

    pp

5

5

ff



pp

ff

 

ff

 pp

5

  

  



5

5        

 pp

ff

       pp

 q = 76 

pp

ff

pp

ff

Vc.

pp

ff

Kb.

ff

Vla.

 

 

Marimba

ig h

 Schl. 



  



ff

5

fff

5

 



f ff

3

             fff

ff



3

5                   fff f ff            



5

5 5

5

ff



    

ff

 

ff

  



fff



ff

y

  

  

rd

ff

ff

ic o

  

ff

iB

ff

Klav. II

    



 Klav. I

ff

R

ff

pp

ff

ff

Pos.

    

pp

   

5

ff

  

ff

    

ff

pp

 

pp

 



fff



ff

    

ff

    

ff

Tpt.

ff



5

fff

 q = 63 (e = 126) 

q = 76 

  

5

ff

er lin



ff

ff

pp

5

  

5

ff

Hn.

  



 

     

    



                

fff

ff

ff

 

5

pp



5

ff

 

ff

ff

    

 

ff

pp

T. Sax.

  

 

y

nl

 

lo

q = 76

 q = 63 (e = 126)   

sa



ru

50

 Fl. 

  

pe

12

-F or

10

5

3

f

ff

5


11

14

             fff

5

f

           



fff

Fg.

fff

5

f

fff

f

Hn.



3 ff

5

fff

f

5

f

fff

5

f

3 ff



ig h

f

op

yr

fff

C

5

f

5

 

 

ff

ten.      

5

     

 

5

  



5

  

    



3

    ff

5

       ten.



3

3

  

ff

3 ten.

3

    

3 ten.

p

ff 3

p

 ff

p

  ten.    



ff

p



ff

p

3

  ten.     3

3

      ten.



3

3

3

3

     ff

ten.

ten.

 

3

ten.

         

5

f

3

3

  ten.      3

5

 

3



    



    



ff

f

5

f

ff

5

f

ff

5

f

   

3

  ten.     3

5

3



ff

p

5





ff

p

     3

ff

f

p

ff

   ff

  ff

ff

f

p

  ff

  ff

   ff

   ff



5 ff

     3

 

ff

   

ff

5

     3

  

     

f

ten.

5

5

f

    

p

ff

ff

ff

   

     

 

3

        

5

f

f

 

ff

ff

       ff p ff 

5

3

f

      

3

      

p

5

f

5       

ff

ff 3

3 ten.

p



3

3

3

ff

  



5 ff

5

5

f

5

f

5

f

3 ff

3 ff

ten.

ten.

             3





ten.      ten.         3



5



 

 



  ten.     3

5

5

3 ff

              fff

 



3

5

3 ff

                fff

3

5

 



5

ten. ten.          

 

   

ten.

5

3 ff

         fff

3

3

y

tb

5

          

ten.

ten.

ten.

3 ff

             

fff

Kb.

3 5

3 ff

           Vl. I 

Vc.

ten.

ten.

      

ic o

5

 

p

    

R

f

5

      

3 ff

              

Vla.

  

  

          

fff

Vl. II





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

ten.

5

 

3

     

5

3           fff f ff

fff

Pos.

3 ten.

ff

5

5

5

Tpt.

3

ten.

       

 

3 ff

5           

3

   

er lin

T. Sax.

       5 5

5

3             f ff

ten.

ten.

3 ff

3

   

iB

Kl.



3 ff

ten.

ten.

      

3

y

f

3



nl

fff

5



  ten.    

5

rd

Eh.

3

5

    

lo

          5

sa

3 ff



ru

f

ten.

pe

fff

5

ten.

           

-F or

 54           Fl. 

      

       ten.

 

3

5

ten.      ten.          3 5



      

 

3

ten.      3

5

3

3

 ff

p

ff

 ff

    

3

f

p

5 ff

ff

f

p

5 ff

        

 p

ff

        

 p

3

3

ff

f

p

5 ff


58

Fl.

   

 



 

 

fff

Eh.

Kl.

 

 

  



          3

fff

3

3 ff

f

mf

3

mf

3

     

f

p

mf

 



16    

p

f

mf f



mf

f

gedehnt

      3

f

3

p

3

f

p

     p  mf

 

p

     mf p

 

f

f

mf

    f

mf f

5

ff

5

    mf f

p

5

f

p

ff

  

 



          

 

 





fff

3

f

3

3

mf

3 ff

      

   f

        

 fff

mf

3 ff

gedehnt

3

mf

3

f

3

   

     

f

f

f

3

p

Hn.

5         

  

  

 fff

 

 

Tpt.

 

 



 



 

 

op

yr

Vl. II

C

Vla.



   

 

 

 

     



  fff

fff

 





 

  







 

3

3

mf

3 ff

f

mf

3 ff

f

mf

3 ff

f

3

mf

3 ff

f

3

mf

3 ff

f

3

mf

3 ff

f



mf

3 ff

f

mf

3 ff

f

p

mf

3

3

f

p

ff

 

p

mf f

mf

mf f



f

ff

  p

   

mf f

5

mf

f

p

    mf f

     

 

p

mf

  p

mf



f

f

f

gedehnt

gedehnt

3

p

mf

gedehnt

    

   

3

p

 

mf

mf



 



mf f

p

mf

   



f

mf f

mf



 5



 5



mf

ff

      mf

ff

mf

ff

mf

ff

    

 5

p

    

    

 5





    

 5



f

p

    



f

 

mf

p

    



mf

    

mf f

p

    



mf

 

f

p

    





p

    



mf

   

p

   

mf

 

mf

          

f

mf

   

f

             f 3 p p

3

         3

3

3

        3

 

gedehnt

3

        3

p

        mf p

f

f

         

f

         3

3

f

3

        

fff

Kb.

f

         

fff

Vc.

3

fff

3 ff

         



fff

 

3

R

y

    

 

ig h

Vl. I

tb

mf

       



fff

Pos.

3

ic o

  

ff

gedehnt

         

 fff

    

mf

 fff

3

mf f

 

   

 



er lin



3

p

      mf p

iB



  

rd



 

gedehnt

    

 

f

   



p



lo

ff

           mf f p p

sa

 

 

ru





3

pe

Fg.



3  3           f fff mf 3

-F or

T. Sax.

ff

    

mf

   

gedehnt

 



    



gedehnt

f

3 ff

3

f

   

3 ff

gedehnt

         

3

        

 fff

mf

    



 



  

 

y

15

nl

12

mf

ff


f

ff

 mf

 

f

3

ff

          3

gedehnt

Kl.

5

mf

p

gedehnt

          5

3

5

mf

Eh.

     

gedehnt

       

5

p

f

     

ff

5

mf

      ff

     



solo

    

mf

 



mf

gedehnt

 

3 5

ff

gedehnt

   

ff

Hn.



f

 p

mf

ff

    

    5



ff

  p

3



   



mf

f

3    

 

ff

gedehnt    

ff

p

 

3

p

gedehnt

ff

mf

op

yr

Vl. II



C

Vla.

5

ff

  gedehnt      

mf

ff

 5

3

mf

5

mf

 5



3

mf

5

ff

        

mf

 5

Vc.

mf

ff



3

        

5

mf

 5

mf

ff

3

 5

mf



ff

    ff

mf

ff

     



mf

ff

   



mf

ff

ff

   



ff

ff

   

mf

ff



ff

   



ff

   

gedehnt

p

ff

   

gedehnt

3

mf

   

mf

mf

     

gedehnt

         

f

    



3

p

    

gedehnt

     

ig h

5

  

f



  

mf





ff

   

f

 

solo

f



R y



tb

 Vl. I 



1.

ic o

p

3

Pos.

 

    

mf

rd



ff

f

iB

  



   



Tpt.

f

ff

mf

gedehnt

Kb.



   

   

sa

         

p

er lin

Fg.

f

      ff

ru

mf

      

pe

 

5

-F or

T. Sax.

3            ff

lo

gedehnt 5



ff

mf

ff



ff

      p

    

 mf

ff

5

 

ff



y

   

17

nl

63

 Fl. 



13

ff

   



mf

ff

   pp p

   

mf

f

   pp p

3

p

   

mf

f

    pp p



3

mf

f

3

p

     pp p

mf

f

p

f

p

f

p

 ff

p

 ff

p

 

p

ff

   

mf

  

  

      pp p



3

p

  3

f

p

  3      

f

ff

ff

f

p

p


6

ff

Eh.

     

6

ff

 

p



 ff

 3

 

           

p

ff

 3

            

6

pp

q = 54, breit

ff

q = 63, wieder wie    vorher, treibend

            

ff

6

     

  

  

5

ff

          

    

ff





ten.

5

ff



     



ten.

    ten.

   

    

 

       

  

5

    

  

ff

Hn.

6

   

   

-F or

Fg.

 

ten.

    

ff 6



ten.

5

6

ff

 

5

    

ff

T. Sax.

   



ff

          



5

ff

          

ff

Kl.

    

  



nl

sa

   

    

y

 = 63, wieder wie  qvorher,  treibend   

q = 54, breit

ru



pe

68

 Fl. 

18

lo

14

5

   

 

 



ten.

 

ten.

 

ff

er lin

6

ff

Tpt.

ff

ic o

ff

Pos.

yr

op

ff

C

Vla.

  ff

R

ff

p

ff

p sff



pp



     

p

ff

p sff

p

 p

pp

ff

3

p

  

ff

p

ff



3

p

ff

6

   





  ff

p

3

      ff

p

ff

3

p

6

 



ten.

ten.

6



    

6



6



   

   



 



ten.

  ten. 

  

   

   



ten.

5

   

  

5

ff



ten.

5

     

  

  



     

ff

    ten.

5

ff

6

  

5

ff

 

   

    

    

  

            ff





5

ff

 

      5

ff

            ff



5

              ff

5

    

  

Vc.

Kb.

          

ff

3

ff



ten.

ff

      



p

 ff



6

 = 63, wieder wie  qvorher,  treibend 

q = 54, breit

ff

Vl. II

   

ff

           

y



ig h

 Vl. I 

tb

6

           

rd

 

          

      

ff

iB

    

          

   ten.


         

Eh.

3

5

5

ten. 3

    

 

p ff

3

3

5

3

ff



3

3

ten. 3

ff

     

5



ff



  

           ff

   ten.        

ten.

3

 Pos.

3

3

   ten. 3         

ten.

Klav. I

ff

3

   ten. 3         

Klav. II

3

ten.

op C

Vl. II

Vla.

 

3

3

          ff

5

         

ff

3

3

3

3



  

ff

ff

ff

ff

ff



mf

p

 

5

ff

3

   p ff

3

p ff

   



ff

mf p

 

 

3

mf

 

  

 5



p

ff

p

f

3

   

p

ff

5



p

ff

 

mf

mf



 

ff



mf



ff

ff

mf

 

3 ff



3 ff 3

 f



mf

3

ff

f

    mf

  mf



ff



mf

ff





mf

   

ff

ff

 



mf

f

 

ff

mf

 

ff

mf

 

ff

 





p

p

 

  mf

  

 

  

3 ff

p

p

3 ff

 

3 ff

p

p mf

 

 f

 mf

3 ff 3

 f

       ff

mf



 

ff

mf

 ff





ff

mf

 

ff

mf

 



p

  

mf

        3



 

mf p

mf

 

     

p

mf

       

3

mf

     

p

p ff 3 mf p

      



ff

p

     mf 

mf p

3

3



3

p ff

mf

  

p



ff

mf

3

p ff

     

      

           

5

p

mf

           

5

5

p

ff

5

 

p

  

       

      

   

f

mf

 5

    



mf

mf p





ff 3

p

        

 



mf

mf p

p

  

  

         3

5

mf

mf



5

 

p ff 3 mf p

 

5

5



  

5





mf

p

         



  

p

  

  

5

        ten.    ten. 3



mf

f

 

             ff mf      p

ten.    ten.        

3

Kb.

5

ten. ten.           

3

Vc.

5

ten.    ten.        

3

ff

3

  

3

5

ten.

yr

 Vl. I 



5

           

ig h

ff

   

ff

tb

ten.

          ten.    ten. 3

5

ff

 

p

mf

  mf

ff





   

3 ff 3

3

5

ten.    ten.        3

   

mf p

mf

ff

 

p

  

3 ff

mf

p

5

    

3

p ff

iB

ten.    ten. 

ff

     

mf p

             p ff mf

rd

3

R

Tpt.

3

y

  

5

5

3

ic o

ten.

3

Hn. 3

ff

 

3

     

5



ff

5

          

ten.

  

5

5

ten. 3



p

ff

 

p



3 ff



              5

 

p

mf

p



5

ten.    ten.         

 

ff

        ten.    ten.

T. Sax.

Fg.

3

mf

er lin

Kl.

      

mf p

3             p ff mf

5

ff

ten.    ten.        



y

ten. 3

ff

5



nl

3

 

     

sa

3

      

ru

ten.

 

pe

ten.

        

-F or

72

 Fl. 

           

20

lo

19

15

   mf

    ff

 ff

mf

  mf


16

 

f

3

 

pp sub.

p

pp sub.



    p

    f

3

ff

 

3

p

ff

f

 

   

 

  

3

p

ff

Klav. II

 

    f

3

f

ff

 

C

Vla.

 

pp sub.

3

p

 

3

pp sub.

3

ff

3

p



p





pp

3

pp sub.

3

pp sub.





 





 

 q = 80 mit zurückgehaltener Energie 

5

         5

hochreissen

5

ff

hochreissen



 5

 

hochreissen              

Energie  q= 80 mit zurückgehaltener    

 

 

pp



pp









 

 

 











 

 

 

pp



pp

 pp

 

 

   

 

5

ff

5

hochreissen         

ff



  

  

ff

 

5

             

pp sub.

ff

 

   

ff



hochreissen

 

ff

   



ff



 

p3

ff

    f

Kb.

3

5

ff

p           

f

Vc.

ff

  

f





pp

          ff

pp sub.

3           

f

3

 







5

hochreissen

ig h

yr op

f

Vl. II

   

    3

 Vl. I 

p 3

ff

 





      

  

ff

R

Klav. I

ff

5

hochreissen            

y

3

  

ff

ic o

f





hochreissen

pp sub.

tb

   

   

hochreissen

Pos.

     

    

ff



pp

5

hochreissen

pp sub.

 

5

hochreissen

pp sub.

     

   3

3 3

    f

  

p

Tpt.

pp sub.

iB

ff

 

rd

  

f

3

   

hochreissen

ff

Hn.

5

ff

p 3

3

         

pp

y

p

ff

5

ff



nl

3  3         

f

hochreissen        



 

hochreissen

   

ff

lo

ff

5

 



sa

3

hochreissen

ff

p



5

        

          pp sub. 3 ff

  



pp sub.

p

ff

Energie  q= 80 mit zurückgehaltener   

ru

     

  

f

Fg.

3

   

pp sub.

ff

3

          hochreissen

pe

T. Sax.

 

f

f

 

p 3

  

Kl.

ff 3

Eh.

3



-F or

f

 



er lin

75

 Fl. 

 

21

 




17

22

79

 Fl. 

 q = 63 

 







ff non legato

ff

T. Sax.

5

 

 q = 63



ff



    

 

    



    





5

    

 

ff



 

ff

Marimba

 q = 63 

ig h

 

yr

 

 

op

ff

Vl. II

ff

Vla.

pp

     

 

ff

pp



pp

pp

5

 

5

 

    



5

pp 5

ff

ff

 

 

 





    

pp 5

   

 

 

5

   

    



ff

    





5

pp



5

 



     pp

 

ff

5

   



    



      

pp 5

    

 

   

ff

  

pp

 

 

5

 

ff

pp

ff non legato

 

5

5

pp

 

   

 



   

    pp

pp

 

   





pp

ff

ff

ff

    

    

 

 

 

5

5

5

    pp

      

 

ff

  pp

ff

pp



5

pp

5

5

5

ff

5

 

ff

    pp

      

 

ff

  pp

ff

pp



5

pp

5

5

5

ff

5

 

ff

    pp

      

 

ff

  pp

ff

pp



5

5

5

       

ff

      pp

   

       

ff

      pp

   

       

ff

5

 

ff

 

     

ff

5

       

ff

Vc.

   

ff

5

  

         

  pp

 

     

pp



5 ff

 

 



5 ff non legato

 



ff

pp

  

5

pp

ic o





ff

ff

   

rd

 

 

pp

ff non legato



5

  

ff

pp

R

Klav. II

C

 

pp 5

y

 

Kb.



ff

mf

 Klav. I

tb

Vl. I

mf

Pos.

Schl.



    

ff

ff

 



ff

pp

 

5

pp

ff 5

ff

Tpt.

5

pp

 

ff

pp

     

ff

ff

Hn.



ff

 

pp

iB

Fg.

pp

 

y

  

 

nl



ff

5

  



lo

sa

pp

 

ru

 

ff

Kl.

5

  



pe

-F or

 

er lin

Eh.

pp

5

      pp

ff

5


18

23

q = 92 e

(q

83   Fl. 

e)



24

 h = 80 

 

 

  

3

3

ff

Fg.

   

   

ff

q

      



   

ff

pp

ff

pp

p

   

p

ff

 

   

      

ff

 

mf

mf

mf

iB

ff

ff

 

ff

mf

rd

  

tb

y

      Schl. 

3

   

  

ff

mf

ic o

 

3

   

  

3

ff

   

   

ff



ff

    

     

   

   Klav. II

   

R

Klav. I

 

     

   

p

ff

     

  

ff

mf

p

     

pp

   

Pos.



3

3

ff

pp

ff

Tpt.

= 92 e)

         

ff

Hn.

3

 h = 80 ff

e

y

 

(q

3

ff

ff

 

mf

nl

   

3

pp

  

ff

lo



ff

T. Sax.

   

sa



3

3

         

ru

pp

3

pe

 

-F or

ff

Kl.

  

 

er lin

  

Eh.

ig h

q = 92 (q e e)

yr

   Vl. I 

op

ff

C

Vl. II

Vla.

   ff

ff

 

  

 

ff

   



ff

    



 



 

 

mf

   



   ff

  

mf

  

ff

  

 

mf

   







ff

  

  



    ff

ff

pp

(Klang!)

 

mf

 

p

ff

  



p

   

         

   

p

pp



pp ff             pp

ff

Vc.

Kb.

ff



pp

  

 

 h = 80 

 

ff

   

    ff

3

3

    mf

3

   

3 3 pp, ist eben noch zu hören


pp

  

 

 

  

 

5

pp

T. Sax.

pp

      



  q = 63  pp

 

   

 

 

    

 

   

 

 



 

    

 

  

pp

Tpt.

    

 

  

 

 

5





      

Klav. II

 

 

 

  

5

 

 

tb

ig h

yr

 

op Vl. II

 

Vla.

    

5



 

 



 

 

   

 

 

    

    

    

 

  

5





       

5

   



    

   

 

5



   

 

  

  

  

 





 5





       

       

 

 

 

      

p

     

5





5





 

   

     

  

 

 

  

 

  

 

5

     5

 

  

   

  

   

  5

 

  

5



5





    

   

 

 

 

5



     5

     5

 

a

5

 

5

a

ff

5

  

ff

 

    

         

 

ff

 

5

 

5

  

 

5

ff

 

 

  

    

    

5

   

ff

    

 

5

ff

 

a

5

  



ff

5

5

 



5





  

    

       



5

ff

5

5



 

   

 

5

5

ff

      

5

5

 

5

     5

pp

pp

f

    

 

pp

Vc.





5

pp

 

a

 

pp

 

 

    

  q = 63 

Sop.

  

5

pp

 

5

   

pp



 

ic o

Klav. I

  

ff

rd

 

  

 

5

pp



y



 

ff

5



pp

Pos.

    

5

R

5

5

pp

   

 

5

ff

5

   



 

5

      

er lin

ff

5

  

 

5

ff 5

pp

C



5

5

5

Kb.



 

5

ff

      

5

  

 

pp

Hn.

Vl. I

5

         

ff

5

iB

Fg.



5

         

5

5

 

5

pe

Kl.

y

5

    

 

5

ff

         

nl

5

    

 

5

      

    

 

5

pp

Eh.

sa

    

 

ru

  q = 63 

-F or

88

 Fl. 

26

lo

25

19

       

5

   

 





 5





       

5


20

5



   

 

 





5

  

    

Hn.

5

  

 

    

Pos.

 



5





  

 

 

5

 

 



5



 

Vl. II

C

  

ig h

op

yr

    

   

Vc.

 

5



  

    

5

Kb.

 

   

 

  

  

    

5

     

  

    

    

  



5





 

 





5





 

  

   

   

    

   

  

         

 

 

  

5 5





5





 

 

 

 

   

  

 

 

 

  

 

5

     5

 

 

  

 

  

a

    

   

    

  

a

  



5



    

 

    

5

 

  

   

 

 

 

5



 

5

    

 



 

 

   

    

5

     

 

5

5

 

5

  

    

5

     

 

    

5

 

   

5

5





5

    

 

 

a

5

 

  

 

 

5

      

 

  

5

   

5

5



5

5

 

5

5

 

 

  

    

      

5

5

5

     5

  

 

rd

 

5

 



 

a

    

  

Vla.

 

  

5

 

Sop.

Vl. I

 



   

5

    

 

y

Klav. II

  

R

  





ic o



5

5

     

  

      

tb

Klav. I



 

     

 

 

5

5

 

5

  

5

      

5

5

 

 

    

5

Tpt.

   

 

5

     

   

 

  

 

5

5

5

5

       

 

5

         

-F or

  

 

5

       

er lin

Fg.

 

 

iB

 

T. Sax.

5

         

5

5

5

y

  

 

nl

5

    

 

5

         

 

lo

  

   

    

 

5

5

Kl.

sa

5

       

Eh.

    

 

ru

pe

    

92

   Fl. 



   

 





 5





     

5




21

       

Kl.

5



5

ff

5

         

T. Sax.

 5

5

ff

5

    

5

       

  



5

5

       

ff

Hn.

5

5

       

   ff

        

               



5

5

5

5

5

         

 

 Klav. II

      

ff

5

 

 

 Vl. I 

op C

Vla.

        

Kb.

      

   

  

                           



5

     

5

ff





5

5

       





5

     

 5 5

    

  

wie aufgeklapptes Cluster 

         

 



5

5

 

5

5





5

   



 

5



5

5

     

         5

5

                                 5





5                              

5

5



5





  5

 



5

5



5

      

5

5

   

5    

 

                 

     

5



      

5

    

5

   



5

5



5

                                            

5



ff

Vc.

5

5

ff

5

5

5

5

        

ff

5

5

yr 

Vl. II

wie aufgeklapptes Cluster

       

ff

       

5

  

5

ic o

5

ig h

 

5

R

ff

     

y

Klav. I

 



    

  

rd

5

ff

iB

ff

 

5

5

er lin

 

tb

Pos.

 

   

ff



5

5

5

5

             

 

5

  

    

             

5

5     

5

Tpt.

 

5

5

ff

5

5

         

5

5

    

 

      

ff

5

  

 

               Fg.       



5

5

 

5

 

5

5

5

ff

y

5

nl

5

        

lo

5

                   

Eh.

5



ru

ff





pe



       

    

-F or

96

 Fl. 

 

sa

27

 

   



5

 

   5

  

5 5

        






28 

5

5

         

5

    

 



 



 







5 5

 

 

  



5



 



5

 

 



   



5

    









  





5

 



   

 



     

Kb.

 ff

 

5

  





           





 

5



      



















 







 









 



 













 



  

X 

ff so lange wie möglich

 a

























5







  







  



5



       



5 5



      

5

X



    5

5

5 5

5

5

 

 

5

5

Vc.





 

ig h





5

5

       







yr op C

Vla.

      





         

                                                                 Vl. I  5 5 5 5                                                       Vl. II  5







 

5





 

5



5

5

 







iB

rd

     



5

 

R

Sop.



     

  

5



  

y

5

5

 

          

5

tb

Klav. II

  

 

 

5



5



 

5

ic o

Klav. I

 



5



5







 

5



5

5





er lin

 Pos.



 

5

Tpt.

 

  

 

Hn.



5



-F or

Fg.

 





5

5

 



y



nl

5

   X 

lo

5

T. Sax.

     



 

sa

Kl.

      5

Eh.

  

ru

98

 Fl. 



29

pe

22











   

 





  5 5

 

flag. (Klang)

  



 5

 






23

Hn.

     5 5

 Pos.

ff 

5





 

Klav. II

 

op C

Vl. II

Vla.

  ff

 



Kb.



 5

 

ff

 

    

 





 

 

        

  

pp

     

    

    

5

                    



 

       

 

5

 

5

 

 

5





 

 

 



 

pp

 

    ff

 

pp

5





ff



       5

 

 

 

pp

5

 5

ff





ff



   

   

    5

5





 

 



       

 

 

5

5

 (q

h = 66 w

)

pp

a

(melodische Phrasen:

 

 

pp

  

pp

5

 





ff

  

5



 pp



pp

  

  

  pp

5



pp

 

ff

 

5

5

ff

 

 

ff

  pp

 

ff

 

      

pp



 

      

5

y

5

pp

   

 

5

ff

 

  5



   

pp

  

   

       

  

h = 66 w

)

5

a

pp

 (q

            

  

ff

  pp

pp

5

5

 

 

ff

      

5



 

pp

5

ff

 

 

5

ff

pp

5

  

pp

 

  

               

5

a

ff

  pp

  

  

pp

5

5

nimmt Picc.

       ff pp   5   ff 

ff

    



5 5

5

a

      

5



p



 

ff

Vc.

5

 

5

ff

 

 

ff

 

5

ig h

 

yr

Vl. I

5

 

       

ff

   Sop.

5

 

    

5

      

ff

y

 

tb

Klav. I

5

 

 

5

5

5



pp

5

                   

5

ff

 

                  

5

       ff         

     

5

ff

 

ff

    

  ff 

         ff pp   5     ff 

pp

    

5

Tpt.

 

5 5

5

    

ff

5

5



ff

 

5

                  

pp

 

lo

  

5

ff

 



h = 66 w

)

sa

 

ic o



pp

5

ru

pp

R

Fg.

         ff pp   5     ff 

       ff          

T. Sax.

5 5

       ff pp   5    ff  5

 

-F or

 

er lin

Kl.



iB

5 5

ff

Eh.

 

 (q

pe

 

 

rd

102

 Fl. 

  

nl

30

pp

5


Ausklang des Großseufzers

31

"A—————————————lle nämlich..." T1-109 T110



p

 

Sop.



f

 





f









mp

     

mf





pp





sf mf



     

Sop.



f

mf

32

 q = 66

110

p

f



  

Ausschmückung

  



 q = 76    

ff



6

ic o

ig h

 q = 66 pp

yr

op

die

C

von

  q = 76 

120

1)

 2)

fff

Schl.



1)

Er

    

      

 

     

  

33

 q = 76  

mf

 

p



f

   

 



109



2)

 



fff

6

p



fff

  



5

f



ff

     

6



3

 q = 76

mf

6

p

 q = 66

 q = 66

6

pp



Him - mel

 q = 66

       

pp



wa - ren schreck - lich, 1) nur Metall, jeder möglichst zahlreiche und unterschiedliche Gerätschaften 2) dunkle Fellinstrumente

 

 

schreck - lich



  q = 76  

  



stamm - ten

ff

35



  



3

         

fff

    

und

plötzlich sehr achtsam

pp

     acc.         

 q = 66

- de

3

6

pp

  q = 76  fff

  

5

5

mf

plötzlich sehr achtsam

  

34



Sop.

R

tb

  



               

 q = 76

y



ff

näm - lich

Schl.



 q = 66





al - le

Sop.

f

 

rd

pp

115

 

er lin

 q = 66



iB



 

T. 112 (Schl.) Auf reichhaltigem Instrumentarium (Idiophone, Membranophone, Metallgestänge, Holzteile u.a.m.) im bunten Wechsel diese Lineaturen nachzeichnen. Immer sehr hart und trocken.



          

Ausschmückung des Schrittes zum fis2

pp

Schl.

Sop.

ff

  

-F or

 



pe

Ausschmückung

f

 f

p

 

 gezogen





pp sub. f 108

    

f

 

  

p

pp

 

mf pp

sff

pp

y

f 107 

p

nl

 



ff

(Vorzeichen gelten nur für die folgende Note) Phrasen ...

Sop.

pp

lo

f

  

sa

X

106

ru

24

  q = 76 

      

ff





ge - wal - ti - ge

   

6

3

3

 


pp

 

f

 

2 3 5

 

(= Cluster wegschleifen) f

f

f

 

pp

 





p

  

pp

f

3

pp

f

    

 3

       f

    

  

p

mf



p

 

   

f

f

fff

     

           

 

  

ig h

 

  

f

ff

mf

ff

op

      

ff

 

 

fff

p

ff

  

    ff

R

fff

fff

fff

 f

 

  ff

 

ff

  ff

  

   mf

 



 

ff

fff



   p

mp

  mf

 

pp



 

    

  

ff

     

 

 

 

 

 

fff

 

fff







f



 

   

  

 

  



  

   

ff

ff

 

 

Vordersatz

p

mp

 f      

p fff mp

  

  



ff



p

ff

mp

mp

fff

p

f

mf

 

  

    

    

               

p mf pp

  fff

   

mf pp

mf

ff

 

p

37

   

         

   

 

(p)

  

mp

 

 



2 3 5

fff



p

f

ff

 f  

 



mf

p

 

yr

mp

  

tb



ff

 

R

mf

ff

f

p

y

p

ic o

36

rd

iB

er lin



 

fff

          mf

   

ff

f

p

mf



 

pp

  

ff

f

  

129

C

   

    f

Klav. II



3

ballen repetieren



f

3

     f        

pe

p

ff

 mf        mit Hand-

 5

    

          

f

Klav. I

  



pp

ff

p

       

f

ff

 

pp

f

3

y

  

Klav. II

p

pp

  



f

f

  f

ff

   

nl



mf

 

-F or

     

3

f ballen repetieren

f

f

fff

                mf ff

lo

 mf5        mit Hand-

p

ff

 f   

 

 

f

sa

Klav. I

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

f

(= Cluster wegschleifen)

ru

125

   

ff



 e = 100  

25

ff



 

p

R

  

mp

(p)  fff

p mf pp

   

   f

fff

ff

 

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

mp



   mf

ff

mp

   ff

ff

    

 

    

f

Vordersatz


38 

      f

 

p

  

  

  



   

mf

   

ff

p

ff



ff

  

  mp

ff

mp

   

ff

         

  

    

  

p

  

fff

mp

       

p

ff

   

f

  mf

    Klav. I

 

mp

   

fff

f

  

ff



 

  

   

  

   

fff

   

  

     f

 

 

 

 

  

  

mf

  

 

 

  

mf

   

 

39 

Sop.







Kin - der,

X 



  



ff

mp

 

mf

      f

  

ic o

völlig "ausrasten"

 



  

   

 

ff

Nachsatz

f

f

p   

f

 

   

Tempogrundierung: q = 69

m

ff



      

p



1)

a

m





pp



)

1) Dieses cis3 ist der Hochpunkt der Melodie, er kommt aber nicht zur Geltung, weil er von einer Reihe von „Ersatz“-Wendungen abgedrängt wird. Erst in der Korrektur des Schlusses, siebtletzte Note vor Doppelstrich, realisiert er sich.

R

 

   

fff

f

LIED, Grundstruktur:

(

mp

ff

ff

Kin - der

  

       

     p

rd

140

 q = 66

           mp

p

        

  

p

LIED 1

40

ff

    

  

ff

  

   

fff

f

p

sa

f

 

 

 

 

ru





 

mp

pe



Klav. II

 



ff

      f

-F or

 



  

   

Anhauch von Melancholie...

er lin

  

 

ff

Nachsatz

iB

 



 



   

  

fff

ff

f

f

  

f   

  

f

fff

  

   

abfangen fff



y

  

Anhauch von Melancholie...

nl

134

 q = 56 

abfangen

lo

26

Sop.

  

mf

pp

tb

ff

y

aus der Entspannung hochschnellen

  

m

p

  

p

f

    



"abgesenktes" LIED-Ende

ff

 

p

 

a

yr

Tempogrundierung: q = 84 acc.

143

op

Sop.

C

 

  

mf

ig h

a

ff

p

 

und

 dem

f





Va - ter

von

ff

   

ff

f

f mp

ppp

ppp

     



 m

mf

f

   federnd                               mf

f

p

p

An -

fang an ein

Greu

p

-

q = 58



el;

 q = 46

144

Sop.

q = 63

ppp



kaum



 war

ei - nes



sf

p



ge - bo

-

     

ren,

q = 84 p



ver - barg

 

ff

Sop.

Schoß

 

mf

   

 

      

mf

f

f



   

der

Er

-

p f   

de,

ließ

p

 

 

sie nicht

ff ans

mf



Licht

         sie U - ra - nos  mp

p

 

 

und

sf

    

al - le

mf

mp

 

 

freu - te

sich

noch

im




27

Sop.

 

pp

sei -

 Vla. 

 f

2. 

Vc.

  

f

pont.   

  

pont. 2.   

 

f

 

 

pp



  

pp

  



f

 

f

Kl.

 

  

f

Tx.

Hn.

   

pp

 

f

  

f

  

 



p

 

Klav. I

  

op Vl. I

 

   f

f

 

f

pp

p

 

 

Vc.

 

rd

f

     f

f

p

  

p

 

 

 



  



  

 

 



  

f



 

f

       

      

   f

    

pp

 

       

p

pp



pp pp

f

  

 

p







-

tat.

 

       

f

p

pp

 

pp



pp

pp

Un

pp

p



pp

pp

  

f

p

pp

       f

  

    

f

pp

pp

f



f

p

pp

  

p

f

 

pp

pp



pp

p

 

pp

pp

 

p

f

Kb.

  

  

pp

p

 

 

p

pp

ner

f

Vla.

p

   

Marimba

yr

Sop.

ig h

 Schl.  

pp

ic o

f

y

tb

Pos.

p

     

R

pp

 2. 

f

    

f

 Dpf. 

pp

 

 



  

 

pp

-F or

er lin

 Picc. 

 

iB

150

  

p

p

f

  

  

f

 

 pp

  

    

p

f



pp

  

42

C

pp

  

  

  

p

f

pp

  



 

pp

 

 

p



  

f

f

pp

 

f

Kb.

  

f

Dpf. 2.   

f

pp

 



  

y



f



nl

  

  

lo

Pos.

 h = 66

sa

Hn.

 

 



ru

147

 Tx. 

  

pe

41

 h = 66

  

       

 pp

f



        f

pp


 

f p

pp

Kl.

 

Fg.

 

 

 

pp

  

    



 

 

 

 

  

 G.P. 

 

Tpt.

 

f p

Pos.

pp

  

 

 

 

R

tb

ig h

yr

 

 

op

 





f p

pp

y



Sop.

C

f p

Schl.

 

 

f p



  f

pp

 

pp

 

  

f

 

  

pp

pp

ic o

  

rd

Vl. I



f p

Klav. I

 

f

 

  

iB



er lin

 

 

pe

-F or

 

Hn.

pp

pp

f





f p

Tx.

  f

Eh.

 G.P. 

 G.P. 

  



pp

Vl. II

Vla.

 

 

 

f p

Vc.



pp

Kb.

f

 

 

  

 

    

y

   

nl

 Picc. 

 



lo

152



sa

43

ru

28

 

pp


44

156

 Picc. 

 q = 56





45



     

29





ff



pp

Tx.

pp

Fg.

 

 q = 56



ten.  



pp

p

ff

pp







 

pp

p

ff



ff

ten.



p

Pos.

 q = 56 



mit großem inneren Druck "schieben"

Die

rie - si - ge

ig h

 Vl. I 

y

 

tb

Sop.

mf

yr

op

Vl. II

ten.

 



pp

o. Dpf.



 p

mf

    

 ff



 ff

     



 5

mf

ff

ff

ff





pp

 

wur

ff





ten.

a - ber

ten.

f



ff

mf

 

5

 

ff

Er - de



mf

mf

 pp

     

       

 pp



p

ff

ff

-

de

pp



pp

ff

ten.



 p

mf

mf

ff

ff

    

pp

 pp

ff



 pp

mf 5

      

pp

ff

Vc.

ten.



ff

Kb.

pp 

ten.

C

Vla.

ic o

R



iB

o. Dpf.

rd

ff

 pp

p

Tpt.

mp

er lin



ten.

ff

5

-F or

ten.

Hn.



 mf

 pp

y

Kl.

nl

pp

lo

sa

ru

pe

Eh.

 ten. ff

 p

ff


     

ppp

Eh.

fff

ppp

pp

fff

Kl.

fff

pp

 

Tx.

ppp

Fg.

 





 p

fff

 



fff

pp fff



fff

fff



fff



tb

y



R

Schl.



ic o

 

ig h

Sop.

  Vl. I 

ppp



im

In - ne - ren

  

yr

ppp

op

Vl. II

Vla.

5

5

 

5

ppp





ppp

5

ppp

  ppp



   

 

ppp

 

 ppp

f



ppp

f



 

 



fff

 fff 



p

fff



fff

 



fff

pp

fff

pp



 

pp

5

     

fff

drängt,

5

       fff

-

5

       fff

5

      

be

5

      

pp

fff

 

      

pp



pp

 

fff

f

 

hell, metallisch

fff

f

ppp

fff

Vc.

f

fff



p

f

aus dem Instrumentarium von T. 112 hell, metallisch

p

f



ppp

     

rd

iB

f

fff

C

fff

Pos.

Kb.



ppp

er lin

      

Tpt.

 

      

 

     

5

      

fff

Hn.

     

fff

f

fff

pp

      

5

      

5

     



ppp



pp

f

 

y

nl

lo

sa



ru



47

-F or

162

 Picc.  

46

pe

30

f

ppp

f




169

 Picc. 

mf



pp



mf

pp

 







Tpt.



ic o pp

und

ig h

  

mf

tb

stöhn - te

er

-

yr



pp

sann

   

 

f

fff

pp

fff

pp



ff

pp



ei

-

nen

-

 

sen



 



 

 

pp

f



 

Vc.



  pp

pp

Kb.

 pp



pp

gest.



f

pp

f

 



pp

pp

C

 







pp

R



y

pp

Pos.

iB

rd

 pp

er lin

-F or

Hn.

op

nl

  pp

lo

Fg.

sa

Vla.

pp

f



fff

fff

Vl. II

  

Vl. I

 

Sop.



 

 

Tx.



ru

Kl.





pe

Eh.



49

y

48

31

 

 

 pp

  pp


 

 

 

 

   

 

 

  

177

 Picc.  

Eh.

Kl.

 h = 84

  

 

 

 

 



 

 

 

  pp 

pp

Fg.

 



 



 

gest.



 pp

f

 

  fff

pp

fff

pp

ic o



  

ig h

tb

  Vl. I 

y

R

Pos.

op C

  

 



  

Kb.

  



 

  

 

 



f

fff

 h = 84 

 

pp

pp

fff

pp

fff

pp

ppp



 pp

 

 

 





 pp



 













 

 

  

 

   

 

p

 p



ppp

 

 pp





fff

fff

 

  

f

Vc.

pp

fff

  

yr

rd

f

iB

 

ff

ff

Tpt.

Vla.

-F or

Hn.

Vl. II

ppp

 

 

  pp

er lin

sa

ru

pe

lo

ppp

Tx.

y

50

nl

32

 h= 84 











pp

  pp





 







pp



  







pp

 pp

 

 

 

 




  

Tx.

Fg.

 

 

e.t. h = 72

3

 

  



 

 





           





fff

3

       



ff

 

Hn.



3

3







 





 





 h = 72

3 fff

3



3

 

  

 

 

 

 mf

Pos.



     

6 Tom-toms

 

  

Schl.

tb 

yr C

op

Vl. II

Vla.



3

3

e.t. h = 72 3

3

 

 





 

  

mf

3





Kb.



  

 

 

 





3

 

3

3

3

3

3

fff

3

           

           

mf 3



3

3

 

           

 

fff 3

 h = 72

3



 ff

Vc.

3

mf

 

     

3 fff

Metallische Klänge 3 

3

fff 3

mf

   



3

fff

3

3

           

mf

 



3





fff

3

fff

 mf

3

3

 p

fff sub.

 

 

 





fff

3

3

3

           

mf

mf

y

ig h

  Vl. I 

R



rd

ic o

3

fff sub.

er lin

 

3

fff

iB

 

p

            3 mf



mf

mf

Tpt.

3

y

 

    

3

3

mf

mf

 

3



sa

 

ru

 

pe

Kl.

 

-F or

Eh.

 h = 72

nl

184

 Picc. 

52



lo

51

33





ff

mf

 p




53 

f

 

 q = 56

       

fff mf

f

Tpt.

f

fff mf

fff mf

ff

Metallische Klänge

  





   

fff mf

       

ff

 q= 56

fff mf

lis

     

y

gen

ig h



f

C

     194

Tx.

 (q = 56)

mf



Sop.





 

ment des

 200

Sop.

wies sie

grau - en

ih - ren

völlig "ausrasten" f

pp

  

ff



  

 

Rasch er schuf sie da - a



pp



- s E - le -

 

pp

pp

 

  

  pp

fff mf

  

    

op

Kb.

 

fff mf

   

yr



An - schlag.

          f

Vc.

f fff mf

pp

tb

Vla.

fff mf

-



R

f

ti

f

fff mf

       

-



ic o

       

f

Vl. II

pp

 Vl. I 

er lin

  

rd

   

iB

6 Tom-toms



pp

Sop.

knapp nach KoloraturBeginn des Soprans

fff mf

 (q = 56)

       



 

 

       



       

Schl.



nl



f

pp

Pos.

fff mf

f

Hn.

lo

sa

Fg.

ru

Tx.



fff mf

       

Kl.

 (q = 56)

y

f

54



      

Eh.

 q = 56

pe

189

 Picc. 



-F or

34

   

 



55

 G.P.   G.P.

 

Stahls,

 

mach - te

ff

 lie - ben Kin - dern und sprach m

 

pp

   

ff



  

ih - nen m



 

ei - ne

pp

Mut zu, denn



gro - ße



       

ff

 groß m

m

  

 

 

Si - chel, ten.

  ff

pp



war der Groll

a




  

   

  

   

  

   

pp molto espr.

3 pp molto espr.

 

  

poco

3

3

3



 

 











Dpf.







pp



  

poco

Kl.

Tx.

Eh.

3

pp





nimmt Bkl.

 

pp

Sop.

Vl. I



  

pp molto espr.

pp

ih - res

 

Her -















 

 

214

X

Sop.

LIED 2 mf

p



Ihr

pp

 

Sop.

mei -

ff

 

ig h

 



op

mf



f

 



   

ihr













p

     

plötzlich extrem ausgedehnt: c.15"... f

pp sub.

   

und



ei - nes

    

p



pp

pp

    

Kin -

-

mf p

Kin -



 mir

q = 69

pppp

ge - hor

216 mf



-

chen,



 tat eu - res Va - ters die Laute und Silben verschleifen





ver - gel - ten.

so

q = 69

pp

f







Er

hat



näm - lich

p

 

kön

-

 als

 





     nen

ers - ter

wir







sich

die schimpf - li -

wollt

 

f

Schand -

pp

   chen

p



die



    

attackenhaft ff sehr lang

f

p

pp

der,

mf

sen Va - ters

   

  

der,

p

 

 lo

mp f sub.

  

der,



ruch -

ppp

ff mf   

ppp

LIED 3

streng im Takt





q = 56

mf

p

ne

215 ppp

yr

Sop.

 

abgeschreckt f  

tb

Kin -

Sop.

y

C

mit Nachdruck



Rede der Mutter Erde q = 69

 pp

57

iB





rd

zens:



pp



ic o

Vc.



pp

pp

   



poco



R

Vla.



3

pp molto espr.

q = 56

f

3    

3

   

3

   

Vl. II



er lin

pp

poco

q = 52



3

  

pe



3   

    3

3

ru

Dpf.

-F or

Tpt.

y

q = 56

3

3

3

nl

 

q = 52

lo

Picc.

56

sa

206



35



Wer - ke



aus - ge -

 q = 56

Die Halbe Note c'' immer etwas hervorheben, etwa durch vibrato-Losigkeit o.ä. gestochen

217 pp

Sop.

  

 

 





 

         



pp 218 sim.

 



da -

 219

Sop.

 

pp

  

sim.

wegwischend, rasch a tempo

resigniert

 f  pp           

220





  

 



mf

   

f

pp

  

pp  f     



221 pp





rasch, wie vorn f a tpo.

 


36  

pp

Sop.



    

 

  



pp 

f

  

  



Ende "Rede der Mutter Erde"



- cht.



222



So sprach sie,

LIED 4



 

Sop.

doch

le

     

 

und



 

      p f



  

f

   Nebenbemerkung



                

     

   

     

pp

      

 

mf

f

mp

ff



Furcht -

er - griff

q = c.76

mp beruhigt

ff

 

    ff

 



al -

Sop.

 

f

kei - ner

  



  

 

von

 pp

mp              

nen sag - te

q = 60 227

p

  

Sop.

ein

 

  





 

q = 60

ppp

225



q = 72

wegsackend ff

 -

pp

  

nos

p

 

je- doch

      

fass

-

te Mut und

ich

ich

  

ich

ich

und aus - füh - ren, denn

q = 88

     p         

q = 56

Sop.

der

  

pp

  

y

 

 

ff



ken

sei - nes



tb

p

ich

  

Strophe 1 234

mf



Na - mens

pp

   

f

ig h q = 69

ppp

 

yr

Sop.

die

op

nicht

 

 wert

 

ist; er

  



schimpf

-

q = 69

 

so

li

-



 chen

Wer

  



sprach

 

mf

ni

ni

ff

p

  

p

  



-



lich

p



 -

f



er.

 Sop.

238

Sie barg ihn

 Sop.

              

ke

Die

in

q = 69 p

 in

   3

die

      

   

Scho -

p sub.

 

Va - ter,

er

-

als

     ster sich

 

mf

f

 

aus - ge

-

dacht."

f

 

mf



rie

pp

-

 



So

pp

mf

  so

 

 

so

q = 92

p

   

mf

 

si - ge



Er - de

a



-

ber

freu

mf

   -

te sich.

drückend



ei - nem

       Ver - steck,

 gab



poco

ihm

                       

Hand und

 

so

Strophe 4

    

f

pp



nicht



3

neh - men

   mf    

 

    Mut ter:

lyrisch

hat näm

Ende "Rede des Kronos"

 

f

für un - se - ren

pp

mes

ed - len

pp

nung

sei - ner

q = 63

ih -

q = 56

Strophe 3

237 ppp

Sop.

 

ff

          

p

wi - der- te

       

ni

Strophe 2

235

f

q = 56

3

-

auf mich, auf mich



ne nicht

-

pp

ff

 

-

R

Sop.

denn

f

p

ße, Krum

    

die Tat

q = 72

         

  

könn - te

ic o

  

p   

mp

ff

Sop.

q = 69

er

er lin

   

iB

3

Mut - ter,

   

rd

Sop.

     

-



mf         

f ff

mp

  

gro

 

q = 80

angewidert

p

   

pp

Rede des Kronos

 

q = 72

f



Der

 ff

Wort.

sin - nen - de Kro

233

mf

-F or

Sop.

 

pe

p

f

 

p

sa

wie eine Vorschlagsnotengruppe

ru

q = 52

pp

 

y

aufgeregt f

nl

q = 69

pp

lo

224

C

223

die

lehr - te

scharf

       ihn

 

mf



-

f

 

ge - zahn

-



 

   

die ga -

 

te Si

 



3



-

     

 chel

  






37 ff

Klav. II

 h

q

 q = 88 q p

  

 X 



3

   

   

      

Tpt.

pp

op Sop.

 Vl. I 

 

Him - mel,

      3

3

  

   

 

    

 

p

f

y

 



führ - te

die

Nacht

       



3 mf 3

      f

 

mf

mp

 

 

3 p

3

      

f

 

(q = 88)

e.t.

  

mf

2. Zeile

 G.P.

3 p

mf

     

         

3

3     

mf

 



p

mf

     



3

3

(ppp)

3

    

  

3       

    



e.t.

 

  

her - auf,

 

 

p

   um - fing

     

f

   die

Er

   (pizz.)

mf

Vla.

Vc.

Kb.

 







     

yr



  

(ppp)

y

tb



iB rd 

ig h

Klav. II

C

60

     

3

f

 

        Klav. I

    

  

pizz.

ic o

246

 

mp

3

f

3

     

    

p

 

3

a - ber der gro - ße

R

3

3

pp immer

       

 

   

3

p

Vla.

  

kam

mf

pizz.

 

 pp

     

3

3       

nl

    

Tempogrundierung: q = 88 e.t. f

Es

3  

p

pp immer

      3

 G.P.

lo

mf

   

Sop.

3    

p

 Klav. I

sehr ausdrucksvoll

  



59

ru

List.

-F or

q



er lin

239

 

q = 88 q

- ze

ga

58 Notturno 1. Zeile

 h



pe

pp   p                  

sa

ga

Vl. I

ff

                                                       ga ga gan  

Sop.

Tpt.

mf

     

  -

de

   f

   

  

vol - ler

Lie

     -

    

ff

 

 

mf

  

       

3

f

 ff

     

 3       

mf

3

f

3

  

 

bes - ver - lan - gen

mf

1. pizz.

   

  

 

 

 f


Klav. II



 mf

und

brei

Sop.

Vl. I



 

 

  

  

-

te



  -

  

te





  



 p

 



ig h 268

op

Tpt.

 

Sop.



3



272

Sop.

3

lin -

breit

  

  

wieder zügig



mäh- te

       rasch

 

ken

Hand

mf



 

nach

 

 

-

te

Si

         

f

X (q= 80)

mf

 



  



 

f



ihm,

  

  -

    3

chel

  

in

   

   

 q = 80 pp

3

mf

aus dem

 



         ossia:



ff

ff

pp



nahm

die

rie

  

die

Rech



 

Ver - steck



3



 

-

si



scharf - ge - zahn sul C arco

   

mf

griff



 

ff

f

a - ber



  

   



p



f



 

 

 

      p

  q =80 

  

 

    

f

  

f

f ff           

mit der

lan - ge,

Vla.



    

 

63

 q = 72 

yr

C

pp

Sop.

 



R



  

Sohn

y

Tpt.

tb

263

 



f

pp

p

  

f

  

f

sie.

 



  

  

Der

 

f

iB

Sop.

ber

f

rd

Tpt.

   



-

      

 

   

ic o

258

 Kl. 



3

mf

62

3

   

f

 

mf

pizz.

   

 

ü

  

 

pp

 

ganz

f

Kb.

pp

mf

    

mf



 

   

  

mp

3

f

sich

 

3

   



     pp

   

p sub.

 

mf

   



p

  



  

y

 



3

  

nl

   

Klav. I



mf

  

lo



sa



 

ru

Tpt.

 

pe

253

 

 

-F or

61

er lin

38

 

 -

ge,

       -

te,

   

3

5

f

f mf ff                       

das Ge-schlecht sei - nes Va - ters

ab

und

warf es hin - ter

sich,

ff  p        

mf

dass

es

fort- flog;




64

  

  

  

   

immer etwas hervor

   

  

  

   

fff

fff

f

fff

Fg.

 

 q = 60  

ff

o. Dpf.

  

   

Dpf.

   

     fff     

      

y

 Schl. 

tb

 

ig h

op

Vl. II

C

 q = 60 

yr

 Vl. I 

Pauke

   

 

fff

   

arco

fff

  

Vc.

Kb.

  

   

   

   

   

     f     

   

     mf     

     p     

p

 

f      

   

immer etwas hervor

mf       

   

ff

f

   

   

 

   

   

p       

   

 

   

mf

     

sffpp

     pp     

    

ppp

     ppp     

   

p

  

   

pp       

 

   

p

      

ppp



solo

3

  

  

    

    

   

p

  

pp

   

mf

p

pp

ppp

sffpp

sffpp

sffpp

sffpp

sffpp

sffpp

 arco

  

fff

 

   f

 

  

mf

 

  

p

 

  

pp

 

ppp

f

1. arco flag.

ppp

mf

   

f

mf



ppp

   

mf

  

  

pp



    ppp

sffpp

sffpp

   

f

mf

pp

   



pp

sffpp

mf

   



mf

p



  

sffpp

  

p

   

ppp

mf

ppp

pp

sffpp

  

f

fff

   pp    

    

mf

mf

sffpp

f

fff

Vla.

 

fff

Klav. II

f

mf

rd

ic o

   

f

R

Klav. I

mf

fff

sffpp

o. Dpf.

  

f

sffpp

   

p

sffpp

f

o. Dpf.

fff

Pos.

pp

mf

sffpp

fff

  

   p    

  

gest.

Tpt.

mf

immer etwas hervor     

sffpp

    f

f

fff

Hn.

p

mf

ff

fff

  

mf

  

-F or

B. Cl.

er lin

Kl.

f

  

y

nl

  

lo

sa

ru



pe

 q = 60 

Eh.

65

iB

273

 Picc. 

39

 

   

ppp


286

 B. Cl. 

Hn.



 



f

  



mf

pp



mf

     mf

Sop.

  

 

f



G.P.



G.P.



G.P.

pp

   f



 

  

f

p

 

p

   

f

p

pp

   

p

p f

Sop.

   



 f

p f



          

pp



     

mf

 

 



X

 

f

p f

doch

fiel

es nicht oh - ne

  

pp

 

 

 

yr

 

op

pp

C

Vl. II

Vla.

 

 



 pp





     









      

      

  



   

    

    

 

 

Kb.



p f



 

         

pp



ff

   



   pp

 

     



aus



sei - ner Hand,





       

 

ppp

 

     

    

 

       

   

f

pp



     

ppp

    

  

 

       

ppp

     

f



  



       

sehr zart stoßen







  

       

    

      

   

f



 q = 112

sehr zart stoßen

   

     



pp

 

sehr zart stoßen

       

    

   





   

    

    

    

 

y 

   



pp

Vc.

 

pp



tb

1.  (Dpf.)       pp

Vl. I

 

       

pp

ig h

Pos.

   

 



R

    

 

    

68

      

       

ic o

pp

Wir - kung

rd

297

 Kl.  

Fg.

f

      

67

B. Cl.

X 

iB



a-

Sop.

ppp



X q = 104, aber sehr flexibles Tempo

er lin

293

f pp



a-



f pp

-F or

f



 

 

X 





66

a -

290

 

y



f

p



lo



mf

pp

 



nl

f

     

  

 



sa

Hn.

 

f

p

  

ru



280

    B. Cl.  



pe



40

pp



        

    

 

        

 





     

          sehr zart stoßen

ppp



        sehr zart stoßen

ppp




 

Kb.



 mf         

    

all die blu -

ti -

       

        

        

        

        

        

pp



     

     

    

die

he - rab - fie - len, die

he - rab - fie - len, die

he - rab - fie - len



  

Gä - a

ge - bar,

f

Gä - a

ge - bar,

q. = 58

im

          

  Kreis -

lauf

der

p

Rüs - tung

y

in strah - len - der

tb

Tempogrundierung: q = 84, aber sehr frei f

331

ig h

 

Sop.

 

ru 

ken E - rin - yen,





bar,







q. = 58

ff



 

rit.

       

die

gro -

ßen Gi - gan - ten

ten.

mf

ff

und mit

ff

lan - gen

Spee -

ren in

                                len -

op

de

ff

f

ff               

p



len - de

p

f ff ff       

 



strah -

q = 63

    so - wie f

  al -

 

 

auch

   so

der Hand,

  

tung,

die p

 

verschleifen        

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

Nym mf

 E -

ppp

     

 

ppp

   

phen,

die man f

      schen -, E -

  

p

  auf

  

            

schen -,

(p)

E-

de

 

der un - end

schen -, E -

3

  

Rüs - tung,

len -

335 pp

3

Rüs -

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

strah -

333

Sop.



-

wie ein Juchzer

 



e = 126

re die star -

ff

      

yr 332

Sop.

  

emp - fing Gä - a und ge

p

strah -



R

Sop.

Sop.



pp  e = 120 sub. rit.                                                  

e = 126

325

Sop.

           

Jah -

q. = 58

f

    



ge - bar

rd

 

Gä - a

ic o

 

pp

 

  

rit.

f

319



  

mf

iB

pp

wieder flexibles Tempo

q = 72 im Tempo 312

er lin

Trop - fen,

ppp

sehr zart stoßen

sa

gen

 

Sop.

all die blu -

   



        sehr zart stoßen      

exakt im Tempo

Sop.

f

306

C

mf

 Sop.

ppp

 Vc.

q = 104 immer sehr flexibles Tempo

       

             

Vla.

denn

 Vl. I          Vl. II

    

y

    

nimmt Sopranino-Saxophon

        

    

nl



    

Sop.

       

sehr zart stoßen

          ppp

pe

Pos.

-F or

B. Cl.

       

q = 104 immer sehr flexibles Tempo

lo

302

 Kl. 

69

41

-



li - chen

Er - de

schen -

Rüs - tung,

  

  

f



  

Me - li - sche, ten.

pp

     nym -,



nym -

ppp

   

phen nennt.




 f

Sno. Sax.

Fg.

  ff

mf

 

  

Dpf.

 f

Hn.

 f

 

   

ff

mf



 

f

ff



 

f

ff

Dpf.



 

mf

ff



 

f

ff

f

    sf

 sff



ff

 

f



f

 mf

f

 

mf

f



ff

mf

f

 



ff

mf

f

 

  ff



f

ff

mf





 

ff

 



 

 

ff

mf

f

ten.  ten.  f

  

  

  

ff

sff

          sff  

  

 f



 

 

  

sf

sf

 

     sf

 

     sf

ff

           sff

  

  

 sff

mf

ff

  



sff

mf

ff

  

 sff

mf

ff

 

sff

mf

ff

ten.'mo

 

ten.'mo

 



ff

ten.'mo

  sff

ten. ten.



ten.'mo

f

  ff

o. Dpf.



 

f

sff

ten.'mo

                ff

  

  

fff

      

         

sff

ff

  

 

   

mf

ten. ten.

  f

ten. ten.

  mf

ten.'mo

ten.'mo

 ten.'mo



f

ten. ten.

ten.'mo

f

 

sff

mf

mf

 

  ff

 

ff

   mf

    

ff

ten. ten.

mf

fff

f

  

ff

f



ff

o. D. ten.

  

 

  

 

ff

ten. ten.

sf



sff



ff

sf





mf





ff

ff

  

  



  



   

ff

  

 



iB

 



  

mf

  

mf

ten.'mo

  

ic o

  ff

f

sff

y

tb

ig h

yr op

f

sf

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

q = 76   

ff

                                                                  

Vc.



R

e.t. q = 88

   

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

ff





ten. ten.

rd

ff

Klav. II



mf

                                                                  

 

e.t. q = 88

sff

 

  

C



 

  

Kb.



Vla.



Vl. II



     sf

Pos.

Vl. I

Klav. I

 Tpt.



q = 76

 

  ff

y



nl

  

lo

Kl.

  

sa

  

71

ru

Eh.

  

q = 76

pe

336

 Fl. 

Uranos

-F or

70

er lin

42

  ff

ten. ten. f

ten.'mo

 

ff




43

Kl.

 p

Sno. Sax.

Fg.

 

  f

ff

 p

ff

p

  



f

ff

p



 ff

p

p

f

ff

Hn.

p

ff

p



p

ff



p



ff



 

f

ff

 p

ff



p

ff

sff

 

 



  

  sff

Klav. II

tb



ig h

   p

f

ff

p

op C

Vla.

  

p

ff

  

p

p



ff

p

  



f

schieben

  p

f

ff

ff

p

f

schieben



ff

ff

sff

mf

pp

 

 fff





 







 

 

 

f

ff



fff

                   f

  

  

fff

fff

      

  

  

  

  

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

  

  

sff

f

ff

  p

 

 



ff

sff







p

ff



p

ff



p

ff

p

ff



fff

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

 

 

 mf

ff



fff

sff

sff

ff

fff



sff

  



fff

 



     f

fff

 



schieben

Vl. II



                  

sff

ff

 

schieben

yr

 Vl. I 

ff



  

      

  

  

R

  

ff

  

    f

fff

sff

ic o

  



  

iB

  

fff

sff



rd

 



ff

 Klav. I

(o. D.)

y

pp

sff

Pos.



mf

 

ff

schieben

ff

Tpt.

sff

ff



fff

 

ff

schieben

 

sff

ff

schieben



fff

 



y

ff

schieben





nl

sff

nimmt Picc.

lo

Eh.

sa

ff





ru





pe



   

-F or



er lin

341

 Fl. 



  



mf

pp

 fff

     

     f

   

   

 

mf

pp

 

sff

mf

pp

 



sff

mf

pp

fff

 



sff

mf

pp

   

fff

f

f

  

 

 mf

ff

       f fff     

sff



ff

 

fff

mf

 mf

ff

ff

3

   

 mf

Vc.

schieben

p

Kb.

f

ff

p

ff

 

fff

f

  ff

3

   

 mf


  







q = 112

unmerklich einblenden

 pp

 

p



Hn.

ff

    ff 

p

 

ff

mf

3    

mf

   

p

ff

ff

 

 



 



 ff

 





mf

f





mf

f

p

ff



 



p

ff

mf

f

ff

unmerklich einblenden

 

nimmt Kfg.



    ff   

mf

q = 112 Dpf. weg

Dpf. weg

  

ig h

yr

 Vl. I 



   

3

    mf

ff

  

    ff    ff    

p

3   

mf p      

 

   

ff

mf

   3

p

ff

ff

ff

 ff



 

 

 

  

             

  



 

p

ff



 

 



mf

f

mf

 

p

ff

mf

f

p

 q = 112   

mit sehr heftigem tremolo anreißen

ff

 

  

Anm. f. Dir.: T 350 - 358 Die Umspielungen bleiben gegenüber dem umspielten Ton von 1. Vl (T 350), 1. Vc (T 352) und wieder 1. Vl (T 356) im Hintergrund. Sie können dynamisch eher weiter entfernt als zu nahe dran sein.

p



f

  

mf 3 p

mf

mf



f

fff

ff

f

 

   

   

  

3

ff

Vc.

p

      

mf

Dpf. weg

  

f

   mf

        

fff

tb

rd

Klav. II

  

ff

op

  

     

C

mf

ic o

mf

Klav. I

ff

3

 

ff

Vla.

p

ff

Vl. II

ff

R

 

p

y

Pos.



   

pp

 pp

er lin

f

ff

Tpt.

f

ff

ff

Kb.

ff

 

mf



iB

Fg.

mf

sa

  mf

 

unmerklich einblenden

3

ff

Sno. Sax.

ff

 

Kl.

ru

f

pe

ff

mf

-F or

Eh.

 



y

347

 Picc. 



73

nl

72

lo

44



   

sim.



ff

f

ff

mf

f

 





p

ff

mf

f

    f

  

mit sehr heftigem tremolo wegreißen

mit mäßig heftigem tremolo auspielen





mf

ff








    

pp



3

3

pp

 unmerklich einblenden

    

p

 

mf

 p

3



     3

3



mf

   

  mf



p

f

 

ff

y  

ig h

op

yr

 Vl. I 

mf



p

pp

wie weggeschnitten

 

 

wie weggeschnitten

mf (f)

ff

  

 

 

sim.



p

 



  trem.    ff

ff

  

   

mf

Vc.

Kb.

 

mit sehr heftigem tremolo anreißen

 

ff

  

flag.      

mit sehr heftigem tremolo anreißen         ff

mf

 

  3

mf (f)



 

mf (f)

Vla.



 

    

C

Vl. II

 

tb

Klav. II

R

 

ic o

mf

Klav. I

er lin

iB



rd

f

Tpt.

Pos.

y

 

Hn.

nl

3



pp

    

lo

Kfg.

3

Sno. Sax.

pe

Kl.

   

ff

-F or





    flz.

p 3

Eh.



sa



74

ru

352

 Picc. 



45


 

 







Flz.

 



 

ff

f (ff)

 

Kl.

ff

      Flz.

  

fff

Hn.

      

fff

Stürze hoch Flz.

Stürze hoch Flz.

 

 

  

ff

Pos.

Flz.





  

Flz.!

    p



 1. (2.)wa-wa-mute



fff

p sub .

  



mf



rd

ic o

iB



p sub .

Stürze hoch

     

p sub .

ff





er lin

p sub .

ff

Tpt.



  

   

  

Stürze hoch Flz.

sa



ru

 



Flz.

  ff

pe

-F or

Kfg.

lo

Flz.

 



ff

Eh.

Sno. Sax.

Flz.

y

357

 Picc. 

75

nl

46

f

  

 

mp

ff



R

Klav. II

 

ig h

   



op C

Vl. II



3

     

 3

3

  3

Vc.



  

  

    

3







3

           

       

Vla.

Kb.

  

   

tb

yr

 Vl. I 



y



pont.

   trem. p






  

fff

Kl.

fff



  

fff

Kfg.

Sno. Sax.

 

 

 

 

 

fff

 

 

 

 

    

    

 

f

  



mf

-F or

 

 q = 116 

wie abgeschnitten

 

 

fff

Hn.

wie abgeschnitten

pe

(... soweit wie nur möglich)



y

wie abgeschnitten

nl

Eh.

 

 

lo

 Picc. 

   

sa

363

  q = 116  

77

ru

76

47

fff

er lin

Bis T 404 mit Hand erregte vibrato-performance. In den zeitlichen Details auf die langen Strecken beziehen: unter den „Erregungskurven“ können durchaus z.B. lang gestreckte crescendi oder decrescendi sein, oder z.B. auch Wiederholungsabläufe mit größer werdenden Dehnungen. , und anderes mehr. Beide können sich unmerklich abwechseln.

 

Tpt.

 

 f

tb

 q = 116

ig h

  

yr

Vl. I



y

R

Pos.

op

Vl. II

 3

  mf

Vc.

 f

 

 

  f

 

    

    

  

  

   

  

fff

3

     ppp

fff

 

ff



fff

3

     ppp 

3

       ppp

Kb.

mp

C

Vla.

  

  

rd

ic o

iB

wie abgeschnitten

ff



 



ppp

mp

 

 

fff



ff

      3



fff



ff

ff

fff



  

fff

wie abgeschnitten

 

 

 

 

 

 

 


48

 

lo

nl

ppp

X 

er lin

Tpt.

iB

fff 3

ic o



q = 69

R

molto rubato q = 100 q = 80

acc.  q = 60

      3

y

 

a2

ppp

rd

Pos.

Schl.

ppp

ppp

-F or

Hn.



ru

Sno. Sax.

ppp

pe

Kl.

3

ppp

q = 88

   

tb

decrescendo

 

 

q = 100

       3

q = 60 q = 88 3



3

3

      

ppp

mf

 

ppp



Eine decrescendo - Bewegung von hell nach dunkel auf möglichst heterogenem, reichhaltigem Instrumentarium (auch Gestänge, Holzteile u. ä. darunter)

ig h

X

ppp

yr

 Vl. I  

C

op

Vl. II

Vla.

ppp

 ppp

 ppp

Vc.

 ppp

Kb.

y

Eh.

Kfg.

X

sa

373

 Picc. 




49

78

 q = 116 

 

hart einsetzen

374

 Picc. 

 

 

 

 



fff

f

mf



mf

 

f

hart einsetzen

Sno. Sax.

 

f

 

mf

mf

f

    

f

   

mf

mf

f



 

 

 

 

 

p

 



q = 116





     



   

f

f

Hn.

hart einsetzen





fff

    

f

Pos.

 

q = 116

R

op

mf

C

 

   f

mf

  

 

mf

 

 

mf

       

       

mf

  

mf

f



 

   

    

     

 

 

f

 

  

  

mf

      mf

 

mf

     

      

       

f

  

f

      mf

f

    f

f

    f

f

     mf

    

  

f

mf

    f

mf

     f

Vc.

mf

Kb.

pont.

   trem.  mf

f

 

mf

f

 

mf

f

 



f

f

     mf

f

f

f

f

  

 

f

       f

 



   

f

mf

f

yr



Vla.

    

y



mf

Vl. II





f

f

ig h

Vl. I

tb

rd

ic o

iB

Tpt.

er lin



  f

ru

 

pe

Flz.

-F or

  

f

mf

fff

Kfg.

     



 

y

Kl.

  

      

nl

mf

 

lo



 

sa

Eh.

mf

     f

 




Kl.

Kfg.



immer Flz.

 



  

mf



 

 

 

 

 

   





   

f

   f

Pos.

 



f

mf

yr

Vl. II

op

mf

C

Vla.

mf

  

y



R

ig h

Vl. I

tb



mf

rd

ic o

 mf

  



f

  

f

mf

    f



    

  

  

  

mf

  

f

  



 

f

  

f

mf

    f

f



    

  

f

  

f

mf

    

  

mf

    f



  mf

 mf

 mf

    



    

f

mf

Vc.

mf

Kb.

immer pont.

  immer trem.

f

 

mf

 

f

 



f

mf

f

   

 



f

mf

    

f

 mf

f



iB

Tpt.



er lin

mf

f

mf





  

f

    f

f

Hn.

mf

 

sa



f

f

mf

  

mf

Sno. Sax.



f

   

 

y

mf

 

nl



   

 

lo

Eh.

 

ru

380

 Picc. 

 

pe

79

 

-F or

50

mf

 

f

 

mf

 


 

f

Kl.



Kfg.





immer Flz.

 



 



   

 

 



 



  



tb

f

yr 

C

 

    mf      mf

 

     f mf

f

3

 

   mf

f

     

mf



   mf





   mf

f





p

   mf

   f

 

pp

3

 

p

f

  



 p

f

  

pp

p

f

ff

   3

 

fff

  

  

fff

3

pp



fff

hervor

3



ff

 

3

3

  

mf

3

3

  

mf

3

3

3  



3

f

    

 

f



f

3

f

f

y

  

ig h



f

op

3

3

R

Pos.

rd



ic o

f

 

 

iB

Vla.

 

er lin

Tpt.



Vl. II

3

mf

 

fff

f

Vl. I

fff

Hn.

ru

mf

f

Sno. Sax.



 

nl

 

sa

Eh.

 

pe

Fl.

 

pp



3

 

fff

Vc.

f

Kb.

y

 

lo

 

81

-F or

387

 Picc. 

80

51

 

mf

 f

immer pont.

 

immer trem.

3



  

   mf

3

p

 

   f

3

pp

 

 

   fff

  


52

393

 Picc. 

 



Kl.

 





  

 

 

 

 

 

  Hn.



ru

pe

Kfg.

fff



-F or

Sno. Sax.

nl

lo

 

sa

Eh.

y

nimmt Ob.

fff

 

 

  

Vl. II

 

Vla.

 

op





 





R

fff

yr

  

 

 

 

 

 

fff

... pont.

C

Kb.

y

  Vc.

tb

ig h

Vl. I

rd

ic o

Pos.

iB

er lin

Tpt.

399

Schl.

X

molto rubato, Takt 373 möglichst exakt wiederholen q = 100 q = 80 q = 69 acc.  q = 60

  

fff 3

3      3

decrescendo

 

q = 88

q = 100

      3



q = 60 q = 88 3



3

3

      

ppp

mf

ppp


53

82

400

 Picc. 

 q = 116 

 

 

 



fff

       f

Kl.

mf

      

f



Sno. Sax.

 

 

 

 

q = 116 gest.

  



3

mf

Hn.

3

Flz.



ff

      fff

wa-wa-mute, wie vorher





f

  

fff

Pos.

y

ig h



op

   

 

mf

   

p

     





(loco) p

3

mf

Vla.

mf



   

mf

3

p

q = 116

yr

 

Vl. II

tb

 Klav. II

 

  

ic o

p

fff

 Klav. I

rd

R

        







ff molto espressivo



ff molto espressivo

Vc.

3   

mf

Kb.

pont.

 

fff

trem.



er lin

 

iB

 

mf

C

fff

Tpt.

Vl. I



fff

gest.

mf

ff

  



Flz.



sa



p

ru

 

pe



Flz.

-F or

mf

fff

Kfg.

y

nl

lo

Ob.

 

 

 

 


83





ff

q = 69

      ff

     ff

5



 



 

    













 

y

  

ff



e.t. q = 50

 

3                  3

(ppp) 3



3

 

3

3                   (ppp)

  

3

3

3





 

ff

  

ff

ff









ppp

ppp 3 legatissimo

3

3

3

 



 







3

                

           

       























ppp

   ff  

3

e.t. q = c.63

 q = 58

ff

  ff



ppp

  

ff

Kb.



                             

ff

ppp 3 legatissimo

ff

ppp

 



e.t. q = c.63

ff

Vc.

   

tb

q = 69  

ig h

Vla.

ff

yr op C

Vl. II

ic o

ff

ppp

R





y

 Vl. I 

ff

Klav. II

  

    



ff

ff

Klav. I



 q = 58

ff

ff

Pos.

  

ff

Tpt.



ff

ff



ppp

    ff  

ff

Hn.

ff

-F or

Kfg.



nl

ff

  

     

Sno. Sax.

ff

ff



lo

ff



sa

     

Kl.

5



er lin

ff

ppp

       

Ob.

ff

ru

ff

 

 q = 58  

pe



rd

405

 Picc. 

 q = 69 

iB

54



ppp


84

85 q = 54

rit. 410

   Picc. 



 

Ob.

55



q = 50

    

    

  q = 84 





ff

      ff

 





 

  

 

 

 



(e.t.)

  

  



ff







 

ff

   

ff

     ff

ic o

(e.t.)

ig h

 

tb

Klav. II

 mit diesen Floskeln frei weiter  

y

op

yr

 

Vl. II

 

Vla.

 

 

q = 54

rit.

 

  

  

 

  

  

 

 

q = 50

 



 

  q= 84 

  

 



 ff

Vc.

 

ff

 

ff

ff

 

ff



ppp

Kb.

ff

ppp

5

  

R

Klav. I

C

ff

 

  mit diesen Floskeln frei weiter     

Vl. I

ff

rd

        



ppp

iB

Pos.



er lin

   

ff

mf

Tpt.

 

  q = 84 

-F or

q = 50

Hn.



q = 54

ff

ff

rit.



 

  

y

nl



lo

sa

ru

 

pe

Sno. Sax.

Kfg.

Kl.

  

  ff



     


56

 ff

Kfg.



ff

  



ff

  

  

ff

ff

      

5

ff

  

 ff

Klav. II

ig h

   

tb

Klav. I

ff

yr

 Vl. I 

ff

op



C

Vl. II

Vla.

ff

 ff

Vc.

 ff

ff

 

  

 

 

ff

   ff     ff     ff     ff



ff

Dpf. weg.

 

y

  





 

 q = 58

 

 

 

 



 

 

ppp



 

ppp

ppp

 ppp

ff

ff

ff



 

ppp

ff



ppp



 

 

ppp

ff

ff

ff

Kb.



ppp



ff

ppp

ff

ff

ic o

5

R

Pos.

ppp

       ff

   



ff

ff

 q = 58

     

y

 

ppp

   

ff

ff

Tpt.

ff

ppp



 

ff

ff

     

ff

ff

Hn.

ff

 

ppp

ff

 ppp

5

ff

nl

   

     

ff

  

lo

ff

sa

Sno. Sax.

  

     

  



ppp

       ff

ru

ff

5

Kl.

ff

pe

ff

         

Ob.

 

-F or

ff



er lin

416

 Picc. 

 q = 58  

iB



86

 

rd

   

 ppp

 ppp




 q = 69 

 

  

ff

 

ff

      

5

ff

  



ff

    

  

   

 

 

ff

ff

Vc.



 

ff

Kb.

        ff

 ff

 

ff

 

tb

op C

 

      

 

  

 q = 69

(loco)



     ff        ff

   ff     ff     ff     ff

  

  

         

                

 

 

 

  

y nl 

           loco              

                 

ff

ff

    

ff

     

(loco)

ic o

  

 q = 84 ff

Vla.

 

5



Vl. II

 

ff

ig h

 

R

  

yr

Vl. I

   

ff

 

  

 

y

Klav. II

q = 69

ff



= 104  

q  (q q q) 

ff

er lin

      

ff

ff

Klav. I

   ff   

ff

   

ff

Tpt.

Pos.

 

ff

sa



 

ru

  

-F or

q = 84

pe



 

ff

Hn.

iB



 

ff



lo

 

 

   

 

ff

Kfg.



ff

  

  

ff

Sno. Sax.

  

ff

      

    

5

ff

Kl.

q q)

ff

      

Ob.

 (q

rd

421

 Picc. 

 q = 84 

87

q = 104

57

              

= 104  

q (q q q)  

       

  

   

 

 

 

 

   

   

     




426

 Picc. 

88



 G.P. q = 76

 q= 50  

     

  

 

       

 

    

pp (immer)

     f mf ff

Kl.

       

    f 

       

      f ff

    

      



  q = 76 G.P.

  

p

Hn.

 

 

 

   f p ff                           

tb

y

                             

ff

ig h

Klav. II

yr



op

 

C

Vl. II

  

    

  

 

        

ff

 

 





 

 

 

 

 





pp

    

  q = 76 G.P. 

       f mf ff

     

pp

  

  



  pp

q = 50

 







ff

 

ff

 

ff

ff

 

mf

 

  mf  mf

     mf

 mf

 

pp

mf

 mf

      mf

mf



 

f

     

ff



   

Dpf.





p

ff

 

   

auf Schlag  (loco) 



pp

p

f

f

pp

f



 

Vc.

auf Schlag 

     

ff

f

Kb.

f

Vla.

p (immer)

   

ic o

p

    

R

Klav. I

rd

  

ff

ff

p

Unterarm und Hand

       

 



iB

Vl. I

ff

p

Pos.

ff

p



ff

p

  

Tpt.

q = 50

ff

p



pp

pp

ru

mf

 

nimmt Tx

    

pe

ff

er lin

Kfg.

Sno. Sax.

mf

         ff

  

-F or

f

nl

lo

mf

sa

Ob.

nimmt Eh



y

58

ff

    

pp

   

  

  ff

     



mf

     

pp


59



 

p

 







gest.

  

p





 



  

  

Harmon ff p

 



 

                   

Woodblock (hoch)



pfpfpfpfpfpfpfpfpfpf

an der Grenze zum Knarren, starr halten

   p f

   p

R

 

auf den Schlag   

 

  

ig h

Klav. I

ff

op

 Vl. I 

  

auf den Schlag  

 

  

 

yr

Klav. II

     p f

 

ff

 



 



fff





   fff    fff

   

1. o. Dpf.



 1. o. Dpf. 

  

 

      

 q = 92

  

 

        

  

 

   

  

 

 

   

Kb.

       

 

        mf     mf

 

 

 

  

 

 

      



                









 3

 

 

   

  

 

        

    

mf

   

3



 

    



 

p

     

  

 

p

Vla.

3

C

  

y

Pos.

 q = 92

tb

Tpt.

     p f

ic o

90

439





rd

fff

 

iB

an der Grenze zum Knarren, starr halten



Conga (tief)

fff

 

p

 Vc. Kb.

 

Dpf.

er lin

Schl.







p

offen

pp

 



fff

offen

Pos.

pp

gest.

fff

Tpt.

fff

fff



 

Hn.

ff p



 nimmt Sno.-Sax. 



sa





ru

Kfg.



  



fff

-F or

Tx.

  

  

y



nl



pe

433

 Kl. 



lo

89

   

     

 

  

             

      

 

 

    

 

 

 



 



 

p

   

 p



p

    

   

   

 

    3

 

  


ff

         

3

 

 

Schl.

ig h



yr

   

op

 Vl. I 

C

Vl. II

 

R 3

 

3 Tempelblocks hohe Lage

 

  

 

 





 

 

ff

 ff

p

  p

 



  

  



 

 

 

 

 

      

  

 

 









 

 

    

 

 

 pp







       



 

p

    

p

p

    

pp

     pp

pp

 

 

pp

    

ff



 

 

  







     



p





    

ff

 p

ff

ff

 3            



 



p

3



ff

p

3

   

Marimba

         

ff

    

 

ff

       

 

  

3

ff

Kb.

 

 

 

 

3         

ff

Vc.

 

    

 

p

ff

 

       

ff

Vla.

 

ff



 p

     

  



  

y

  



 

 



  

 



  

tb

   

   

   

 

Klav. II

 



  p 

     

     



 

 

 

pp

   p

   

ff

pp

      



ff

Tpt.

Klav. I

  

  

pp

Pos.

 

-F or

Hn.

ff

  

   

er lin



  

3

pp

rd

  

    

ff

ic o

Kfg.

pp



pp

y

         pp

ff

    



pp



pp



        

iB

  

ff

Sno. Sax.

 

ff

3

 

pp

ff

Kl.

3



Eh.



nl

3

ff

  

lo

        

sa

444

 Fl. 

  

92

ru

91

pe

60


450

  

 Fl. 

93





94



61



   





ff

Eh.



 

ff

Kl.

 

   

     

ff



  







    

-F or



Tpt.

    



Pos.

iB

"vollstopfen"

Klav. II



ig h

        

op

yr

 Vl. I 

C

Vl. II

rd 

(ff)

          



3

 

    

 

 

 

3

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

3

      

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

3

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



     

ff

    

 

 

 

   



 

 

ff

   

ff

Vc.



 

 

ff

Kb.

    





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

 

 

ff

Vla.





    

(ff)

R



 

y

 

tb

Klav. I

 



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

ff

ic o

 



er lin



Hn.

sa

ru

pe

Kfg.

nl

lo

Sno. Sax.

y

ff

   

ff




62

Kl.

 

starr, ausdruckslos

pp

Eh.



mf

 

pp

q) 

        

mf

pp

  pp

ff molto espressivo



   



   

   

  



starr, ausdruckslos

 

starr, ausdruckslos

 ff       



molto espressivo

mf

    

ff

  



pp



= 72  

q  (q q)  mf

  

      

starr, ausdruckslos



   

   p



y

ig h

Vl. II

Vla.

       

5 tiefste Tom-toms

 p  

   

4 tiefste Templbl.

 

 

p

ff

 

 





   

 

   

 

  



  



   

    





 

  

  

p

mf

starr, ausdruckslos mf

 

mf

 

mf

 

  

 

          

 

 pp

 

 

  

 

 pp

3           

   

  

   



 

  

pp

                                 

       

ff



  



starr, ausdruckslos

    ff



   



   



ff

molto espressivo

  

pp

molto espressivo

ff molto espressivo

   pp

molto espressivo

 ff

  

ff molto espressivo

 



molto espressivo

starr, ausdruckslos

 



fff

starr, ausdruckslos

 

 

  

starr, ausdruckslos    

 

pp



    

 

 

   

 

  

pp

molto espressivo

ff    molto espressivo 

 



pp



pp

molto espressivo

o. Dpf. molto espressivo

 

Wirbel zwischen Tempelbl. und Bongos

  

    ff

mf

ff molto espressivo

mf

ff molto espressivo



pp

fff

starr, ausdruckslos

p



   

     

= 72  

q  (q q)  

4 tiefste Bongos



 

 

ff

ff

2.

p

Vc.

  

   

p

 

   

  

yr op

 

   

Kuhglocken

1.

 

 

 

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



  

 



Schl.

3

tb



iB

3

       

       

    

molto espressivo

ff

rd

Klav. II

   p

 Klav. I

ic o

3

ff

 3

ff

R

Pos.

 

      

mf

 

   

er lin

3

starr, ausdruckslos

Tpt.

C

   

pp

 

Kb.

ff molto espressivo

mf

Hn.

Vl. I

starr, aus- mf druckslos

 

pp

sa



ru

Kfg.

      

pe

 

-F or

Sno. Sax.





molto espressivo

starr, ausdruckslos

 pp

y

 

 (q

nl

Fl.

 

lo

455

95

q = 72

3

    

  

pp

  

pp

 

pp

  pp


63

96     

ff

 

  

3



   







     

    

 

 

 

 



 

 

    

ff

  

3

  



ff

 ff

 

 

 

  

 

 

  

 

 

 

 

 

 



      





 

 



 



 

 

   

3

Metall (Gestänge, Blecheimer u. ä.), resonanz- und nachhallos

  

Metall (Gestänge, Blecheimer u. ä.), resonanz- und nachhallos

 



   fff

pp

p

pp

p

 3

  

 

  

y

 



fff

f

Vc.

   

 

                 

p

 

 

p

   

ff

 

 

tb

ig h 

yr op C

 

 

  

ff

Vla.

 

  

 

  



   

 



  

 

 

 

Schl.

 

 

Vl. II

iB

   

 Vl. I 

er lin

    

Klav. II

   

p

rd

Klav. I

ic o

R

Pos.

-F or

p

Tpt.

pe



pp

  Hn.

Kb.

pp

ff

 

3



y

Kfg.

pp

  

ff

pp

   

  

ff

Sno. Sax.

nl

Kl.

pp

ff

lo

Eh.



sa

ru

460

 Fl. 



 p




Anm. f. Dir. Die differenzierte Dynamik muß äußerst exakt ausgeführt werden, damit das „Superlegato“ der q = 63 Gruppen 2 Tr, 1. Hn. und 2 Pos., 2.Hn. und die Ausdrucksschwankungen darin zustande kommen.



f

Hn.

3 1)

 





pp

  

Tpt.

f

pp



f

1)

 Pos.

 

3 ff 1)

pp

   

fff

pp

3 ff

pp



p

pp

   

f

pp

   

p





pp



    

 pp



fff

pp

fff

   

R

pp



pe 3 mp

pp

ff

mp



 pp



3

pp

ppp

     ppp



 

ff

    



p

pp

pp

pp

 pp





pp

   

  

mp

pp

p

3       ppp







pp

pp

y

tb



ig h

477

yr

 

op

99





ff

Hn.

C

ic o

   





   

iB

f

   

rd



   

pp

Pos.

pp

pp

Tpt.

pp

ff

f

   

pp

fff

   

 



er lin

Hn.





-F or

98

471



ru

 ,  = weich ansetzen, etwa: pff, auch bei großer Lautstärke 

 



1)



ppp

Phrasen des Blechbläsersatzes





pp

pp

   

pp

pp



pp

1)

 

ppp

p

  

 

pp

    

  

1)



pp



pp



fff

pp

1)

pp

pp

 



p

 



  

pp



fff

ff



y

465

 



nl

97

lo

Gäa

sa

64



 pp

    

  

Tpt.

  



ff

pp



ff

pp

  pp

   

 



ff

pp 3

 

pp

   

mf

pp

   

    

 pp



   

ff

pp



ff

pp

f

 

 

3 f

ppp

 pp

ppp

mf

   fff

mf

pp

fff

Pos.

      

fff



   3 f




100

   



pp

Tpt.

ppp

pp

   

p

Pos.

488

 

ppp

f

pp







    

     

  

ff

Tpt.

  

    

f





ig h

  ff

ic o 

yr op

 

ff

 

pp



ff

  

pp

 



ppp

  

 

pp

pp

ppp

  

ppp

   



pp

   



pp

gest.



  

pp





 

f

3   



pp

mp





pp

pp

102

f

 



 

pp

mf

p

pp

   

mf

p

  

f

pp



3

  

  

pp

   

pp

3

pp

ff

pp

   

Pos.

R pp

tb

f



y

493

Hn.





f

    

C





Tpt.

iB





rd

ff

pp

p

er lin

 



f

pp

pp

pp



mf

   

pp

ff



101



3

f

pp

p

(kein dim.)

Hn.

Pos.



   

pp



p

(kein dim.)



   

f

   

p

ppp

p



f

fff

f



pp

  

   

p

fff

(kein dim.)

  

   

 f

pp



y

fff

nl

pp

Hn.

   

lo

   

sa

  

ru

  



pe

  

-F or

482

 

65

    

pp

 ppp

pp

 ppp

   



ff

pp

pp



   



ff

  



pp

     3

 

pp

pp

mp

   3

 pp

mp

Metall (Gestänge, Blecheimr u. ä.), resonanz- und nachhallos

 

fff

Schl.



Metall (Gestänge, Blecheimr u. ä.), resonanz- und nachhallos

 

fff


66

103



fff

pp

q = 66





 

  

  

  

ff



gestopft

gestopft



 

 

 Vla. 

f

p

 

q = 66

pont.



pont.

  

 

ff

  

  



 



  

yr C

op

Vla.



 

pp

  

f



  

ff

ff



3

ff

 f

 

  

 

 

mf

mf

p

 3

 

3



 

mf

ff

f

f

f

 

  

ff

 

ff

ff

  

pp

  

anspringen hastig    

  f

3

ff

f

ff

 

mf

ff

  

 





  

ff

f

3

ff

f

 



iB

 

  



f

rd

y

ig h 

 3 fff

ff

 

ic o

3 fff

 Hn.



tb

Kfg.

ppp

ff

ff

R

505

  

   

 

er lin

pont.

 





Sno. Sax.



f

ff

Fl.

ppp

ff

ff

3 pp



hastig anspringen   

 

  f



3

f

 

ff

Vc.

hastig anspringen

 

pont.

 

f

ff

Kb.

ff

Hn.

sa

 

pp

 

ru

Kfg.

Sno. Sax.

fff

y

p

  

pe

 

 

-F or

Fl.



nl

lo

e.t. q = 72 500

 f

  

mf

 

 p







Vc.

Kb.

   ff

 f

  f

3

   mf

 p


3

  

mf

   p

3

ff

p

 

fff



 

ff

    p

  ff

 

f

p

   p

ff

 

p





f

ff

f

 

f

  

  

mf

 

 

ff

  Hn.

   f



ff



mf

p

  p

ff

nl

509

  Kfg. 

schließen an Flöte und Sax. an, unabhängig vom übrigen Orchester Harmon

 

lo

X

Harmon

  ff   

 

p

Vc.

p

Kb.

  

3

mf

  f

  

ff

  

 



fff

p

 

fff

f

  

ff

 

fff

  

f

 

 

ff

 

 

 

ff

p

ig h

 



   

 

p

p

ff

mf

p



mf

p

  p

 

p mf

 

  ff

  f

 

 

ff

p

f

f



ff

 

  

(gest.)

 

 

 p

  ff

p

 p

f

 

p



 

  

 

 

 ff

 

mf



pp

mf

mf

  ff



p

mf

ff

f

  ff

 

ff

(gest.)





p



p



f

mf

yr C

op Kb.

ff



p

ff

f





ff

Vc.



Tpt.

ff

 Vla. 

ff

f

p





rd



 mf

ic o

p

ff

Hn.

R

ff

y





105

tb

513

 Kfg. 



f





ru

pe

-F or

 

er lin

Vla.



mf

iB

 X

 

sa

mf

Tpt.



y



104

67

  p mf

p

(pont.)



(pont.)

pp

  ff

pp

  ff



(pont.)

pp

(pont.)




68

106 

 

   

 



 

mp

mp

 



   

Kl.



  

  



 



 q = 72



  

  

  

1.

 

mp

1.





  



  

 

 

 

 



    

 



1.

 

mp



-F or





Anm. 2 Klaviere

  

mp

Pos.

  



 

     





mp

mp

 

Tpt.

ru

Hn.



pe

Fg.





   

mp

Sno. Sax.



nl

 

  

lo

  

sa

Eh.

 

y

518

 Fl. 

 q = 72

er lin

Immer fließendes und deutlich steigendes oder fallendes Tempo, also durchaus krasse ritardandi und accelerandi. Unabhängig vom metrisierten Orchester, aber insgesamt auch so lange, also ca 20". Ensprechend den Verlauf der Wellenbewegungen organisch gestalten. Vorzeichen gelten nur für die unmittelbar folgende Note, es sind also keine Auflösungszeichen gesetzt, außer einige Male sicherheitshalber.  Gelegentlich sind zwei Noten durch einen dünnen Strich verbunden: auch sicherheitshalber, damit die Zuordnung eindeutig ist.

ff

p

 Klav. I

 

  

 

20"

tb

p

ig h

   

op C

Vla.



 

 

 

 

  

20"

 

 



  

ff

   

p

  

f

p

      



 

   

mf

         

 

 

p

 

      

mf

   p

mf

  

  



  

   

  

 

       



 

  

 

  

p

      

 

  

ff



 



p

 

 q = 72

ff

      

mf



yr

 

   

p

y

X

Klav. II

 

R

ic o

     

ff

 

rd

p

iB

 X       

  

 



mp

 



  

 

mp

Vc.

Kb.

 

     mp

 

  

 

  






69



   

 

    Fg.   

Tpt.

Pos.

 

 

 

  

 

 

   

p

   

Klav. I

ff

pp

 





 



 

mp

   

 

      

 

pp

mp

p

    

 

rd 

op

yr

 

p

  

  

mf

p

mp

     

  

   

 

 

 

  

 

ff

   

 

  



   Kb. 

  

mp





 

20"



  



 

    

  

 

Vc.

 

pp

 

   

   

    

ig h



  

ic o 

Klav. II

 

fff

20"

mf

y

tb

R

f

mf

    



 

  

 

    

C

mf

  

   

ff

  

    



  



Vla.

   

er lin

Hn.

 

 



iB

Sno. Sax.



y

 

nl



lo

 

pe

Kl.

sa

Eh.

ru

-F or

521   Fl.   

  





 




107

      mp

pp

 

  

 

  

pp





mf

pp





 pp

Fg.

 Hn.



 q = 108

     pp

pp







 

   

pp





pp

ff

f

 

  

æD

æ D

D

3

p

ff

ff



p

   æ

æD

3

æD

p

ff

R

  

f

 

y

ff

tb

3 



 

æ D

D

f

mf



  

æD

æ

yr op C

 Vl. I  

nach oben:

 q = 108

 D B

  3

fff



æ

Vc.



pp

oder nach unten:

3

ff

f

 





   pp



 pp

 

ff

 

ff mf

f

 

  

mf

ª

C





 

ff mf



C D

f

 

DC

 E C

 

 

  

mf

 pp

ª

C

p

 



 



 

p

 

  1.

  pp

 

p

3

pp

p

pp

pp

 

pp

3

ff

 

  



pp

Kb.

      p

1) auf Handballen aufsetzen und zu den Fingerspitzen hin niedersenken 2) nur mit Fingerspitzen anschlagen

mp

mp

 mp

 

 



pp

DC

 

2)

D C D

p

 3



C D 3

 

    

Zur Sicherheit sind an einigen Stellen noch zusätzlich Pfeile notiert, in welcher Richtung das cluster angeschlagen werden soll:

pp

Vla.

 ª æ



 

 



 

 

D æ ª

  

f

  2)

1)

oder um diesen Ton herum:





ff

D C D

æ

Anm. 2. Klaviere von diesem Ton aus in der angegebenen Stellung mit ganzer Handfläche aufschlagen. Je nach Handstellung ergibt daraus ein cluster

ig h

  RE LB

3

 

f p

p

pp

f



 

   

fff

L R in der angegebenen Handstellung erneut anschlagen

Vl. II

1)

D æ ª

ff

 

pp

 



L R in der angegebenen Handstellung erneut anschlagen ff

f

mf

rd

 



pp



  

ic o

Klav. II

pp

Anm. f. Dir. Die beiden Klaviere sowie das Orchester beginnen gemeinsam und sollen gemeinsam aufhören. Sie spielen aber ihre Parts unabhängig voneinander. Falls die Klaviere zu früh fertig sind, beginnen sie nochmals von vorn und brechen dann mit dem Orchester ab.

ff

pp

er lin



 

 mf

pp

mit Händen schreien und stöhnen e.t. q = 96

Klav. I

iB

 



Pos.

mf

mp

p

 



pp

Tpt.

pp

 

pp

 

mp

  mp

    





  

-F or

Sno. Sax.

 



y

  

Kl.

mp



 

nl

pp



sa

 

 

 

ru

Eh.

 



pe

524

 Fl. 

 q = 108

lo

70

     p

 

 

       p




pp

  Hn.

mf



 

  ff

ff

Tpt.

mf

mf



ff

    

  

mf

ff

mf

pp

C f

mf

  Klav. II

C

C

C

op

 Vl. I 

Vl. II

  

ff

Vla.



     

Kb.

 

f

mf

pp

  

ff

   

f 3

mf

 

 

f 3

pp

 

  mf

 

p

 p

ten. f

3

p pp ff

quasi:

f

tenutissimo p

pp f

f

C D

C D 3

p

pp f

Höhepunkt...

                                  3

C D

p pp ff

f

quasi:

3

C D

C D

tenutissimo p

pp f

f

p

pp f

 

fff

C D Höhepunkt...

fff 3  3                            

C D

C D

C D

C D

C D

 

C D







pp



ff

pp

 p



ff

p





p





ff

 

mf



nur mit Handballen

ff

  mf ff  

p

p

  

 



f

f

 

p

ten.

f 3

  

mf

ff

   





ff

mf

mf

ff

hoch

tief

pp

Vc.

mf

ff

  

mf

ff

f

Tempelblocks

pp

f 3

 



1) Handballen von d1 bzw c1 aus in Pfeilrichtung abrollen, liegen lassen:  und mit Fingerflächen nachschlagen:  

3  f  ff mf ff f mf                        1)              C C C ª C D D C D C ª C D D D D

pp

ig h  

yr

 Schl.  



iB

mf

tb

ª

ª



rd

ª

mf



 

                   1)             C C C D D C D C ª C D D D D f

ic o

 ff   

f 3



p

R

  Klav. I



mf

mf

p

p

y

f

pp



ff

 







er lin

Pos.

ff

 

p

ff

 

ff



ff

 

mf



ff

 



 p

ff

  mf

pp



ff

  

  



mf

ff

 

ff



ff

 

ff

mf

ff

 

ff

  

 

Sno. Sax.

mf

Kl.

ff



y

pp





nl



lo

  

 

sa



ru

pe

 

Eh.

Fg.

108

-F or

528

 Fl. 

71

p





ff

p




72

109

 Hn.





  

 

pp

  

 



Pos.

f

   

    f

...dieses ganzen Abschnitts

 Klav. I

mf p 3

      ª

ª

 

yr

op C

Vla.

 

 

mf





f

mf



p

mf ff

p

mf ff

ª

mf ff

mf ff

p



pp

  

 

pp



 

f

pp



 

  

pp

Kb.

   pp

 f

 

     f

y

   



   



 

pp

   

  

 

   

sff

pp

   

pp

 pp

 



mp



mp

pp

 



 pp

Vc.

fff

 ª æ D

mp



   

     

pp

mf p

pp

      



mp

p

 EB ª

CD C 

   EB E



p

unter Umständen nochmals von vorn und dann mit Orchester abbrechen

 

 EB ª

 B D



 

pp

p

pp

   

pp

3   

E





pp

 B

E

pp



pp



3

  

 ª D æC

ff

f



 







f

ªE E C

pp

Vl. II

     

ig h

 Vl. I 

 mp

    

ff fff

 E B

p ff

f

ff

 

R

Klav. II

mf p 3

tb

 

y

f



...dieses ganzen Abschnitts

pp

mf

ªE E C

sff

   

p ff

f

ff



 

 

pp

pp

f





 

pp

rd

pp





   

f





 

pp

 

ic o

    



 

pp

f

pp

Tpt.

 

pp

pp



 

nimmt TS

f

 

pp

lo

  

mp

sa

Fg.

f

 

 

  

ru

pp

 

-F or



 

pp





  

pp

 





nl

f

Sno. Sax.





pe





pp

Kl.

er lin

Eh.

iB

533

 Fl. 




73

110  

 

f

Eh.

Kl.



 

        





f

f

q = 72

  

 

 

 

ff

Hn.

 



 



ff

Tpt.

  

  

ff

 



 



 

 

 

  

p

 (= Krebs einer Figur von T. 518-523)

 

mp

  

 

 

y tb

ig h



yr

 

op C

Vl. I

Vla.

   

 mp

ff



 

 

    

 

 

  



(= Krebs einer Figur von T. 518-523)

  



mp

p



  

 

 

      

(Krebs)

 

 

 

 

 

 

 

  

mf

mf

 ff

mf

p







mf

   

  

    

     

ff

  

(= Wiederholung einer Figur von T. 518-523)

   

  



  

p



  

ff

q = 72

mf

Kb.

mf

Vl. II

Vc.

  

(Krebs)

pp

pp

R

  

Klav. II

er lin

 Klav. I

mp

  

iB

fff

pp



rd

    

    

pp

ic o

 

pp

ff

pp

  



ff

Pos.

pp

-F or

 

pe

ff

pp

 

nl



sa

Fg.

ru

    

    f   f

T. Sax.

  

y

Fl.

q = 72

lo

537




74

  

  

 

    

  

 

  

  

 



 

  

 

mp

   

   

     mp  

 



nimmt Dpf.

 

nimmt Dpf.

mp

 

mp

mf

p

ff

p

 

    

  

     (Wdh.)

   

tb

 

    

 

ig h

yr op

  

 

 

 



 

 (Wdh.)

    

p

mf

   

 ff     

   

     

p

 

f

 

 

  



  



  

 





  





 

ff



    

ff



 

ff

Vc.

Kb.

mf



ff

   p

(Wdh.)

ff

Vla.

ff

    

 

  (= Wiederholung einer Figur von T. 518-523)

Vl. II

  

(Wdh.)

ff

mf

   

p

y

ff

 

         

 

 



p

Klav. II

ic o

 

p

rd

R

Klav. I

  

mf

  



 

iB

pp

er lin

Pos.

-F or

Tpt.



sa

 

mp

C

mp

Hn.

Vl. I

pe

Fg.

  

 

T. Sax.

nl

Kl.

   

lo

  

ru

Eh.

y

111

   Fl.   540

 




 



mp

  





mp



nimmt Oboe

  





  f

Hn.



f

f

Pos.

 p

   

f

  

  

    

p

 Schl.

  

  

yr op

 

f

fff

pp

 pp

X

Metall (Gestänge, Blecheimer u. ä.), resonanz- und nachhallos

   

fff Metall (Gestänge, Blecheimer u. ä.), resonanz- und nachhallos

 mp

Vl. II

Vla.

   



 

 

  mp

fff

  

pp

fff



Vc.

f

 

    (Wdh.)  

 

fff

f

ig h



R

p

 

pp

y

Klav. II

mf

tb

  

iB

pp

rd

Klav. I

Dpf.

fff

pp

ic o

 

fff

f





er lin

Dpf.

-F or

 

pe

C

  

Tpt.

Kb.

fff

ru

Vl. I



sa

Fg.



y

T. Sax.



75

nl

  mp  



    

 

  

mp

Kl.



lo

  

543

 Fl.   mp  Eh.   



 

mp      mp

   

 

  

 




 

Gummibecher

547

 

   

 

...Offen

mf

p

113

f

Gummibecher

p

...Offen



mf

p

Dpf.



 Schl.    Vc.

p

  

1. pont.



 

  

Kb.

pont.



  

 

 

yr

Vla.





 

 

er lin

iB  





o. D.

o. D.

a 2 Metall

 

 

    

f

       3

 

f

mf







      



 

mf



 

 p

ff

p

pp



 pp

 ord.

   

p

ff

  

p

ff

  

ff

mf

f

 

p

3     







  

pp



p

ff



mf

Vc.

Kb.

Dpf. weg

ff

    ff

3        fff mf ff

ff

 

op C

Schl.

ig h

Pos.

y

tb



3

ff

 

...offen

 

...offen

   Tpt.



rd

R

114



ff

ic o

T. Sax.

Fg.

pp

 

553



p



p

p

pp ff = unmerklich einblenden

 Kl. 

pp ff = unmerklich einblenden

ff

ff



Dpf. weg

pp



    

ff

pp

Dpf.



sa

p

ru

f

ff

Pos.

ff

pe

-F or

Gummibecher

Gummibecher

Tpt.



y

 

q = 66

nl

112

lo

76

 

ord.

  p

 ff



 f

 3   f

 

    ff

ff f

 



  

mf ff

 



ff



ff

 

ff


77

115 561

 Fl. 

 

f

ff

Kl.

pp

  

Ob.

ff

 

 



 

f

p

   



 

 

 

3 pp



 

    

f

f p

 

3

  3

3

 

pp

 

f

f p

 

 Vl. I 

 

Vla.

Vc.

Kb.

ff

 

 

ff



3

  





yr op C

 

  

    

ff

  

f





f

ff

         p ff

p f

 

 

p ff

 



 f

f

f





f

fff

      

 f

 f

p

ff

p f

lo 3

 

mf

p

ff

  

  p

ff

f

   

 

ff

 p

f

 



mf



p

ff

p

p





mf

    ff



mf

p

  



ff

p

ff

  

 pp

     

nimmt Dpf.

f

ff

p

p

    

ff

ff

mf



         p ff p f          

ff

ff

   

p

p

pp

ff

mf

   

 

3

  

    

3

ff

  



   

117

pp



2.

f

mf

ff



    

ff

mf

f

3     

p

f

mf



 

ff

fff





mf





  

p

mf

3

mf

f p

  

3 pp

ff

  





f

y

ig h



fff

fff

Kb.

   

fff

fff

Vc.

 

   3

iB



     p ff

ff

  

Vla.

rd



 

 

f

mf

  

3

 

3

Pos.

p

a2

p ff

Tpt.

f

tb

569

 

     

mf

 Kl. 

Fg.



pp

116

T. Sax.

R

   

mf

pp

  

Vl. II

f

f

    ff

sa

3

ru

  

3

nl

mf

3

mf

Pos.

ic o

pe

Fg.



-F or

er lin

T. Sax.

y

mf

f

ff

    ff   

p

p

ff

p

p

f

 f


78



575

 



pp

  

    p

 

mf p

  

nimmt Kfg.



G.P. 

 (q = 66)

  

Dpf.

 

ppp

   

p mf p

Vc.

p

   

  

p mf p

 

mf p

 (q = 66) fff

G.P. 

 

  



R

ic o

Kb.

 pp

ff

mf





   

-F or





  

a 2 Metall

er lin

 

rd

Vla.

iB

 Schl.  

2. Dpf.



sa

nimmt Dpf.

ru

  

 ppp

Tpt.

Pos.

nimmt Tx.

pe

Fg.

pp

ff

mf



y

G.P. 

  

nl

 

T. Sax.

 (q = 66)

lo

 Kl. 

118



q = 63

y

tb

119

Anm. f. Dir. Takte 580-604: Bläser wie T. 465-497, jedoch alle mit Dämpfer. Ab Takt 589 kommen Streicher hinzu.

ig h

Phrasen des Blechbläsersatzes

580

 

Dpf.



f

C

op

yr

Hn.

Dpf.

3

1) 



pp





f

1)

pp

Dpf.

 

Pos.

 

Dpf. 1)

3 ff

  

   pp

 ,  = weich ansetzen, etwa: pff, auch bei großer Lautstärke 

1)



  





1)





pp

   

fff

pp

 

pp

    

p





pp

 pp



pp

pp



 

ppp

p

   

 

pp



pp

p

pp

pp

fff

pp

pp

3 ff

  

pp

f

Tpt.

 fff

ff



120

 pp





pp


 

 



 

pp

ff

pp

 



pp

 



fff

  

ppp





(kein dim.)

f

(kein dim.)

p

 Vc.

Kb.

 

 

Pos.

op

 

C

Vl. II

  

3

3

pp



   

mf





mf

  

  mf



 

pp



pp

pp



pp



pp

pp





  

ff

pp









 

ff

     

ff





f

 





 

pp

f

1)

    



f

pp

pp

1)

pp

     

 

123

pp

   

mf

Kb.

1)

pp

pp

fff





pp

mf

Vc.

pp

   



 

p

fff

pp

Vla.

f

pp



tb

 

yr



ig h

pp

y

  



pp

iB

f

Tpt.

Vl. I

pp

ic o

f

    3   mf

R

Hn.



1)

rd

591

122  

-F or

Vla.

er lin

fff

1)  

ff

ff

ff

f

 p

f

f

 p

1) immer unmerklich einblenden

ff

 p

pp

p

pe

Vl. II

   



p

p

1)

   

p



pp

pp

   

f

   

p

ppp

ppp

(kein dim.)

fff

   

p



3 f

    p   

  



pp

 f

3 f

  

fff

pp

    

   

pp

 

y

f

 

nl

pp

3

ff

Tpt.

Vl. I



lo



 

Pos.

  

sa

ff

Hn.





121

ru

586

 



79

ff

 ff


ppp

f

 

ff

  

pp

Tpt.

  

pp

 

pp

pp

   

Vl. I

  

 

pp

pp

pp

pp

  

 pp

 

    



ff

 





pp

Vla.

p

Vc.



p



iB



 

p

f

f

ic o

rd

Kb.

f

pp





er lin

pp

-F or



pp

Vl. II

f









ff

   



p



pp

 

pp

 





pp

f

ppp



pp

  

ppp

p

Pos.

  

   



pe

pp



p



y



yr

op C

3

  

ff

pp



  

 Vl. I 

  

G.P. 

pp

ppp



3



pp



pp

    3

pp

ppp





Pos.

  

ff

gest.



mp

Tpt.



f

ff

ig h

Hn.



tb

601

 

  

R

pp

mp

  

 pp

mp

 ppp





y

pp

Hn.

 



nl

sa

 



ru

597

  



124

lo

80

G.P. 


81

Kronos Tempogrundierung:

125 606

Sop.

f

q = 60, rubato nach Sprachrhythmus und -betonungen p

f

   

p



Kro - nos

f

p

   

pp

   

hei - ra - te - te

mf

pp

pp

    

sei - ne Schwes - ter Rhe - a,

der

            

die Ei - che ge - weiht ist.



 

Sop.

mf f p         

ppp

pp

wur

-

pp f



de ihm von Mut - ter Er - de

pp

  

und

p            

von sei - nem ster - ben - den Va - ter U - ra - nos

sa

Doch

f



lo

610

nl

y

Sop.

   

mf

p

 

p

p pp                              

 

vo - raus - ge - sagt,

-F or

612

f

pe

ru

dass

um - brin

 

gen

wür - de.

ver - schlang er all - jähr - lich die Kin - der, die



ff

X

ihm

Rhe - a ge - bar:



ig h

yr



ppp

Dpf.



pp

o.D. ff









 ppp



ff



ppp

pp

Dpf.



pp

ff

Hn.





     

c. q = 60, rubato wie vorher

X

ne

p

           f  

 

ppp

Da - her

ic o

126



pp

tb

617

 Tx. 

-

iB

ihn

    

ff

-

rd

  

R

Sop.



y

614

er lin

ei - ner sei - ner Söh

   





pp

ppp

C

op

Tpt.

o. D.

ff

Dpf.



ff

pp

ppp



pp

ppp

Pos.

o. D.



ff

 Sop.

sehr langsam p

 als

  er - stes



pp

ppp

X c. q = 60, rubato wie vorher f

    He

-

sti - a,

pp

dann





De - me - ter

 und

   He

-

ra,

ppp

 dann

     Ha - des

und

 

schließ - lich

f

 Po -


82

622

 Ob. 

X

128



127 

 

  q = 63 

  

 

 

 



Kl.



p



 



X ff sub.

Dpf. weg

f





  q = 63 

p

pp

ff sub.

pp

f

  

pe

 

Hn.

nl

p

pp

lo

Kfg.



sa

ff sub.

ru

Tx.

y

p

gest.



 

f

gest.

 

ff sub.

 ff sub.

ff sub.





op

C

Vla.

rd ic o

 

  q = 63 

ppp



Rhe - a

don.

Metall

 

fff

f

ff

pont

 f

pp

pont

1)

1)

1)  

pont

 p

pp

ord

 

pp

  

pont

  

f

ord

ord

pont

f

pp

1)  

pont

f

pp

f

pp

pp

(o. D.)



pp

ord

f

pp

ff

ord

(o. D.)

(o. D.)

1)

(o. D.)

ff

  

pont

Vc.

Kb.



war

pp

ff



mf



yr

ff

Vl. II

p

(o. D.)

ig h

 Vl. I 



tb

sei -



y

Sop.

R

ff

 

pp

 Schl.  

X 

 

pp

Pos.

iB

pp



Dpf.

er lin

 ff sub.



p

pp

Tpt.

-F or

f

Dpf.

  

pont

f

 

pont

f

 

pont

f

 

f

1) kontinuierlicher Übergang von pont. nach ord.


pp

Kl.

ff

 

pp

Tx.

 

pp

p



p



p

  

ff





 



p

f

p

 

f

p

 

  



ff

p

f

p

pp

 



 

ff

p

f

p

gest.

  

 

p

 

p

pp

 

gest.

 

f

Hn.

 

pp





 

 

  



pp

pe

Kfg.

pp

p

 

p

 

y

 

  

nl



 

lo

  

sa

 

130

ru

627

 Ob. 

129

83





 

pp



ff

p

-F or

f



Tpt.

 

pp

 

 ff

p

ff

  p ff

Pauke

tb

ig h

op C

yr

ff

Vl. II

Vla.

ff

ff

ff

p

 ff

Kb.

 p

Zor

p

 

mf

R

pp

-





nes.

ord



pp

ord

pp

ord



p

pp

ord



p

pp

ord



p

pp

pp

 

pont

ff



Vc.

  

y

pp



voll

 Vl. I 

 

ic o

 



f

p

pp

 

f

 

pont

p

 ff

 

   

pont

pp

ff

pont

p

ff

 

pont

  p ff

 

 

ff

  p

 

ff



p

Sie

ge

   -

 

ff



 

bar

Zeus,

ord



ord

 ord



ord



ord



pont

 

pont

 

pont

 

f

pont

  f

pont

 

f

ff



 

f

p

mf

pp

 

 



 



 



 



 

 

pp

ord



pp

ff

ord

p

p

ff

p



ord

ff

f

  

pp

ih - ren

ff

f

p

ff

p

 

p

 

p

 

mit zartem Akzent immer

 Schl. 

Sop.



Dpf.

rd

p

Dpf.

Pos.

er lin

iB

 

ord

pp

ord

pp

pp

p




84

Kl.

 

 





p





ff

p

  



f

p

pp

 



f

p

pp

gest.

 

gest.

 

f



ff

pp



 



ff

pp

 

ic o 

pont

ord

ig h

tb

drit - ten

 Vl. I 

ff

yr

pont

Vl. II

op

ff

pont

pont

ff

 

ff

 ord



ord



pont



ord



ff

pont





pont



pont



pont



pp

ff

ff







p



p

 p

pp



 

p

 Nacht,

 

 

  

pont

  

pont

  

pont

f

pp

ord

ord

pp

ord

f

 



p

pp

p

f

f

f

pp

f

pp

ord f

 q = 58 im Takt   auf

ord f

f

ord

pp

f

ord

pont

p



f

ord

p

pont



 q = 58 im Takt

f

ord

ff

p

ff

ord



fins - te - rer

p

ff

pp



  

in

pp

ord

Sohn,

pp

ff

Vc.

pp

ff

C

Vla.

pont



R



y

Sop.



 

rd

Pos.







er lin

iB

p

Tpt.

Kb.



pe

pp

f

Hn.

Schl.

p

 







 

pp

ff

ff



pp

-F or

Kfg.

p



ff

 

pp

ff

Tx.



 q = 58 im Takt 

y

ff

 

nl

 

lo

  

sa

 

ru

633

 Ob. 

 

131

pp

dem

Ber - ge


  



 

 

  

 

    

p

 p

Tx.

Kfg.





 







  

 



 



f

p

 



f

p

gest.



pp

p

pp

 

gest.

 

p

 

pp

f



 

p

f



 

f

Hn.

 

  



 

f

p

  

 

f

sa

ru



 

pp

pe

Kl.

 p

Tpt.

p

Pos.

 

  

pp

 

 

op C

Vla.

ic o   -



en,

ig h

Vl. II



 

Ar - ka - di

yr

Vl. I

in

ppp

tb

Ly - kai - on

 

R

f

Sop.

y

Schl.



 

 

pont

 

pont

 

pont

 

 

  



 

p

ord



pp

p

ord



pont



 



 

pp



p

pp

ord





f

p

pp

 



f

p

 

 

pp

f

pont



pont

ord



 

We -

ord

 

  

pp

pont

(pp)

mf

p

Vc.

Kb.

f



pp



pp

kein

(pp)

 

ff

f

 

f

 

pp

 

 

 

  p ff

f



 

 

gest.

 

p

p

wo



 

   

 

pp

rd

iB



 

er lin



 



 

gest.

f

-F or





f

f



y

 

nl

639

  Ob. 

132

lo

 

85

f

pont

f

pont

 

f

pont

 

f

 

p

f

 

ord

pont

pp

f

 

 

ord

pont

pp

f

 

 

ord

pont

pp

f



 

ord

pont

pp

f

 

 

ord

pont

pp

f

 



 

p

f


 



p



pp

 



 

p

pp



  

f

 



p

f

 p

p

pp

 

 



 

f

p

pp

gest.



 

gest.



 



 

p



 

pp

p

Tpt.

p



   

p

pp

 ff

Pos.

Sop.



  

pp

ig h



tb

ord p

ord



op

p

 



ord



ord

p

 p



pp

   

 

 



pp



 

ord

f

pp

f

p

ord

pont

ord

f

pp

f

p

ord

pont

f

pp

f

ord

pont

f

pp

f

ord

pont

f

pp

pont

pont

 

f

  

 

pont

 

  

 

 

  

  

  p

pp

mf

 

 pp

 ff

 ff





pp

 

p

pp

ord

 



p

pp

ord

 



f

p

pp



 



p

f

p

   

ord

ord

f

pp

ord

f

pp

ord

f

pp

ord

f

pp

ord

f

pp

pont

 

pont



 

 

 

 

 



 



pp

pp

 

 

ten

ord

   

 



pp

 

p

pont

pp

Schat -

pp

p

  

mf

 



rd

 

pont

pp

p

Vc.

  p ff

pont

pp

p

C

Vla.

ord



yr

Vl. II

 

sen

 Vl. I 

R

 

ic o

y

 f

pp

f



 

er lin

iB



Kb.

  

pe

 

f

Schl.

f

Hn.

 

p



  

 

pp



 

pp

f

-F or

Kfg.

p



  

p



 

p

Tx.

 

pp



Kl.

 

y

   

nl

  

lo

 

134

sa

646

 Ob. 

133

ru

86

pp

pp

pont

pont

 

pont

 

 

 

 f

pp

 

wirft.

Sie

f


87

X

  q = 63  

     ff

Tx.

ff

fff



X

 

q = 63, wieder frei

ff

fff

  

offen    

 q = 92  

offen    

Tpt.

 

X q = 63, wieder frei

y

ba - de - te

ig h

im Flus - se Ne - da und

op C

ihn

yr

 Vl. I 

Vl. II

Vla.

pp

          

tb

Sop.

 

p

  q = 63 

fff

gest.

 

  p fff

 

gest.

  p



 

ff

p



fff

 

ff

p

  

         gab ihn dann der Mut - ter

 q = 92 

  q = 63  

Er - de.





pont

mf





pont

mf

 

 

ord

ff





  mf 

ord



  mf

ord



pont

ff



   mf



pont

ff

 ff

fff

 pont   p

ord

fff

 pont   p

ord

fff

 pont   p

ff

 pont   p

pont

 

ff

ff

p

Vc.

Kb.

ff

R

Schl.

ic o

 

rd

Pos.

er lin

iB

-F or

fff

pe

fff

Hn.

p

ff

mf

ru

Kfg.

mf

   

ff



    

  fff  

 

sa

Kl.

mf



y

652

 Ob. 

 q = 92 

nl

  

q = 63, wieder frei

lo

135

fff

 pont   p

 

p

fff

fff


88

658

 Ob. 



X q = 63  pp

Kl.

 pp

y

Tx.

lo

 pp



sa

X q = 63 

-F or

 pp

Tpt.

er lin

pp

iB

Pos.

rd

 

X q = 63

y

Die - se trug ihn nach Lyk - tos auf Kre

ord.

ig h

 Vl. I 

 (Pause für den Rest d. Taktes) 

pp

 (Pause für den Rest d. Taktes) 

 (Pause für den Rest d. Taktes) 

yr

ord.

C

op

Vl. II

Vla.

pp

ord. pp

ord.

pp

Vc.

ord.

pp

Kb.

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

tb

Sop.

R

Schl.

ic o

pe

Hn.



ru

Kfg.

nl

pp

 pp

 (Pause für den Rest d. Taktes) 

-

ta und ver - barg

   

      

ihn in der Dik - ti - schen Höh - le auf dem Ä - gä - i - schen Hü

-




89

p

pp

   fffp

  









p





    p fff

Hn.



fffp

    p fff

 p



pp

er lin

p

 

iB

Sop.

 -

 Vl. I 

yr

ig h

op

Vl. II

C

Vla.

ic o





ff

    

   

  

  

f

  

   



 

 

Vc.

Kb.



gel,

f



R



y

Schl.

tb

pp

rd

Pos.

Tpt.

X

sa

y

nl

lo

pp

p

Kfg.

X

p



 

ru

Tx.

 



Kl.

 

pe

659

 Ob. 

 

-F or

136

     p fffp

X

p

wo

er

von

der

  

pp

     p fffp

 

pp

pontord    

 

p

pp

pont ord

fffp

pontord    

p

pp

fffp

pontord    

p

pp

 p

fffp

   fffp

 pp

 

Zie - gen - nym - phe

pont ord

 

A

  -

mal - tä - a


 

(663)

 Ob. 

 

 q = 92 

  ff

Tx.



Kl.





  ff   

ff



ff





offen   

mf

    mf

    mf

lo





 q = 92 

sa

ru

Kfg.

ff

   

y

137

nl

90

Hn.

pe

ff

offen

  

 Tpt.

iB

ic o

 

R

Schl.

und

von

den

y

 

E - schen - nym - phen

Ad

 -

 

ras - tä - a

und



pp

  

 q = 92  

Jo -,



 mf

yr

ff

C

    f

op



Vla.

f mf

Vl. II

  

ig h

 Vl. I 

 

tb

 

Sop.

rd

Pos.



er lin

-F or

ff



 mf

ff





  ff



mf

ff



 mf

Vc.





ff

Kb.

    mf


91

Kl.

mf

 

p

Tx.

 

ff

Kfg.

p

ff

p

  q = 63 



mf



 

p

p



mf

p

p

   p

 

p

 fff

  p

Pauke

 



yr

pont





op C

Vla.

ord

ff

pont

pont



ord

ord

pont

 ff

Kb.

ff

ord

fff

 pont   fff

   pont  p

fff

 pont  

p

ff

Vc.

p

p

ff

 pont  

fff

   pont  p

 

p

fff

fff



 

pp

  

R

ord

ff

Vl. II



tb

pont

ig h

 Vl. I 



 

pp

y

fff

mf

  q = 63  Sop.

 

pp



rd

 Schl. 

ic o

pp

Pos.

  p fff

mf

gest.

er lin

 

pp

  fff p

iB



gest.

Tpt.

fff

-F or

 

p

  



 pp

fff

 

Hn.

pp

p

mf

 

p

 fff

p

pp

mf

 

 

p

fff



y

p

 

nl

 

 

lo



  

sa

668

 Ob. 

 

ru

  q = 63 

pe

138

 

den Töch - tern ord

mf

ord

 

mf

ord

  

 p

 p



  p

fff

 

pont

p

p

ord

 

fff



 

ord

p

pp

 pont 

ord

p

pp

p

 fff

pp

ord

 

pflegt

ord

 pont  fff

   

pp

p

pp

fff

fff

 

ff f

ge -

pont

mf

mf

pont

p

 

p

f

Me - lis - seus,

p

mf

ord

des



p

mf

ord



pp




92









offen



 

















  



pp

Hn.

   

 



mf

 

offen

 

pp

 

y

nl

Kfg.



lo



sa

Tx.



 

ru

 

pe

Kl.

140

-F or

673

 Ob. 

 

139



f (=sanftes f)













  

pp

Pos.

 

pp

 

f (=sanftes f)



y

Sop.



tb

Schl.

rd

  

ic o

R

      

iB

er lin

Tpt.





wur - de

ig h

yr

 

Vl. I

op

Vl. II

C

Vla.













Vc.

Kb.


93

141

143



q = 60

 

Ob.

Kl.



y

682

 Fl. 



142

Nachspiel

Kfg.





f



 f

q = 60





fff

Hn.







fff

 



 

f

f

fff





 f

fff

 

fff

o. D.

 



 



f

R

 

tb 

C

op

Vl. II

Vla.

 



fff



 



f

 

fff

f

 



o. D.







f





fff

f

fff

fff

f

fff



 

f

 f

fff

f

































III



fff

f





fff





fff

f



 

 









f

III

fff

 f



fff

3 Pauken





fff

fff





o. D. fff



fff

fff

fff

fff



fff

fff



f

y  





fff

q = 60

yr

Vl. I



ig h





f

Vc.



fff

Kb.

 fff



fff



fff



f

fff

ic o

fff

Schl.

fff

rd

f



o. D.



o. D. fff



iB

Pos.





o. D.

 

f

fff

er lin

fff



Tpt.

f

 fff







f



fff



fff

sa

fff



lo



ru



pe



-F or

Tx.

nl

fff

f

 f

 fff

  




Ob.

 



 



fff



Kl.



  



fff



















f



  

  



f

 f









  

fff

  

f



fff

f

R

tb

op C

Vla.



 

 

  







   







  



 





 

fff







   



   



   



   













f

f

f

f

   

  

   

  

   

  

   

  

  



 f

 fff





f













f

f

f

 f



fff

f





 f

fff

 f

fff

fff

f

f

f

  f

 fff



f

fff



f

 f

f





fff

Vc.

Kb.

  



fff

fff

f





  



fff

f

fff

fff

fff





fff

f

yr

Vl. II



y

f

ig h

 Vl. I 



fff

f

iB

f

Pos.





rd

  

ic o





Tpt.

f







fff

fff

f







er lin







Hn.

fff







fff

-F or

f

f

Kfg.

f

f

Tx.



y

fff





nl

  



lo



 

ru



pe

690

 Fl. 



144

sa

94

  



  

  f




95

145



fff



fff

fff





mf

fff

fff

Kfg.

 







fff



ig h

fff



fff

Vl. II



yr op

C

Vla.

fff

fff ff



 

  



 

fff mf

  

 fff

fff

fff mf



fff

fff





  

 

fff mf

   

fff mf



fff

fff

Kb.

fff mf

Vc.

 fff

fff

 

   



fff mf



    

fff

fff

fff



fff

y

 



tb

 Vl. I 

R

Pos.

rd

ic o

fff

iB

Tpt.



er lin

 

fff

 

fff

Hn.



fff

fff

nimmt T.S.

sa

fff

ru



pe

fff

-F or

Tx.



y

fff

Kl.

fff



nl

fff

Ob.





lo

696

 Fl. 

 

 fff




Die beiden Klaviere molto appassionato,das Orchester dagegen leidenschaftslos. Wo die beiden Klaviere etwa im glutvollen fff agieren, bleibt das Orchester in einem kühlen, unaufdringlichen f.

Kl.

T. Sax.





    f   

Hn.



    

      





f



  



  

 



  

 



  

 

 

  

 

 

   

 



   

  

 

       

f

molto appassionato

 

 

 

  

  

fff

fff

 

 q = 69

ig h

tb

f

Klav. II

op

yr

 Vl. I 

Vl. II

Vla.

    fff



      

 

molto appassionato

y

 

R

f

ic o

f

Klav. I

rd

C



  

iB

 

f

    

f

 

 

fff

fff

 

    

        

 

 

f

f

 

      

       





fff

fff

 

  



   

 

    



 



      

  



  

 



   

 

   



   f   





   



  

f

f

   

 

    

  

 

f

fff

f

f



  

f

 

fff

f

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

 

fff

Vc.

Kb.

   

f

Pos.

 

f

  

 

er lin



   



   f

Tpt.

ru



 q = 69

pe

-F or

Kfg.

sa

Ob.

y

703

 Fl. 

 q = 69

Anm. f. Dir.

nl

146

lo

96

f


147

97

148

706

 Fl. 



  

 

   

 

f

Ob.



f

Kl.

   





 

 

 

  

 

  

 

  

  

 

   

 

Pos.

 

 Klav. I

 

   

f

 

tb

ig h

   

f



  

yr op C

Vl. II

Vla.

   

 

  

 

   

 

Kb.

  

 

Vc.

 

f

      

 



   

   

f

  



f





fff

fff



f

      

 



   

 

f





 

      



   f    

    

 

    

 f    



 

    mf   

mf

   

 

 

 

 



  

f

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

 f    

 





fff

  

 

   

 

   f    f



 

   

   

 

f

   

   

f

(fff)

 

fff

f

   

fff

 

mf

   

fff

fff

 

 





mf

    mf     mf

f

 

 

   f

f

                   

   





fff

  

 

mf

     

    



   f   



f

mf

   



       mf

fff

 

fff

  Vl. I  



mf

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

y

 





      

 

mf

R

      

   



fff

   



mf

fff

Klav. II

       mf        mf

 

   

  



-F or

Tpt.

er lin

Hn.

    

ru

   

pe

  

nl

lo

sa

iB

ic o

Kfg.

rd

T. Sax.

y

f

(fff)




98

 



   



   

  



  

 

 

 



  

  



   



  

(fff)

fff



  

 



  

 

yr op C

y



 

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

  

  

f

   

f

   

mf

  



   



   

 



  

 

       

    

          

f

  

     

   

   

 

    

  

     

 

f



 

y     

   

    

     

 

  

 

   

 

 

mf

   



    

mf

    

    

f

    

 

 

 

f

mf

fff

  

     

f

 

  

f

 



    

  

  

f

f



  



  

  

    mf

fff

mf

 

      

mf

        

    mf   

mf

 



fff



 

mf

            f            



  

  



fff





   

mf

    





 



nl

fff

fff

 

       

fff

fff

Vc.

ff

 



  

f

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

  

       

ff

ig h



(fff)



 

       

         

tb

  

Kb.

  

 

 



   

 



 

ic o

  

  

     

   

-F or



Pos.

  



lo

 Vl. I 



   

sa

Vla.



    

Vl. II

  

Tpt.

Klav. II

 



Klav. I

  

mf



mf

  Hn.

 



    

er lin

  

iB

Kfg.

 



rd

T. Sax.

 



Kl.



  

 

R

Ob.



 

ru

 Fl. 

  

pe

709



 



  

          mf



mf



    mf

  

  

 


99

  

Kl.



 

T. Sax.

 

 





    





 

Hn.







   f

 

   f   

    





    f   

 







    



f

  

Pos.

     

  

 

f

      

p



op

yr

 Vl. I 

C

Vl. II

 

Vla.

R   

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



p

fff

 

 

ff

Kb.

     



       

  

  

ff

 





 

 

    

 

         



  

 



   



  



 

  

 

  

 

  

 

 f

 



f

     

  

 

   

ff

  

fff

fff

      ff    

 

(ff)

    

 

 

    

f

       ff         (ff) 

                    f

fff

fff



 

 

  

 

    f     

  



   

  

   

  

f



f

 

f

ff

fff

f

  

f

    f   

  

f

 

f

f

  

   f   

   



   ff

 

f

fff

f



fff

Vc.

ff

 

fff

y

   

ig h

  

tb

Klav. II

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

  

ff

fff

iB

  



rd

Klav. I



ic o

f

f

Tpt.

   



er lin

Kfg.

nl



lo

sa

Ob.

nimmt Picc.

ru

 

pe



712

-F or

 Fl. 



y

149


100



715

 Picc. 

150



  



f

      





    mf    

Hn.

           

 

     

 Klav. I

   

 

   

ff

    

mf

  

f

y

tb

 

ff

ig h

op

yr

  Vl. I  

Vc.

Kb.

C

   

Vla.

  

 

f

 

fff

 

   

 

   

      

 

  

 

ff

f

ff

mf

fff

     

           

      p mf        mf p        mf p         p

      mf   p    mf

p

    

y

nl

 

   

   

    f   

  

  

   

  

    

f

 



f

 



     f

    

ff

     

fff

ff



 

  

     

 ff        

ff

  

  

 

   

                       

fff



    f

  

 

   

 

fff

mf

        



fff

   



     

    

f

 

mf

       



 

fff

 



   

     

  f

 



 

p

   

f

 

f    

    

    

f

R

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

 

fff

Vl. II

 

fff

   

   

f

 

      p mf



fff

Klav. II



     

ff

       p mf      



   

er lin

 

  

mf

iB

 

  

Tpt.

  p



p

   





  p   

mf

rd

 



ic o

 





f

  

Pos.



 

lo



sa

Kfg.



ru

T. Sax.

pe

Kl.

-F or

Ob.

   f   

 

  

  





  

f

  

            f

 

f

f

 



 






101

 



  Tpt.

  

 Klav. I

Kb.

 

 





   



 

  





  



  

  



 

    



  

 

  



 

 

  

 

 

    

     

  f

    

    



R

 

  

     

tb

  

     f

 

 

 



 

 



 

y

    

 

 



 

 



 

 

 

   

 

          

     

       

 



 



 



  

 

      



  

       

     

f

 

  

 



        

    

  

     

           

  

   

  ff

mf

f

  

      

   

   

mf

 





 



 





 



 





 



  

 





 



  

 

 



  

  

  ff

    fff

      



fff

 

y

fff





 

  

      

ig h Vc.

  



 

yr op C

 

 



  

fff

Vla.



  

 

 



  

Klav. II

  

 

  

   



   



  

fff

Vl. II







fff

 Vl. I 

 

nl

   

Hn.

Pos.



lo

  



  

  



sa

 



ru

 

 

pe

Kfg.





 

-F or

 



er lin

T. Sax.

 

     

iB





rd

Kl.

 



Ob.

 

ic o

718

 Picc. 



  




151

Hn.





  







 

Pos.

 

 Klav. I

   

ff

     

ff

ig h fff



op

yr

 Vl. I 

C

Vl. II

 

Vla.

 

Kb.

  

 



   



 



       



   

  

 



  

  

 



    

  

      

fff

                               fff

 

   

  



    

  

  

 



 

 



  

mf

 

 

     



    mf

 



  

   mf

 



  

   mf

 



  

  

   mf

 



 

     

     

mf

     

    ff

 

       



      



     



   

        

f

  

         

  

      

 

       

  f      fff

        f           mf

fff



 

 



  





 

 



  

mf

    mf

  mf

  

mf

   

  

mf

 





mf

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

ff



     

f





   

    mf   

    

            



        

 

  

 

     



y



   

 

 

nl



  

    mf

lo

  



Vc.

   

tb





y

 

 

mf

R

fff

Klav. II

   

 Tpt.

 

      



 

   



mf





sa

 



  

pe

   

 

-F or

 

 

er lin

Kfg.



  



T. Sax.

 

  



iB

Kl.



  

 

rd

Ob.



  

ic o

721

 Picc. 



ru

102

  




103



         

    





f

Kfg.

 



   f   



Hn.



    

    

    

    







  



 





              



   



  

                     

f

f

f

  f     

 Klav. I

     

   

f

R

         f           

tb

y

f

ig h





op

yr

 Vl. I 

C

Vl. II

 

Vla.

  



    

        

   

fff

ff

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

         

ff

fff

 

ff

   

fff

    ff

    

              





  

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



  

          



    

          

    

 



         

 

 

ff

ff

   

   

     ff   

                         

     

fff



 

fff

      

fff

fff

    f    

      

         

      

        ff       



f

    

fff

fff

f

Kb.

 

              

f

Vc.

    

  

f

   

ff

fff

Klav. II

    

iB

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

   



rd

ic o

Pos.

      

er lin

f

    

  

Tpt.

   

f



       

y

    

      

lo

T. Sax.

       f       



sa





ru

pe

f

Kl.

               

   



Ob.



-F or

724

 Picc. 



nl

152

ff

  ff

   

fff

fff

            ff



   

fff

   

ff

fff

   

fff

 

ff




 Picc. 



  



fff

f

Kl.

   



           

  



  



 

f

  

   



  

 

fff

   

     

  

 



f

Tpt.

   



f

  





f

  

Pos.



 

 

 

 

ff

   fff

y

tb

fff



op



  

f

  

f



  

f



         

  

 



  

 

     

 

 

 

 

 

ff

 

  

   

     ff    

ff

  ff

fff

   

fff

  

ff

  

fff

fff

fff

 

         ff

ff

  

   

fff

fff



  

   

  

fff

fff





fff

        



        

fff



 

  f

 

 

 

f

 



f



   

   

  

 

  

       

 

  



        

 

fff

 



f

  

  f

 

 

f

  f



fff

f



fff

f

f

fff

 

  



fff

  

f

 

ff

 

f

    

 

 

voller Inbrunst

voller Inbrunst

   



fff

   

fff

ff



   

fff

 

   ff

   

  



f

 f

fff

fff

 

  



fff

f

Vc.

        

R

     

ig h



   

yr

 Vl. I 

Vla.

fff



fff

ff

Vl. II

   

       



iB

     

   

 

Klav. II

f

 Klav. I

   



rd

 

pe

    fff   

-F or



f

Kb.

  



er lin



fff





f

   



f

Hn.

C

 



  



fff

ic o

Kfg.

   





f

ru

 



fff

f

T. Sax.

f

sa

Ob.

   



 



nl

728



154

y

153

lo

104

 

f



   f


105    fff



 



fff

 

Kl.

T. Sax.

Kfg.







  



fff



   







  



 Tpt.













  



f

 



 





fff

 

 

   f

  

     

ff

  

    

ig h

f

op

yr

  Vl. I 

C

Vl. II



ff

      

 

    







Vc.

Kb.

  

 

  



  



  



  



fff

 





 







 

 

 

 

 

   







 



   

 

  



  

 

  

fff

 









 





 







 





 







 









 

 

 

 

 

f

 

 

 

  

 

 

 

f





   

 

f

  fff

           

    

 

fff

  

 

      

             

f

      

fff

fff





 







 

f

   

fff

  

fff

fff

 



fff



 

f

                                   

fff



f

fff

Vla.





R

y

 

tb

Klav. II



fff

fff

                    

 



rd

    Klav. I



 

iB

  

ic o



f

fff

Pos.



er lin

  



f

fff

  



  

fff

f

   fff   





  



fff

Hn.

 

f



   

f

  



f

fff

 



f

  



f

  



 

y







nl

Ob.



lo



 



sa



ru



pe

 Picc. 

-F or

731

  

 

f

 







 







 







 







 



  



  



  



  

f

  f

 

f



   f








106

155 735







Kl.

T. Sax.

 

 q = 112





Pos.

pe

-F or

Tpt.

ru

Hn.

    3

       

 

Klav. II

fff

Schl.

 

fff

ig h



1)



 

3

 

     

   

  

 

 

3   

 

 

3   

 

 

          

3



R

 

y

1)

 

3

 

tb

 

   

   

ff

   

     

iB

ff

 

  

ic o

Klav. I

   

rd

er lin

nl

sa

Kfg.

y

Ob.

lo

 Picc. 

 q = 112

 

1) Jeder wählt aus dem Klangaresnal von T 363 jeweils drei Klänge aus (man hört also sechs Klänge insgesamt im Verlauf der Stelle), die eine deutlich wahrnehmbare, klanglich kontrastierende "Skalierung" nach dem Modell der Floskel von 1.Vl.:

  

yr

 q= 112 

op

1. solo

C

Vl. I

 

ermöglichen.

 

   

 

   



 

fff mit äußerster Kraft

 



 

3

Vl. II

Vla.

Vc.

Kb.


156



 

 

 

 





 

 

 





 

 

pp



   

 

pp



3





 



 





 

3  

 

    

 

3  

    

 





 

 

 





 

 

3

3

pp

 

 

 

pp

  

pp

  fff

 Klav. II

 

   

fff

 

   

ig h

   

yr

 Vl. I 

op

pp

Vl. II

 

 

    

3

   

 

  3

   

  

 

 

   

  

   

 

 

 







 

3  

 

pp

  

 

pp

 



 



 

 

  

  

 

    p 

  

pp

   

 

 

  



 

p

pp

 

ff

 

 q = 58 sub. 

    fff     

    fff     fff    

 

 

pp

Vc.



hart wegbrechen

 hart wegbrechen



fff

 

pp

ff

     

 

 q = 58 sub. 

 



 

3

 





 

 

3





   

 

    

   

3

 

Vla.

 

3

  

y

Klav. I

   

tb

3

   

R

Pos.

3

er lin

ic o

  

pp

Tpt.

Kb.

3

   

pp

C

 

nl

 

pp

lo

Hn.

sa

 



ru

 

pp

 

 

iB

Kfg.

 



   pp

 

3

3

y

T. Sax.



pp

 Kl.

 

 q = 58 sub.   

pp

Ob.

 

 

pe

 

 

rd

Picc.

157

-F or

740

107

3

   

3

    

    

3

hart wegbrechen





hart wegbrechen



hart wegbrechen

  

fff




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