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E-9 Eötvös: da capo

Page 1

eöt vös f

da capo l a

r o

r e p

s u

l a

s u

cimbalomra vagy marimbára és kamaraegyüttesre

f

r o

r e p

for cimbalom or marimba and ensemble

partitúr a / score

f

r o

r e p

s u

l a

f

r o

EDITIO MUSICA BUDAPEST E-9

p

r e

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l a


A partitúra és a hozzá tartozó szólamanyag az Editio Musica Budapest tulajdona, ezért csak a kölcsönszerződésben meghatározott alkalmakra használható. Az anyagot – másnak nem szabad továbbadni, – engedély nélkül nem szabad másolni, – tilos megváltoztatni, a kottába megjegyzéseket és előadói utasításokat csak grafitceruzával szabad bejegyezni, – a kölcsönzési idő lejártáig hiánytalanul és jó állapotban kell visszajuttatni a kiadónak.

The score and the related parts are the property of Editio Musica Budapest, and therefore may be used only for the occasions specified in the loan contract. The material – may not be handed on to any other person or organization, – may not be copied without permission, – may not be altered, and any comments or performing instructions may be entered only in pencil, – must be returned intact and in good condition to the publishers by the date of expiry of the loan period.

Ez a partitura a Z. 14 897-es katalógusszámon megvehető This score can be purchased under the catalogue number Z. 14 897


EÖTVÖS PÉTER

DA CAPO p e r

s u

l a

r mit Fragmenten aus o f W. A. Mozarts Fragmenten s u

f

r o

l a

(2014)

r e pcimbalomra vagy marimbára és kamaraegyüttesre for cimbalom or marimba and ensemble

PARTITÚRA – SCORE

f

r o

r e p

s u

l a

f

r o

p

EDITIO MUSICA BUDAPEST Universal Music Publishing Editio Musica Budapest Ltd H-1370 Budapest, P.O.B. 322 • Tel.: (361) 236-1100 • Telefax: (361) 236-1101 E-mail: emb@emb.hu • Internet: http://www.emb.hu

r e

s u

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Commissioned by Casa da Musica, Porto; Stiftung Mozarteum, Salzburg (the commission was supported by Ernst von Siemens Musikstiftung); New World Symphony, America’s Orchestral Academy, Miami. First performance: 6 May, 2014, Porto (Portugal) Miklós Lukács – cimbalom, Remix Ensemble, conducted by Péter Eötvös First performance in Austria: 3 December, 2014, Salzburg – Dialogue 2014 Miklós Lukács – cimbalom, MusikFabrik Köln, conducted by Maxime Pascal First performance in the United States: 4 April, 2015, Miami, Florida Chester Englander – cimbalom, New World Symphony Orchestra, conducted by Péter Eötvös

       

Instruments 1 Flute (also Piccolo and Altflute) 1 Oboe (also English Horn) 1 Clarinet in A 1 Bass Clarinet (also in E  ) 1 Bassoon (also Contrabassoon)

   

1 Horn in F 1 Trumpet in B  1 Trombone with Quartventil 1 Tuba

    

Percussion (1 player)

 Crotales         Vibraphon            2 Cymbals susp.     Woodblock

   

Glockenspiel

 

2 Bongos (high, very high) Bell-tree Triangle (very high)

Cencerros



Vibra-slap

Splash Cymbal

    

Cymbales à 2

Gong

    

Thundersheet (Donnerblech)

       Cimbalom or Marimba Solo     2 Violins   1 Viola   1 Violoncello 1 Contrabass   Duration: 17’


da capo da capo

Score in C

Status 03. 06. 2015.

Score in C

stand 27.05.2015

Flute

 

Oboe

Clarinet in A

r o

Trumpet in Bb

Trombone

Tuba

               pp pp

 

      pp

p

er p

mf

      

cup



mf

mf

        pp p

sord.



p

Violin 1

Violin 2

f

    

 

r o

Viola

Violoncello

Contrabass

s u  

l a



p

 

 

 

 

mf

       

 

er p

p 

       

     

     



pizz. f

s u  

     

 

 0        pp pp

      pp p    pizz. arco   pizz. arco            pp

mf

Copyright 2014 by Editio ©©Copyright 2014 by Editio MusicaMusica BudapestBudapest

pp



pp

pp



pp

 



 

p



 

p

p

r e

 

f

 

f

  

f

p

p

p

s u p

l a 

                                3

 

l a

f

p

pp

 

     





 

CROT.

 

r e p

p

f

 

 

p

p

 p

 

mf

 

q = 48

IV.

 

s u

 

 

mf

(*1944)

 

       

f

     

 

r o 

l.v. 5          p  GONG                       mf

Cimbalom (Marimba)

        pp

5

 

l a

Eötvös2013/14 Péter

1. FRAGMENT 4

     

     pp

 

Percussion

pp

pp

      

 

3

 

        

             

     pp

 pp

 

2

 



      

Peter Eötvös

NB

q = 60

pp

pp

cup

f

1

 

sord.

Horn in F

q = 48

Bass Clarinet in Bb

Bassoon

 

(mitFragmenten Fragmenten aus W.W. A. Mozarts Fragmenten) (mit aus A. Mozarts Fragmenten)

r o 

pp

p f p

f p

3

f p

3

f

q = 60

        mf

            mf        

III  IV 



   

p

mf

pp

 

 

p

mf

      



p

 

 

    

(pizz.)

p

 

poco sul pont.

mf

pp

 

 

pp

NB: Mozart: Kyrie in D, Fragment, KV 166g (Anh. 19) Internationale Stiftung Mozarteum, Salzburg

E - 09

   mf

E-9


2

  6

Fl.

Ob.

Cl.

B. Cl.

Bsn.

Hn.

sord.

cup

Tba.

Perc.

Cimb. (Mar.)

Vln. 1

   

 

f

 



p



9

pp

 pp







pp

 

pp

 

 

 

  pp

 

  pp

 

 

 

p

 

f

  

 p

 

f

  



 

p

f

  



 

10



p



p



pp

p

CYMB. SUSP.

pp



p f p

f p

 

pp

    

(pizz.)

pp

f

p

coin

   



 

f

ord.

 E - 09 E-9

   

p



l.v.

ppp



f

f

      

p



 

pp

 pp

 pp

  

mf

pp

  

   

 

 

pp

 

    

 

poco sul p.

p

f

 

pp

 

3

3

f p

pp

 

                                  3

 





pp

mf

p

f

  

  



f

p

  

 

  

f

p

ord.

Cb.



 

 

p

f

Vc.

f

Vla.

   

p

  

 

f

Vln. 2

 

pp

sord.

Tbn.

cup

8

 

Tpt.

7

arco

    pp



 

 

  


  

 

11

Fl.

Ob.

Cl.

B. Cl.

Bsn.

 

 

 

  

pp

 

 

 

pp

   pp

 

   pp

 

 

 

pp

   

Hn.

sord.

p

 

Tpt. cup

Tbn. cup

f

Tba.

 p



p

  f

Vln. 2

f

Vla.

Vc.

Cb.

f

 



   

  

 



r o  



 



    pp

 p

p

   

    

p

f

p

   p 

 

mf

p

l a

er

mf

p

s u    

p

  

  

  

WBL. 

mf

  f

 

er mf



 

p

    p

s u 

    

r e p

l a

                      f mf mf

f

l a

f

VIBR. (med.)

 

  

r o

e = 120

s u 

l a

s u

mf

  f

 gliss. 

sub.f

  



  



              p

f

p

r o

p

   

 

 

13

3

 14     

f

p

Vln. 1

  

 

 

f

Cimb. (Mar.)

  

f

p

Perc.

 

e = 120

r e p

   

sord.

  

f

r o  

 

12

 

  0

0                               p sf p stacc.

   

6

                 f

mf

 

pizz.

mf

E E-9 - 09

pp

       pp 

  p 

pizz.

 

f

0 pizz. 0           p

 

 

  

mf

pizz. 0 p


4

   15

Fl.

    

f

     p

B. Cl.

  

open

 

Tpt.

         p        f

 

  

Tba.

(Vibr.)

Vc.

p

  

p

   

   

mf

p

         

 

 

   p

WBL.

   

    p

p

                                                   

f

mf

(loco)                      f  arco                   pp f

 

 0  

(pizz.)

Cb.

 

             p

   pp

open

p

pp

Vla.

   

mf

    pp

Vln. 2

Vln. 1

Tbn.

Cimb. (Mar.)

open

Perc.

18

 

p

17

 open

Hn.

16

 

Cl.

     

f 3

Ob.

Bsn.

 

p

       pp

arco

  p

(pizz.)

 

0                 p sf

6

     f

mf

          

mf

      pp arco

 

 

pizz.

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

p

   

mf

stacc.

pp

 

f

 

p

         p pizz.

 

p

 EE-9 - 09

  

pizz.

0

p


  

  

 

19

Fl.

Ob.

Cl.

ff

 

  3

ff

 

B. Cl.

Bsn.

Tbn.

f

Tba.

Cimb. (Mar.)

Vln. 1

Vln. 2

f

Vc.

Cb.

           p

r e p 

s u p

 

mf

r o

  

ff

 

   

p

             

 

  f

p

r o

 

  

 

(pizz.) 0

p

  p

  

   

   

f

 

  

f

mf

l a

(pizz.)

r e

r o

p

s u

WBL.

l a

    p

p

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

        pp 

   

arco

   

mf

p

ff

  

mf

  

                              f  arco 6                          pp f f mf

s u

s u

er

 

5

l a

   

           p

f 

p

er

    p

             p

p

ff

(Vibr.)

   

22

l a

  p

21

   

r o 

       

Perc.

Vla.

 

Tpt.

    p



Hn.

20

   

mf

E - 09 E-9

f

mf

0                          p sf p stacc.

          

   

pp

     

pp

 

arco

  p

pizz.

 

p

       

 


6

  23

Fl.

 

Ob.

 

Cl.

 

B. Cl.

Bsn.

Hn.

   

Tbn.

  

        p

25





  p3

          



 

   



mf

  

       

p

Perc.

Cimb. (Mar.)

Vln. 1

Vln. 2

Vla.

   

   ff    

  

(Vibr.)

  p

  

mf

ff

ff

WBL.

f

 

   p

  

p

                                                 f f mf                                       f  pizz. arco 6                                pp f f mf p 

  0   p

Cb.

pizz.

Vc.

f

mf

  

   

  

mf

Tba.

     p

mf

   

   

  

  

    p

26

f



Tpt.

24

  

 

(pizz.) 0

p

       pp arco

  p

 E - 09 E-9

mf

      pp arco

  

stacc.

   

pp

0                sf p

           

(pizz.)

        p

  p 

 

pizz.

 

p

 

  


      27

Fl.

28 change to Picc.

    

Cl.

 

B. Cl.

Hn.



straight

f

Tpt.

Tbn.

Bsn.

p

r o 

straight

Tba.

Perc.

Cimb. (Mar.)

Vln. 1

f

Vla.

Vc.

Cb.

  

s u 

er

l a

   

f

straight.

    ff

straight.

l.v.

mf

   mf

f

l a

                           

e r

         p

r o     

  

p

 

    

  

0

p

s u

 

(pizz.) 0

p

             

arco

pp

arco

       pp

      

r e p

arco

   p

f

E - 09 E-9

  

 

f

l a

 

 

s u  

 

       p

  p



        

 

f

 

f

  

    

f

p

r o

 



gliss.     

 

  

r e p

s u  

 

  

pizz.

pizz.

pizz.

  

  

  

f



 

  



 

    f

f

f

f

 

f

  

p

l a

f

 

f

arco

7

          p 

    p

p

(Vibr. hart)

 

31

       p

 

  

CENCERROS

f

 

solo

  f

r o

f

                          

  

f

       p p

   p

30

        

f

pizz.

Vln. 2



  

p

 

Picc.

Ob.

 

29

pizz.

f


8

  32

Picc.

Cl.

B. Cl.

Hn.

 

 

f

straight

Vln. 2

p

      p

  

f

    



   

 

mf

f

Vln. 1

 

         

Tbn.

Cimb. (Mar.)

 

straight

Perc.

  

Tpt.

Tba.

34

                p                   

Ob.

Bsn.

33

p

  f

 

35

   

  

  

      

Vla.

p

Vc.

Cb.

 

   f

p

f

f  

   

f

            

  

    

   

   

   

p

f

     

   

39

f

      

 

    

 

  .     gliss

   

      

    

  

f

 

38

mf

 

   

  



 

  

p

 

       

(Cenc.)

        

p

       

 

   

SPLASH CYMB.

sf

 

ff

   

 

ff

 f

CENC.

   

 

   p

     

  

 

ff

  

 

pizz. ord.

  

    

  

   

   

   

   

 

  

pizz. ord.

pizz. ord.   

 

f

(arco)

f

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

  

pizz. ord.

p

f

   

f

f

f

37  36        

 

f

                   

 

 

f

E - 09 E-9

  


  

    

40

Picc.

 

Ob.

Cl.

Bsn.

f

straight

Cimb. (Mar.)

Vln. 1

Vln. 2

Vc.

Cb.

  



f

 

Perc.

Vla.

r e p

43

f

 



     

 

   

mf

s u

    

44



    

 

f

l a

   

mf

45



r e p

 

      f      f        f

    

f

    

  

p

              

 

  

 

      

pe

   

   

 

 

u r

sa 

ff

 l

f

r o 

mf

ff

s u       

ff

 

  

 

E - 09 E-9

l a

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

  

p

r e 

l a



9

s u

         

 

      

r o 

46

     

f



 

(Cenc.)

r o

    

     

     

Tba.

 

f

    



42

   

r o

straight

Tbn.

 

 

Hn.

Tpt.

 

41

B. Cl.

 

 


10

  47

Picc.

Hn.

Tbn.

Perc.

Cimb. (Mar.)

Vln. 1

Vln. 2

Vla.

f

 

 

    

 

 

f

 

 

gliss.

   

 

   

arco

f

f

CENC.

 

 

 

   p

 

 

   

     

 

  

f

f

   

 

   

f

p

pizz.

f

  f

 



 

pizz.

     

 

 

    

 

    

 



SPLASH CYMB.

p

    f

 E - 09 E-9

sf

        

 

 

ff

    

  

pizz. ord.

  

  

   

   

 

pizz. ord.

pizz. ord.

pizz. ord.   

 

f

(arco)

    

f

 

  

f

  

 

ff

f

pizz.

   

       

f

 

   

gliss.

p

 

f

f

      

f

  

  

 

f

  

 

  

   

f

  

pizz.

 

53

mf

gliss. gliss.           p

mf

f

  

arco

   

 

f

p

p

 

 

                         f   

f

arco

f

arco    

f

 

     

f

         p





 

      

               p                 p 

f

Cb.

 



 

52

f

Vc.

 

51

        

p

  

50

p

straight

f

          p

Tpt.

Tba.

  



straight

 

49

     

p

B. Cl.

       

 

       

Cl.

48

p

Ob.

Bsn.

 


  54

Picc.

55

   

 

Cl.

B. Cl.

   

    

   

p

   

f

Hn.

Tpt. straight

f

  



r o

straight

Tba.

Perc.



Cimb. (Mar.)

Vln. 1

Vln. 2

 

 f

CENC.

r o

Vc.

Cb.

 

58

f

f  

 



   

f

         

 

f

   

s u 

l a   p

 



f 

         

  

    

59

    

r o 

61

change to A. Fl.

     



 

          

   

 

p

r e

open

s u

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

f  

      f       

  



ff



l a 

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

p

11

s u

      

  

 

change to C.A.

r e p

mf

60

r o

mf

f

 

   

   

  

er

p

s u

E - 09 E-9

l a

    



l a

  

f

  

     



Vla.

er

 

p 

 

 

  

p

 

p

   

57

     

     

Bsn.

Tbn.

    

   

Ob.

 

56

 

 


12

 

         

62 Alto fl.

A. Fl.

C.A.

63

f Cor Anglais

    

64

    

 

    

f

Cl.

B. Cl.

         f         f

Bsn.

         f

Hn.

       f

Tbn.

 

     

gliss.     

   

GONG

f

Cimb. (Mar.)

Vln. 1

Vln. 2

Vla.

 f    

    

gliss.



CENC.

 

   

           f arco            f  arco               

ff

pizz.

Cb.

ff

arco

     

    

   p

   

 

    

  

                                              

arco

f

66

          

f

      

f

  

  

      

  

   

    

    

f

 

                  ff               ff                

                 ff  arco             f

E - 09 E-9

 

      

      

 

f

mf

 

ff

  

f ——

      

p

      

mf

f

      

f

mf

f

f

 

67

f

f pizz.

Vc.

f

     

    

f

Perc.

    

f

f

Tba.

   

open

Tpt.

65

    

                

         

 

f

             f

            

f

          

  f

           f

 


  68

A. Fl.

Cl.

B. Cl.

 

 

  

   



  

      

  

p

 

mf

r o 

Tbn.

f

Tba.

 

mf

Perc.

Cimb. (Mar.)

Vln. 1

Vln. 2

f

Vla.

Vc.

Cb.



 

mf

 

mf

  

 

  GONG

f

     

f

    ff

s u 



f

 

      

 

 



 

 

change to Ob.

   

f

71

p

er 

pp

  

f

s u

f

tremolo

 

   

l.v.

l a

f

 

r o

              f             f

                f pizz.          f

p

 

p

 

  



p

  

 

GSLP.

p

 

r e pp

 

 

p

s u  

e. = 69

flautando   po rt.  pp

  

port.

pp

 

 

p

 

l a

             p 

flautando

p

E - 09 E-9

 



 

p

    

in 1

              f

l a

p

 

CENC.

s u

 

 

 

Cl. in Eb

 

wawa

 

p

 

wawa

Oboe

 

sord.

   

 

r o

change to Cl. in Eb

13

e. = 69

mf

er

       

 

 

       

p

change to Picc.

70

l a

      mf    

mf

       

r o 

er

     f 

 

                 f                f                  f                                     f

f

 

in 1

f

f



Tpt.

 

 

Hn.

69

C.A.

Bsn.

 

 

flautando port. pp

 

flautando

 

 

  

   

  

port.

pp arco flautando

pp

port.


 

14

  72

Picc.

73

  

Ob.

Cl.

     

Eb Cl.

Bsn.

Hn.

sord.

   

Tbn.

  

 

sord.

Perc.

Cimb. (Mar.)

Vln. 1

Vln. 2

Vla.

Vc.

Cb.

 

     



  

  

  

  

  

  

  

   

 

   

 

 





 

  



  



           

mf

 



  

    p

 

 

pp

pp

      ord.   mf

 

              

  

 

  

 

( )

pp

 E - 09 E-9



 

  

  



 

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

  

   p

 









 

          

  

  

 

75

 

sord.

 



 





                

  

   

mf

p

mf

 (GLSP)    



  

 

 

Tba.



pp

 

wawa

 

 

Tpt.

wawa

  

 

   

 

Picc.

  

 

74

 


  76

Picc.

sord.

Tba. sord.

Perc.

Cimb. (Mar.)

Vln. 1

Vln. 2

Vc.

Cb.

      





   pp

 p

 

r o

wawa

f

 

77

p

  

  

   

mf

   

  

(GLSP)

p

    p

 

 

   

s u   

 

  

78

79

  

 

 

  

pp





 

f

p



l a 



 





 

   

 

r o

p

er   

      

    p

   p

s u   

         pp

 

pp

p

er

  

f

 

 



 

l a    s u  

r o 

p

l.v.                 p 

r e

            

p

 

  

l a

  

 

  

  

 

  

  

 

         

  

   

  

E - 09 E-9

l a

  

 

s u 

  



pp

pp

    

 

15



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

  

 

  

 

flaut.

r o 

 



 

r e p

p

 

 



Tbn.

Vla.

 

pp

wawa

f

  

  

 

Hn.

p

Eb Cl.

Bsn.

 

 

p

Cl.

     

Ob.

Tpt.

 

 


16

  80

Picc.

Ob.

Hn.

sord.

Cimb. (Mar.)

Vln. 1

Vln. 2

Vla.

Vc.

 



p

  

 

 

 (GLSP)

 

  

 

  

pp

  

 

 

 



 p

  

pp

pp

    pp

 

 

  

     

 

mf

p

pp

p

  

  

  

  

  

  

 

  

E - 09 E-9

     

        

  

pp

 

  

  

 

   

 

 

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

 



p

83

     

82

p

pp

Cb.

  

p

Tbn.

Perc.

 

 



 

wawa

  

 

Tpt.

sord.

  

 

wawa

Tba.

       p

Eb Cl.

 

81

p

Cl.

Bsn.

 

 


  84

Picc.

Bsn.

Hn.

Tpt.

wawa

f

sord.

  pp 

 



 



p



 (GLSP)    

Vln. 1

Vln. 2

Vla.

f

Vc.

Cb.

    

 



p

 

 

         

   p

  

   p

er

s u  

 

 

 

p

 

   pp

er

   pp    pp

   p

 

   pp

   p

 

   pp

   

l a  





 

 

    

      

  

r o 

  

   p



  

 

p

Cimb. (Mar.)

   

  

p

Perc.

 

86 

p

r o

Tba.

 

     

mf

  

  

 

  

 

87

                                        

 

sord.

  85    

17

  

88 

    

p

mf

Eb Cl.

 

   

Cl.

wawa

   

Ob.

Tbn.

 

 

s u

  



   

 

 

    

  

r o   

 

 

  

 

 

 







p

pp

 

l a 

   

mf

r o

   

s u

  

  

     

r e

s u  

l a

    

                                     p  

l a   

  

  

 

  





  

  

f



 

   

 



r e p 

 

89

f

  

  

pp

p

 

  

pp

p

  

  pp

 

  

 

 

pp

pp

E - 09 E-9

p

     

p

p

  

 

 

  

 

pp

pp

pp

pp

pp


18

  90

Picc.

         

    

Ob.

Cl.

Eb Cl.

Bsn.

Hn.

sord.

wawa

Tbn.

wawa

Tba.

sord.

Perc.

Cimb. (Mar.)

Vln. 1

    

 

Tpt.

 

 

   p

Vla.

Vc.

Cb.

  

  

     p

   

   

   



   



 





p

p







p



      

  

mf

      

   

    

 

  

f

 



  



  

   

mf

 

  

 

pp

  

pp

 

   





  

  

p

E - 09 E-9

 

   mf

mf

 

  

 

mf

ord.   

 





f

  



  

  

 

f

e. = 120



pizz.



pizz.

f

f

 

       

f

ord.

ord.

p

pizz.

  

  

pp

f

ff

mf

  

f

  

ord.

        

 

 

p

p

   

        

p

    

        

 

  

  

change to B.Cl.

  

   

f

mf

  

mf

      

 



  

 

f

  

 

  

94 change to Fl.

  

   

e. = 120

mf

p

 

mf

93

pp

Vln. 2

  

92

p

 (GLSP)   

   

 

91

    

f

     f

f

                

mf

f

f

ff

  





 

(pizz.)

   (pizz.)

  

   

                    






 

95

Fl.

Ob.

Cl.

96

        

 

 Bass.Cl. 

B. Cl.



    

   ff              

Bsn.

ff

Hn.

 

Tpt.

f

Tbn.

r o 

Tba. sord.

Perc.

Cimb. (Mar.)

Vln. 1

Vln. 2

f

Vla.

Vc.

Cb.

  





   

 

p









open

er open

  

open

   

ff

     

            

arco

p

r o

                         

    

er



 

ff

arco         ff





  





f

  ff

98

       f

99



           f

 

l a  



        

   



    

f

 

r o



  

l a

      

s u

                f

     

    







f

  





  





  

   

     



         

      



f

  f

E - 09 E-9

     

       



r o

p

r e



     

f

f

l a



  



                      ff f f

s u

r e p

19

Flzg.      



  



                          ff f  f                                     ff f ff                                 f

            

arco

f

GONG  f

     

s u  

      

97      

                                                   f ff f                       ff                                                  f ff f f

f

 

  



Flute

   

s u

      

l a

          



         



f



f

        

    

             

      

             

     

f

f

       

     




20

  

    

100

Fl.

mf

 

Ob.

       mf

     mf

Bsn.

Hn.

sord.

    mf

  

 

   



mf

         

Cimb. (Mar.)

Vln. 1

Vln. 2

Vla.

Vc.

Cb.

        

               

f



     

  

  

  

  

  

f

  

f



f





 

f

    



    



sul D gliss.

sul D gliss.

    

102

       

 

ff

 



 

      



   

   

f



f

 

solo                                                 f

 

 

          

WBL.

p

         

f

  

 

ff





 

solo

mf

              f              

  

  

 





  

  

2 BONGOS

p

   f





  

                           ff mf 

f





         

                                                                pizz.



103

f



(Gong)

Perc.

f

  

    

               

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

Tbn.

Tba.

 

 

Tpt.



mf

 

B. Cl.

    

 

Cl.



101

  

3 3                    pp p

 6                    pp f f

    p

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

    p

 6        

f

  f

 E - 09 E-9

pp

f

  

pizz.

 

3

3

3

sf

   

(pizz.)

f

3

3

pizz.

 

  

f

3

arco

3

     p


   

 

Ob.

Cl.

104

Fl.

B. Cl.

Bsn.



Hn.

f

Tpt.

r o ff

Tba.

Perc.

    

(Bongos)

mf

Cimb. (Mar.)

Vln. 1



Vla.

f

Vc.

Cb.

s u

ff

f

l a



r e p

3 0 0               mf p

pizz.

r o

0 0         

pizz.

   

 

pizz.





  

0  

 arco 3         

   

 

ff

   

f

r e p

s u 

f

l a

 

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

  



f







s u   

BONGOS

p

r e

p

  

l a 

                              ff mf  

f

r o

         f 3

      arco

      3

  E - 09 E-9

                pp p 3

 6           f pp  

arco

f

  

 6                      f pp

3

f

(pizz.)



  

p

l a

      

s u

ff

   

              pp



  

WBL.

         



r o

solo

mf

ff

21 107

f

             

3

Vln. 2

r e p 



106

                                         

Tbn.

sord.

105

   

pizz.

3

 

3

f

 

pizz.

           

sf

 

3

3

 

 

f


22

  108

Fl.

Ob.

Cl.

    



ff

Hn.

110

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

solo



f

        ff

  

         

 

Perc.

Cimb. (Mar.)

Vln. 1



mf

ff

3                     pp

0                 mf  p p

     

pizz.

3

Vla.

     p arco 3

Vc.

Cb.

pizz.

3

3

     p  



pizz.





WBL.

 

         

p



f

       

ff

  

      

         f

0  

 arco 3        

    

   

arco

   

   

  

3

3

    

  

3

p

  

                     p 

  

            pp

 6 3 3 3 3                             f pp  

arco

 E - 09 E-9

f

  

BONGOS

 6                  f pp

f

f

f

f

           

3

Vln. 2

f

ff

          



  

ff

 

     

(Bongos)



  

  f

        

3

Tbn.

f



   

Tpt.

sord.

 

ff

ff

Tba.

111

ff

Bsn.

109

    

B. Cl.



  

pizz.

 

sf

   

f

pizz.

 

 

f

mf


  112

Fl.

 

 

Ob.

p

Cl.

B. Cl.

Bsn.

f

       





f

Vc.

Cb.

   

r e p

r o

 

r o

3

p 3

3





     

ff

    pp

s u

     3

 

    p

 

     p

arco 3

 

mf

pizz.

 

pizz.





3

         f

f 

l a  

 

pizz.

  



   p

 





 

  

  

  

p

r e

       

  



   

 

s u       

WBL.

    

ff

             f 3

3 3              

arco

l a

f

p

arco

      3

 

  



arco

 f

f

f

E - 09 E-9

r o 

l a

er

    p

s u

ff

3           p

 

5

mf

   

f

              

     

3

Vla.

l a



(Bongos)

s u

f

     23  solo

r e p

Perc.

Vln. 2

5

5

f

Vln. 1

5

Tba.

Cimb. (Mar.)

p

r o

sord.

Tbn.

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

solo

Tpt.



114

 

Hn.

113


24 Fl.

115

 

   

116                                  



B. Cl.

Bsn.



solo



 

 

f

change to A.Fl.

Cl.



ff

Ob.

4

5

117

  

  

    

ff

  

   

   

    

f

  

  

 

Tbn.

Tba.

Hn.

Tpt.

 

open

    

 

f

Perc.

Cimb. (Mar.)

Vln. 1







BONGOS

    

  

  

p

          

f

   

        pp



                 pp f 6

Vla.

Vc.

Cb.

         pp f   

    

   

pizz.

3

 

3

f

3

          

sf

  



    

 

 



        

p

       

3

  

     

  

pizz.

arco

  

p



3

p

  p

 E - 09 E-9

f

  

f

     

   

 

    

WBL.

ff

3            p 3

3

  

f

mf

6

Vln. 2





3

 



         pp 3

        mf 3

 

  

         

pizz.

pizz.

        

 



 

pizz.

   p

 

 

  



   

 

    

f

  

arco

f


25

(e = 104)

 

118

Fl.

Ob.

  

Cl.

f

B. Cl.

f

p

r o 

Tba.

   

 

Perc.

Cimb. (Mar.)

Vln. 1

Vln. 2

Vla.

f

Vc.



arco 3           p

   

r o arco 3



mf

   

 

3

      3

p

 

mf

 3





3

 

3



3

 

 

 

3

s u p



3

sul A





dim.

f dim.

f

r o



mf dim.

p

s u dim.

f

r e

sul A

r o

p

l a

(e = 104)

MIX presto, legato

   

pp MIX presto, legato

sim.

 

 

  

sim.

pp

sul A

       

s u

l a

l a 

3

                                       f mf p f    

      3

122

0

     

er

p

arco



p



r e p

 

    

121

         

 

      

s u

l a



mf

Cb.

er 

 

mf

  

  

  

Tpt.

Tbn.

                            ff 

 

Hn.

120

 

    

Bsn.

119

MIX presto, legato

  

sim.

   

sim.

 

 

  

sim.

pp MIX presto, legato

 

sim.

pp

 

 E - 09 E-9

p


26

(e = 88)

Ob.

Cl.

Fl.

124

125

126

Hn.





p dim.

pp

    

 

 

        

 

 



                                         





 

  pp

  

p

    

sim.

pp

   pp sempre 

  

     

    

    

   

   

sim.

pp

p

pp

pp

sim.

pp

 ppp

sul D

 

ppp

   

pp

p

pp

 

   

  

p

pp

 

       p

pp

    p





  



  





      

   





   



   





  



  

ppp

sim.

         

ppp

   

pp

 

calmo e = 69

(e = 72)

    

 

f

mf

                mf

   

(open)

(e = 88)

Cb.

pp

Perc.

Vc.

 

 

Vla.

 129      

f

Tba.

Vln. 2



Tbn.

Vln. 1

A. Fl.

Tpt.

Cimb. (Mar.)

128

mf

Bsn.

127

f

B. Cl.

calmo e = 69

(e = 72)

  123

ppp



       p

E - 09 E-9



  

      

  


 

27

  130

A. Fl.

131





pp

Ob.

Cl.

Tpt. cup

f

Tbn.

      



       

Hn.

solo

mf



pp

    

p

pp

f dolce

s u

 



   





        

er p

p



p

134

l a

f

mf

cup

5        pp p

r o

     

mf



Perc.

Cimb. (Mar.)

Vln. 1

Vln. 2

Vla.

f

Vc.

Cb.

    

      

  

  

r o   

 

      

p 

      

  

s u 

er

   

f

l a

s u 

   

  

r o 

r e

 

pp

p

p

s u

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

NB: Mozart: Del gran regno delle amazzoni (KV 434)

 

   E - 09 E-9

    

l a

    

l a

    

    

change to Fl.

CROT.

l.v.

er

mf

p

135



f

 

    

p

                                             

NB

  

r o

Tba.



  

Bsn.

133

B. Cl.

132

 


28

  136

Fl.

 

 

e. = e

accel. 137

138

e = 120 139

140

141

142

 

q = 60

Ob.

Cl.

    

B. Cl.

Bsn.

Hn.

 







 



p

 

 



  

  

f

 

   ff

   

    

 

 

f

sff

straight

Tbn.

Tpt.

Tba.

Perc.

Cimb. (Mar.)

Vln. 1

Vln. 2

Vla.

Vc.

Cb.

 

 

   





 

p

    

 3   

f

 

sff

             sff sff  sff                       

 

   f

  



    

sf

sf

mf

f

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

ff

 

e. = e

accel.



pizz.

pizz.

pizz.







      ff

     ff

 

e = 120

pizz.

ff

 

6  

f

6

q = 60

 

 

  

  

  

ff

        ff

    

sff

3

f

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

open

  



3

straight

  

 

 

sf

  

pizz.

 

   

 

pizz.

 

 

 

 

  

 

 

ff

E - 09 E-9

ff

ff

 

ff

 

   pizz.

pizz.

pizz.

  

ff

  

ff


 

29

  143

Fl.

144

145

     

Flute

f

Ob.

Cl.

Hn.

Cimb. (Mar.)

3

Vln. 2

f

Vla.

Vc.

Cb.

 

s u

    



l a f

3



f

3

3

s u 

r e p

r o

3

        3

p

3

3     

3

      3

3

3

f

p

3

   ff

 

  

6

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

 

r o    

p 

ff

  

     

    ff

 

f

6

er

s u

     

 

6

l a

   pizz.

ff

   pizz.

    ff

 

   

         

   

E - 09 E-9

r o

   

l a

            3

r e p

pp

 3

 pp

6

Vln. 1

       

Perc.

   

147

3

3

3

3

3

146

3

  

r o

Tba.

3

        

3



straight

f

  3   

Bsn.

Tbn.

B. Cl.

Tpt.

  

p 

r e

s u

l a

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

f

     

      

6

6

  

         

  

 

 


30

  148

Fl.

   

Cl.

B. Cl.

Bsn.

3

Tbn.

 

Tba.

 

Vln. 1

Vln. 2

Vla.

Vc.

Cb.

pp





 

pp

mf

       

 

pp

mf

         3

    pp

pp

          5

f

 

 

arco

arco



arco

sul D

3

p

 



 

pp

f

 

  

  

 

pp

p

 

 

 

p

 

5

3

     5

 



6        

f

mf

 

 

   

   

    

 

 

p

pp



 

p

pp

p

    

   

pp

 

  pp

f

f



3

5

   

mf

 

   p

pp

pp



 

   3

p

 

 

   

 

f

   



 

   



 

f

f

 E - 09 E-9

    

 



p

3



5

pp

    

p

p

pp

  

3

 

 

   

 

pp

 





p

pp

 

    

 

 



  

    



3

pp

 

p

p

p



 



 

      

6



pp

pp

pp

   

 

arco

pp

f

 

pp

pp



pp

   

151

 

   

pp arco

pp

pp

f

  

pp sul D

pp

 150 

 

VIBR. (soft)

6

 

 

straight

Cimb. (Mar.)

mf

  

149

pp

 

Perc.

pp

 



 

 

 

Tpt.

  

Ob.

Hn.

 

pp

p

pp

p

pp

p



 


  152

Fl.

Ob.

Cl.

 

31

  

153

 

 

B. Cl.

Bsn.

 

Hn.

Tpt. straight

f

Tbn.

r o 

Perc.



Vln. 1

Vln. 2

f

Vla.

Vc.

   

3

 

 

p

p

r o 



pp



pp



p

 

 

 

 

er

s u

f

l a

 

GLSP

f

p

5

6

      6

mf

6

p

 

 

 

Naturflag.

mf

f

    

7

f

mf

f

  

f

f

 

  

s u p

p

3

p

p

   

f

r o f

 

p

r e

s u

5                

p

5

3

f

   

 

 

  



 



 

f

p

 

  

f

p

f

p

  

f

p

 

 E - 09 E-9

pp

 

5

 

 

    

p

f

l a

VIBR.      

 



3



   

l a

    



3

      

6

r e p

3

5

t. or

l a 

 

r o

er

s u

 

5

. ort

p

 

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

pp

Cb.

mf

156

 Cimb. (Mar.)

155

p

Tba.

 

154

        


32

   157

Fl.

Ob.

Cl.

 

 

B. Cl.

158







p



pp

pp

p

pp

pp



 

pp

p



Hn.

  

(straight)

Tba.

Cimb. (Mar.)

mf

pp

Vln. 2

pp

mf

Cb.

 







p

  

  

   f

mf

 

 

pp

f

   

 

pp



   

 



    

f

  

 

p

pp

  

5

3



3

3



3

 

 

  

 

 

  

  

  

 



 



 

f

  



pp

E - 09 E-9

 

pp

   

 

3

  

 



p



5

   

 

pp



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

  

 

pp



 

pp

pp

f

5

5

          pp 

5

     

 



               f ff f                  

pp

Vc.

pp

p

pp

pp

Vla.

pp



6

Vln. 1

pp

mf

con sord.

6

pp

  

6

  

straight

f



 

 

Perc.



  

 



 

   

pp

  

 

(Vibr.)

 

 







pp

 

 

straight

   

 

mf

 

sord.

 

 

Tbn.

 

161



 

Tpt.

 

 

pp

straight



mf

pp sord.

sord.

 

   pp

160

change to Picc.

  

pp

Bsn.

159

 

 

  




  162

Fl.

 

163

 

164

 

165

 

33

166

 

Cl.

er

 

B. Cl.

Bsn.

Hn.

sord.

r o

straight

f

Tbn.

straight

Tba. sord.

Perc.

Cimb. (Mar.)

Vln. 1

Vln. 2

f

r e p

Tpt.



 

 

Cb.

 

        5

5

3

pp

    

Vc.



f

r o

Vla.

  

s u

 

 (Vibr.)

p

s u

Ob.

er

 

l a

 



    

  

  

 

p

r o

p

3

3

5

r e  

s u  

          

5

3

   



 

  



 

 

  



 

  

  

pp

pp



pp

 p

p

p

  



 

 



 

 

 



 

 



 

 

 

E - 09 E-9

l a

 

 l a 

s u

 

  

 

l a

 

pp

 

f



 

5

          

3

p

       5

 

f

r o 

 

5

 


34

  167

Picc.

 

168

Cl.

Bsn.

Hn.

sord.

straight

Tbn.

straight

Tba.

sord.

Cimb. (Mar.)

Vln. 1

 

Vln. 2

Vla.

Vc.

Cb.

 



 

p

   

f

p

 

 

 

p

f

p

 

      p

f

p

 

 

pp

p

 6

 

  

 

  



p



pp





  



 

5

5

5

5

 

 



7

3

 

3

5





 

 





 

 







 

 







 

 















 

E - 09 E-9

 

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





 

mf

                                        5



5

       



172



 

mf

   

 

171

  



 

 

p espr.

 

 



170

(Vibr.)

Perc.

169

 

Tpt.

Picc.

Ob.

B. Cl.

 

 

3


 

2. FRAGMENT

  

 

173

Picc.

Cl.

B. Cl.

Bsn.

sord.

straight

 

 

 

straight

Tba.

sord.

Cimb. (Mar.)

Vln. 1

Vln. 2

Vla.

f

Vc.

Cb.



 

p mf



 

(Vibr.)

Perc.

 

er 

s u 

 

   

r o    

 

    

p

  

er p



open

open

 

 

  

5

pp

in 1

  

 

l.v.

  p

(non trem.)

   



 



 

 

f

r o

p

p

p

 

p

     f

 

p

f

   fp

 

fp

p

    

p

      



pp

s u

p

       

l a 

                       pp * leicht abheben

               



   

                  pp

         pp              



pp

NB: Mozart: Kyrie in C, Fragment, KV Anh. 13 (258a)

E - 09 E-9

            

r e

pp

     

   

*



fp

      

 

l a

p



pp

p



pp

e = 69 - 76

    

f

    pp p

     f

 

CROT.

s u

 

pp

l a

ff

 

  

  

s u

pp

  

           

   

open



r o 

f

   

 

ff

    pp

f

 

ff



r e p

l a

f

    pp

f

3

  

3



180

Solo

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

 

p

179 A. Fl.

open

 



178

 

r o 

 

35

e = 69 - 76

177

change to A. Fl.

f

  

in 1 176

Tpt.

Tbn.

 

Hn.

 

175

f

Ob.

174

NB

             

 


36

  181

A. Fl.

182

183



 



pp

     

184

     

185



 

186



Ob.

Cl.





 





ppp

Hn.

Cimb. (Mar.)

      

 

  

 

Vln. 2

     

Vla.

Cb.

     

Vc.

     

Vln. 1

Tbn.

Perc.

Tpt.

Tba.



 

     

ppp

 pp

    

    

     

    

    

     

     

    

     

    

  

   

  

   

 

 

 

 

 

   

     

(Cimb. con Ped.)

 

 

    p

  

secco

 

    

     

    

 

    

     

    

 

    

     

    

 

pizz.

E - 09 E-9

   

   

 

(Cimb. con Ped.)

    

     p

     

 

  



change to Fl.

B. Cl.

Bsn.



187



 

          

Solo

mf

f

 


  188

A. Fl.

 

e = 92

        3

B. Cl.

Hn.

f

 

 

r o 

Tba.

f

  Perc.

Cimb. (Mar.)

Vln. 1

Vln. 2

f

Vla.

Vc.

Cb.

 

 

p

 

  3

f

3

r o 

r e p 

s u

 

    

f

    

f

con sord.

con sord.

con sord.

con sord.

 

 

        

pp

f

    

WBL.

f

 

f

 

f

          

 

E E-9 - 09

pp

l a

            

pp

3

mf

       

    

pp



 

pp

           

pp

(pizz.)

p

s u

r e 

2 CYMB. SUSP. (med.)

r o

ff

l a

       

mf

pp

        pp p      

 

3

r o

  

    

r e p 

s u

l a 

e = 92

 

GLSP.

WBL. 

s u

l a

   

f

r e p

Tpt.

Tbn.

192

191

  3          

    

  

190

Bsn.

 

3

f

Cl.

189

 Solo

Ob.

37

f

f


38

 

Ob.

Cl.

193

A. Fl.

 

B. Cl.

  

194

Hn.

 

Tpt.

Tbn.

Tba.

Vln. 1 sord.

 

 

      cresc.   p        

Perc.

Cimb. (Mar.)

196

                          f     ff

 

fp

Bsn.

195

sord.)  (con  



            

(Glsp.)

3

3

f (Wbl.)

    

3

3



  

p

ff

sord.

Vc.

Vln. 2 sord.

Vla.

sord.

  

(pizz.)

Cb.

 

f

      

3     

 E - 09 E-9

       

(pizz.)

f

  


39

 

197

Fl.

Ob.

Cl.

B. Cl.

Bsn.

Tbn.

f

Tba.



     

r o 

p

s u 

er

 

  

f

Vln. 1 sord.

   f

sord.

f

sord.

Vc.

sord.

Cb.

r e p

    

r o pp

Vla.

s u

       

    f

pp

    

pp

   

       

 

f

f

f

  

 

f

p

r o 

  

r e

ff

      

     ff

     

    ff

       

 E - 09 E-9



 

f

 

l a

f

  

      

s u 

     ff

ff

(pizz.)

f

    

ff

l a ff

               

 

      

l a

f

f

      

 

Flute

3

(Wbl.)

  

r e p 

s u

(Glsp.)

f

r o

  

 

pp

Vln. 2

f

f

f

     

           ff             

       

Perc.

Cimb. (Mar.)

l a 

201

Tpt.

200

 

Hn.

199

198

             ff

ff

     ff

       ff

 


40

          202

203

t k t k

Fl.

  p

p

Ob.

Cl.

 

Hn.

 

f

 



 



    

 

 

straight

Tbn.



 

f

 

 

   

  

  

 

p

       

ff

 

solo gliss.



f

3

3

f

    

2 CYMB. SUSP.

f

   

WBL 

f

 

f

 

sord.

Vc.

Vln. 2 sord.

Vla.

sord.

Cb.

  



       

 

sord.

p

Vln. 1

Cimb. (Mar.)

  

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

sim.

  

  Perc.

 

p

t k t k          

   f

  

f

 

  

 straight

Tba.

f

 

Tpt.

  

f

Bsn.

 

f

 

B. Cl.

204

sim.

    (pizz.)



ff

E - 09 E-9



f



  ff

 

 

  


 

41

NB

3. FRAGMENT

Fl.

   

Ob.

 

     

  



          

 

    

  



r e p

  

205

Cl.

Tpt. straight

 

Tba.

Vln. 1 sord.

Vln. 2

f

sord.

Vc.

sord.

 

 

Cimb. (Mar.)

Vla.

 

  

Perc.

sord.

r o

Tbn.

f

f

Hn.

f

p

er

       3

       

mf

s u

(Wbl.)

 

r o    

p

  

      

CROT.

f

mf

f

l.v.

f

r o

p

s u 

r e 

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

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

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

p

mf

mf

p

         

f

f

mf

     mf

e = 168

f

mf

ff

f







NB: Mozart: Fragment einer Fuge in F, KV 375

E - 09 E-9

3

s u

 

l a

       

l a

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

l a

             f

p

s u

er

f

  

l a

208

           p

r o

f

e = 168

f

         

p

Cb.



207

B. Cl.

Bsn.

206

p secco

3


42

   209

Fl.

Ob.

Bsn.

212

    

    

    

f

    

             f

3

3       

     

B. Cl.

211

   

f

Cl.

210

3

           f

f

 

 

f

f

3

 

Tpt.

Tbn.

Hn.

Tba.

  

 

BELL-TREE



f

Perc.

p

Cimb. (Mar.)

Vln. 1 sord.

Vln. 2 sord.

Vla.

sord.

Vc.

sord.

Cb.



                       

BONGOS

3

3

3

3

dim.

3

3

3

pp

                                                                             

3

           

3

3

3

3

3

3

3

3

3

3

3

3

3

                                   3

3

p 3

3

3

3

dim.

3

3

3

3

3

3

3

3

3

3

3

3

3

pp

                                 3 3 3 3  3 3 p 3 pp dim. 3 3 3  3 3                                   3 3 3 3 dim. pp p arco 3                   

p

dim.

dim. 3

3

pp                              

p 3

3

3

3

E - 09 E-9

pp

3

3

3

3

3

3

 









3

3


 

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

213

Fl.

Ob.

B. Cl.

Bsn.

 

Hn.

    

f

f

3

3       

r e p

f

    

       

r o

f

f

f

3

r e p 

s u

  



BELL-TREE



Perc.

f

Vln. 1 sord.

Vln. 2 sord.

f

sord.

Vc.

sord.

3

3

        

3

3

p 

3

l a

                 

BONGOS

p

3

r o

3

3

3

dim.

3

3

 

3

3

3

er p

s u

3

3

3

3

l a

f

3

3

3

3

3

ff

p 3

3

ff

p 3

3

3

3

                            p

gliss.       fp

f

gliss.

fp

        f

fp

     f

gliss.

3

3

3

3

3

3

3

                                                      

fp

Cb.

r e

l a

                                                                           

r o

Vla.

s u 

mf

Cimb. (Mar.)

s u 

r o

Tba.

l a

3

   

Tbn.

216

Tpt.











43

215

                 

Cl.

f

214

gliss.

   

f

 

 E - 09 E-9

3

3

dim.

3

3

3

3

3

3

3

3

    

                      3 3 3  3 3 3 dim.

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

  p

3

           

p

3

dim.

3

3

3

3

dim.

3

  

p

3

  

dim. 3



  3

3

3

 

 3


44

 

217

Fl.

Ob.

B. Cl.

Bsn.

Hn.

straight

Tba.



Cimb. (Mar.)

Vln. 1 sord.

sord.

sord.

sord.

      







  

       

  

 

 



  

f





 

 

    

f

    f

 



















 gliss. 



3         

3

 

BELL-TREE

  

f

                                                                           3

3

3

        

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3



       





       







      







3

3

3

3

    pp



 E - 09 E-9



3



pp

Cb.



pp

Vc.

 

f

pp

Vla.

 

marcato

pp

Vln. 2

  





3

f



    

 

f





f

f



marcato

3

   



Perc.



open

 

Tbn.

 

straight



220

  

Tpt.

219

Cl.

218

3

    p 3

3

   

p 3

3

3

3

3

3

   p        p

 p

3

 


 

45

  



221

Fl.

f

 

Cl.

f

 

p

r o 

Tbn.

Tba.

er 

  

TRIANG.

f

Perc.

Cimb. (Mar.)

Vln. 1 sord.

sord.

3

f

sord.

Vc.

sord.

3

 



 



l a





r o



  

straight.

p

er

 

s u  

   

  

p



 

p





mf

r o

p

r e

l a

 



 

 

p

f

224

3

3

3

3

3

3

l a

                                  3

3

3

er 3

s u 3

3

3

pp                            

r o 3

3

p 3

3

3

3

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

3

3

3

3

3

3

3

3

3

pp

       3

pp

                         dim.

     dim. 3

3

3

dim.

Cb.



223

3

dim.

Vla.

  

s u 

l a

                                                                            

dim.

Vln. 2

 

s u



  

Tpt.

f

 

Hn.

 

B. Cl.

Bsn.



 

 



 

222

Ob.

 





  3

3

 

 3

3

pp

 

pp

3

      E - 09 E-9

f

3

3

3

3

3

3

3

3

3

3

3

dim. 3

senza sord.

senza sord.

senza sord.

senza sord.

3

 


46

  225

Fl.

Cl.

B. Cl.

Hn.

Vln. 2

Vla.

Vc.

Cb.



   

 

pp



  

  

 

pp



  





 

pp







pp

   







pp



 

 TRIANG.





cup

pp



pp

change to C.A.

 

 

 







231



 

 



pp



 

   



 

   

 

 

   

  

  

 

232

 



   



(senza sord.)

  

 



   

230

Tba.

229

    pp    

Vln. 1





228

    pp

cup



Alto Flute

Tbn.

Cimb. (Mar.)



227

 

straight

226

 

Tpt.

Perc.

q = 69



Ob.

Bsn.

 



 

 

 

VIBR. (soft)

  

   

p

q = 69

     

 

6

6

 

    pp 

 

 

 

flautando

pp

 

gliss.

 

flautando

pp

gliss.

  gliss.   pp

flautando

 

 

E - 09 E-9

  gliss.  flautando

pp

  gliss.  flautando

pp

 

. gliss

 ss.   gli  

     

  

  

 

  

     

 

  

  p

 



 



ord.

  

p ord.

ord.

p

 


 

233

A. Fl.

234

235

236

 

237

 Flzg.            

 

ff

Ob.

 

Cl.

 

B. Cl.

Bsn.

Tba.

Cimb. (Mar.)

Vln. 1

Vln. 2

f

Vla.

Vc.

Cb.

p

poco



   p







p

poco

er 



pp

   

3





pp

  mf

 

 

  ff

ff

 

 

 

ff

l a

s u

mf

f

  

r o 

 

 

pp

 

  

 

 

  

 

 

  



er

p

flaut.

pp

   

flaut.

pp

 

flaut.

pp

s u

   

 

     

r o

  

 





 

  

  

     

ord.

  f

f

  

s u

   

r o

p

 

l a

 

 

     

 

      

 

 

f

 

    

  

s u

        

r e

       

l a

      

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

        

ff

ord.

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

f

ff

 

 

              



   

 

r e p

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

 l a

 



f

f

f



  f

ff

      

             

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



pp

ff



ff



 

                     

open

 



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

f

mf



pp



 

mf

poco

 f  

 

poco



(Vibr.)

Perc.



C.A.

open



p

r o 

  p



Tpt.

f

 

 

Hn.

Tbn.

47

238

      

              

  

                                       ord.

f

ord.

 

f

 

ord.

f

ff

                                    

ff

  

ff

E - 09 E-9

   

 

 

pizz.

  

sff

  

sff

 

sff


48

     

 

239

A. Fl.

C. A.

Cl.

B. Cl.

Bsn.

Hn.

 

 

                                                               

    

f

Tpt.

Tbn.

Tba.

 

 

 

 

 

   

  

                 f

   

  

                  ff (Vibr.)

Perc.

Cimb. (Mar.)

Vln. 1

Vln. 2

Vla.

Vc.

Cb.

 240       

      

     

241

242

f

 

 

  

                   

  

                  

  

 

f

f

f

   

     

 

        

      f                                   

   

f

                                                                                   sff

sff

sff

 

sff

 

sff

 

sff

 

sff

 E - 09 E-9

p dolce

  

f

  

f

  

f

  

f

     



    

pp

   

  

pp







 

  

  



p

 

    3

mf

3

 



(pizz.)

  



pizz. 3

pp



 

 

      

e = 60

           

pp

  

f

pp

  

 

     

              

     

              

   

 

244

  

   f  

 

243

 

 

   

e = 60

                  

                  

 



3

        3

   

pizz.

p3

3

     


   245

A. Fl.

p

 

C. A.

 

   

B. Cl.

Bsn.

 







 

 

pp





Tba.

Perc.

Cimb. (Mar.)

Vln. 1

 

  

f

Vc.

s u





3

3

      p

r o

p

er

     

         

Cb.

        

  f

p

er

s u  

pp



l a 

pp

    

l a  

pp

  

 

   

  

  

pp

  

   

f

  

   

r o   

   

p

 

 

 



r e

      pizz.



s u

 

  

 

 

 

mf

mf

 



pp

p

              pp

   

  pp

p

  

arco

     p



p

l a 

             7

p

mf

      

  

  

  

 

        

     

     

        p          

 

pp

arco

arco

 



pp

arco

f



GLSP

s u



l a

5

f

49

253

     

mf

252

f



       

251

250

r o

  

 

249

p

  

5

3

Vla.





5

pizz.

Vln. 2

p



 

  

248

 







r e p

r o 

Tbn.

   

247

pp



  

Tpt.

 

Hn.

f

 

 

pp

Cl.

 

246

 

pp

 

 

E - 09 E-9

 

5              p

pizz.

5

5

pizz.

 

pizz.

3

               mf

3


50

  254

A. Fl.

B. Cl.

Hn.

Perc.

Cimb. (Mar.)

Vla.

Vc.

Cb.

  

p



  

      p

   p

p





 port.    

 

 





pp



 

     

  

  

 ord.   

mf

pp

arco

   

pp

   pp

arco

   

arco

    

arco

   pp

 

pp

 

 

 

 

 

   

   

 

gliss.

p

 p

l.v.

  

  









 3

mf

  

5



mf

 

5

 

3                

 

E - 09 E-9

3

p





pp

     





3

         

p

pp

pp

 

mf



pp

3

pp

       p

   p

 

p

5

p

 

          

  

p

Vln. 2

 

sul D flaut. port.

Vln. 1

p

261

 



260



259



      

258

change to Ob.

 

 (Glsp.)  

 

 

 

Tbn.

 

257

p

  

Tpt.

Tba.

256



 

Cl.

Bsn.



C. A.

   

255

f

5

 

3

 



      

sul D port. flaut.



3

f

p mf

  

 

sul D flaut.

p

 port.    3

p mf

 

pizz.

3

3

        p

          p

pizz.

   

p

pizz.

3

  

  p


51

 

262

A. Fl.

C. A.

Cl.

B. Cl.

Bsn.

Tpt.

Tba.

f

Perc.

Cimb. (Mar.)

Vln. 1

Vln. 2







p





 

 

p

  



(Glsp.)

     

 

5

f

Vc.



    

 

 

ord.

 

p pp

er    p

 



  

l a

f

r o mf

   

 mf

f



f

p

r o

r e

 

s u

l a 

f

p

       

pizz.

  3

f arco

   

pizz.

f

pizz.            f

 E - 09 E-9

f

 

3

f

f

3         3

  3 3          

       

pizz.

 

p 3

f

   

f

     3

3

   

   

  

p

s u p

r e p

s u    

l a

 3                                    3 sf sf sf sf sf sf mf                            p

p

  

arco

     p

   

 

arco

pp

    

     



 

ord.

pp

r o

 

5

 

   

   



    p

 

   



5

267

 

 



pp

Cb.

  

l a





s u



     

   



 



p

Vla.

er 

  

 

266







265



 

   p

r o

Tbn.

264





Hn.

263

3        3

     

  

p 3 f

p 3

3

  

p

f

f 3

p

p 3

f 3

      

f

p

f

3

   f

3

 f

 

  f

   3


52

   268

A. Fl.

   



     p 

 

  

 

 

  

   

  

3

   

f

       

3

p



   

3

3

  

3

f p 3

3

3

     

3

 3

 

    

sf sf

3

sf mf

p

3

f

p 3 f

p3 f

f

p

      3 3

f

p

3

  

p

f

f 3

p



3

3

  

3

p

3

f

p

p

f

 3   3

   

E - 09 E-9

f 3

       p

p

3

   

f

  

3

3

f———

3

         3

3

(pizz.)

   

f

 

   f

3

  f

p

       3

  f 3

f

ff

l.v.

f

   

p 3 f———

3

    5

     3

3

  

3       

f

3

CROT.

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

   

3

f

f

     

3

3

p

  

     

3

3

 

     

3            

f

f———

f

                     

f

 3  3     

      

     

f———

f p

p

3

3

3

3

    

GLSP.

       3                                   

3

Cb.



p

Vc.



 

p 3 f

Vla.

3

Vln. 2

3

Vln. 1





VIBR. (med.)

Cimb. (Mar.)



 

Tbn.

Perc.

272

Tpt.

Tba.

271

B. Cl.

Hn.

  

 

Cl.

270



C. A.

Bsn.

269

f

p

f

 

 

  

p

f

3

  

p

   

f

   f

3

3

3

 

ff

f


    273

A. Fl.

B. Cl.

Bsn.

Perc.

Cimb. (Mar.)

s u

p

er

 

Vc.

Cb.

l a

f





pp

r o

  

s u

 

  

 

 

straight

straight

      3

 

   

3

mf

3

3              3

 

f p

3

f

f

f p

(pizz.)

p

f

p

 

f

3

3

dim.

e = 76

 

er

          3

r o   

p

3

     

     

poco rall.

s u p

 

 

p

p

     p

 

l a

f

p

r o

r e

 p

 p

s u

    

l a 

p

  p

 

p

   



l a 

   

VIBR.

r e p

279

    

pp

278

p

f

277

Anfang und Ende mit Schlägel, Gliss. mit Plastik Karte The beginning and the end with mallet, the gliss. with plastic card.

p

Vln. 2

276

3

Vln. 1

275

r o

53

NB

Tba.

Vla.

 

 



Hn.

f

e = 76

  

Cl.

Tbn.

4. FRAGMENT

C. A.

Tpt.

274

 

(pizz.)

p

 

 

 

NB: Mozart: Kyrie Es-Dur, KV 296a (KV 322)

   pp

E - 09 E-9

    

 

 

 

 

 

             

arco

 

 

p

 

 

mf

 

pp


54

  280

A. Fl.

 





B. Cl.

Bsn.

 

Ob.

Cl.

 



282        

281

p



   



 p

 

   

  

pp

Oboe



       

283

   







   

  

 



  

     

     

   

             

mp

pp

   

285

(non legato)

      

 

   

284

f

 

 



 

  

 





 

   







straight

   

 

 

Tba.

Tpt. straight

Tbn.

Perc.

Cimb. (Mar.)

Vln. 1

Vln. 2

Vla.

Vc.



pp

pp

 (Vibr.)

   

 

mf

pp

 

  

(hard mallets)

 

 



        

p

 



 

      

  

mf

pp

 



     

pp

 



        pp

p



p

   

         

       

(open)

pp

mf

Cb.

p

  

Hn.

p



  

  

 

    

     

 

E - 09 E-9

f

    

 



       



      

   

    

   


   

    

286

A. Fl.

Ob.

287

 

   

B. Cl.

Bsn.

Tpt.

 

  

 

 

 



r o

f

 

 

    

 

Tbn.

Tba.

  

Cimb. (Mar.)

Vln. 1

Vln. 2

f

Vla.

Vc.

r e p

 

     

 

  

  

(Vibr.)

Perc.

r o

straight

290

 

 

straight

289 change to Fl.

 

 

Hn.

q = 138

             f

Cl.

288

 

55

5. FRAGMENT

   



 

r o 

        f

s u 

p



 

    

  

  

 

 

3

f

  

3

3

 

p

sord.

WBL.

        

s u

p

f

ff

l  a

3

3



f

     f

3

3

 



f

 

    

 

3

gliss.   3

VIBRA-SLAP

p

3

 

s u

    

r e

f

l a 

 3

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

3

3

q = 138

      

arco sul pont.

sul pont.

        

                   3 3

3

3

3

ppp

3

3

3

ppp

Cb.

 

arco sul pont.

3        3     

ppp

E - 09 E-9

3

3

r o

   

   

f

3

 

l a    

            

3

f

  

s u

er  

     

    

f





mf

 

     

 

l a

 

3

ff

 

er

      



             

                    

291

3


56

  292

A. Fl.

Ob.

Cl.

 



f

 

Bsn.

 

 

Hn.

sord.



Tpt.

Tbn.

Tba.

Perc.

Cimb. (Mar.)

  

3

  

296

 

Vln. 2

Vla.

Vc.

Cb.

     

 

3

 

  

        

f

 

p

    

  

    

CROT.

       p secco 

l.v.

pp



p

arco

arco

pp

 



gliss.

mf pp

3

3

3

                     

f

                      f ff                        f ff

   

               

f

pp

ff

NB: Mozart: Kyrie C-dur, KV 323 (Anh. 15)

ff



    

f











p

3

p

p

E - 09 E-9

f



ord.

         3

mf pp

mf

3

3

open

ord.

 

3                     

f

 



NB

   

0

open

f

  

ff

 

  

f

     

         

300

pp

pp

  

299

3          



f



298

3

sf sul pont.

sf

pizz.

297

             3

 

295



294

pp

  

pizz.

Vln. 1

 

    

B. Cl.

293

p

  


  301

A. Fl.

Ob.

Bsn.

Tba.

Perc.

Cimb. (Mar.)

Vln. 1

Vln. 2

 

p

f

 



  

 





 











Flute

    

     

306

f

er

gliss.

p 



 

s u 



  





 

 

 



 

f



r o

 

 

 



 

  

ff



  

  

 

 

 



mf

GLSP.

ff



open

 

 



ff

ff

s.   glis 





ff





ffp

 

s u

  

l a 

 

 

ff

sff

 

 





ff

57

   

308

f

r e p

f

  





f





l a

  

sff

  



307

ff

 

f



 

p

 



 

f



ffp

 

 

ffp

l a 

  

s u

       3          3

p mf

r e 3

3

3

f

3

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

3

    

3

3





mf

 

er





mf

 

 





 

mf



  p

  

p



mf

3

3

 

ord.

Cb.

 



r o

Vla.

Vc.

r o

Tbn.

305

f

 

Tpt.

f





Hn.

304

 

 

B. Cl.

303

Cl.

f

302

s u 



  



 

p

f

   f



f



3



f

r o 3

3

  

3

3

  f

 

 



   



f

ff

 





 E - 09 E-9

   

    

3



3

3

3



 



3

ff

   

ff

f



f

l a

 

f

3

3

f

 

3

3







ff



ff



ff

 

ff

 



 

 

  



  






58

  309

Fl.

Ob.

  

B. Cl.





 

f



 

311

f

 

Cl.



310

313

Hn.

 

 

 

 

 

   

 

 

 

   

Cimb. (Mar.)

Vln. 1

Vln. 2

Vla.

Vc.

3

        

 





    ff

  

ff

 (Glsp.)     

ff





3

3

 

           

   

  

ff

  

3

3

 



 

  

   

   



Cb.

 E - 09 E-9

  

ff

ff

ff

 

ff

      3  

   

 



ff



ff

     

CENC.

 



pizz.

  

pizz.

pizz.

 

 



f

 



sff



   

sff

 

sff



 

sff pizz.

  

sff

pizz.

sff

sff

 

ff

    

 

          

3    3     3     3   3                             3 3 3 3 3      

 

 

f



 

ff

ff

 



  

 

   

f

Tbn.

Perc.

3

316

   

  

Tpt.

Tba.

 

315

 

f

Bsn.

 

314

 

f

 

   

312

 

sff

    sff

    sff


59

6. FRAGMENT

           

    317

Fl.

Ob.

Cl.

319

ff

 

           

 

 

 



ff

Bsn.

f

 

ff

s u

          

Hn.

Tpt.

Tbn.

Tba.

r e p

r o 

         f



ff



Cimb. (Mar.)

Vln. 1



Vln. 2

Vla.

f

Vc.

r o 

 

Cb.

    pp

   p 

pp

l a

 

 

sord. arco

 

sord. arco

   

   

 

NB



p

 

p

p

sord.

   

      

p

        f

  gliss. arco

p

E - 09 E-9

    sul p.

arco

 

f







l a  

    

VIBR. (medium)

 

 

pp

p

      pp

      



     

      



  

 

   



 

    





 

 

pp

pp

 



   pp

ord.

p

   

 



pp

     

ord.

sul p.

mf

l.v.

p



s u

pp

r e 3

3

pp

pp

pp



    

      

ppp



NB

0 0      0

       p

pp

ppp

 

0 0    

ppp

pp

pp

q = 48 ”sotto voce”

 

f

CROT.

r o

straight

              

s u

 

l a 

pp

pp



pp

straight

change to Picc.

r e p 

                  

sord. arco

r e p

325



VIBR. (soft)

      

s u

r o

 

sff

l a

 

sff

 

f

 

lunga

sff

sff

pp

 

    

ppp

     

sff

  

sff

    

pp

 

324

     

(normal mallets)

 

ppp

  

 





323

ff

   

322

ff

Perc.

 

q = 48 ”sotto voce” 321

lunga

 

ff

320

            ff

 

B. Cl.

318



 pp

NB: Mozart: Menuett in D, KV Anh. 34


60

  326

Picc.

Ob.

Cl.

B. Cl.

Bsn.

327



(open)

Tbn.

Tba.

p

 f

p

straight





  

straight





f

Cimb. (Mar.)

Vln. 1 sord.

Vln. 2 sord.

Vla.

sord.

Vc.

sord.

Cb.

p

  

     

   

         

 

   

    



p

mf

 



   

open

   

   f

p

p



 

p

 

p

 

mf

     p 

  p

p





 

   

   

f

f





  

 

 

  E - 09 E-9

 

 

   

mf

p

 

f





       



  

p

p



 

 

mf

  p

mf

             f f

   

    

NB

       p p

 

 

open



mf

gliss.

 

 

     



f

p

change to C. Bsn.

    



 

 

change to C.A.



mf

g        

pp

 

s. lis

fp

 

mf

mf

     gliss.     

fp

 

f

pp

fp

fp

  

p

mf

 

 

333



 

f

fp

  

332



   

mf

 

 

  

331

mf

   

 

 

p

 

 

 



     



330

 

p

        

 

p

(Vibr.)

Perc.

pp



 

    

 

p

 



 

329

pp

pp

f

 

Picc.

   p

 

Tpt.

  

p

Hn.

328



        

  mf

 

 jeter      mf

    pp      

pp

            mf pp mf       

jeter

pp

p

mf

 

p

           pp mf           mf

p

p

 

 

 





 

 p

 

  p

pizz.

     

p

NB: Mozart: Fragment eines ersten Satzes zu einem Quartett in g-moll, KV Anh. 74


  334

Picc.

 

335

 

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

           

  

336

f p3

fp fp

3

337

3

338

5

339

5

5 pp

5

p

er

B. Cl.

Bsn.

 

Ob.

Cl.

Hn.

Tpt.

f

Tbn.

r e p 

r o

Tba.

s u

  

 

sfp

 

sfp

 

sfp

Perc.



Cimb. (Mar.)

Vln. 1 sord.

Vln. 2 sord.

f

Vla.

sord.

Cb.

  

3

 

 p

3

  

  

 

     

          

     

p

            

mf

p

        pp

pp

  

arco

pp

sfp

 

sfp

 





 







 

  

mf

p

l a mf





   

     

mf

p

p

  

mf

  

mf

 

    

p

mf



   

     

mf

p

p

mf

 



  E - 09 E-9

s u 

    

 

mf

 

p

  3   

f

  f

 

pp

3

  

 

    

      

pp

p

f

l a

     p

r e

mf

 

 

 

mf

p

p

r o

     

mf

f

mf

 

      p

f

sfp

     

f

l a

  

 

mf

f

p

 

sfp

    

r o

s u 

p

 

 

s u

jeter mf

 

sfp

      

er

     

   jeter

f

 

pp

 

 

   

        

r o

sord.

Vc.

 

 

 

l a 

sfp

(Vibr.)

 

61

 

  pp

pp

p

 


62 340

Picc.

  

C. A.

Hn.

5 5

3

3

 

f C. Bsn.

5

 

 

f

3

        5

3

p 3

3

 

3

Cimb. (Mar.)

f

 

 

Vln. 1

Vln. 2

Vla.

 

CYMB. a 2

ff

 

 

   

Vc.

Cb.

 

ff

3

5

ff

 



5



gliss.

ff

 5

   

5

    ff



    

5

f

 



5

mf

    f

    

5

5

 

       5    

senza sord.

senza sord.

  

ff

 

ff

3

3

gliss.

ff

         5

5

5

 

 

ff

 

5



      5

  

5

 

   f



5

gliss.

    

 

 

 

     

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

    

  

E - 09 E-9

          5

5

  

  

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

ff

5

          

ff

5

NB: Mozart: Gibraltar, KV Anh. 25 (386d) Opern-Fragment

                                  

5



5

ff

5

ff senza sord.

5

 

3

  

5

      

    

3

3

   

    

3

  

5

                         

     

3

 

  secco    5 5                      5 5

5

  

5

3

3

5

3

  

q = 116 senza sord.

  

5

         3

gliss.

3

    

3



 

5

3

  

5

3

         

  

3

3

5

5

5

f

3

  

f

3

  

5

5

1 BECKEN ablegen

3

5

3

3

5

5

5

  

                  

        

     

halten

 

5 5

      

5

    

3

  

 

  

ff

  

343

5

3

5

  

    

        



342

3

  

5

f

Perc.

3

       

     p

                 

5

5

5

  

ff

Tba.

5

3

5

 

 

Tbn.

341

5

f

 

Tpt.

f

            

                    p

B. Cl.

NB

q = 116

 

C.A.

Cl.

Cbsn.

 

7. FRAGMENT

    

5

5

 


 

63

     

345        

344

Picc.

3   

C. A.

B. Cl.

Cbsn.

Hn.

   

 

 

   

ff

r o    

f

Tba.

 

  

5

    

  

        5

p

   

er 

    

sff

Cimb. (Mar.)

Vln. 1

Vln. 2

Vla.

f

Vc.

Cb.

   

gliss.

ff

s u

5

5

r o

f





5

gliss.

     

  

      

r o

           

   

 sim.      sff

 

r e p

s u

f

l a

   

  

p

  

  

r e f

                     

5

                      ff 5

5

E - 09 E-9

  

 

poco rall.

  

l a

       

s u

5

   

r o

         

trem.

5

5

5

p

er

 

l a

                                      5

      5        

s u 

5

l a

                                     

5

 

 ff



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

f

       

poco rall.

1 BECKEN gegen das DONNERBLECH schlagen DONNERBLECH schütteln

Perc.

347

5

  

ff

5

5

5        5 5

    

Tbn.

5

   

Tpt.

5

f

Cl.

346       


64

  348

Picc.

Cl.

Hn.

Tbn.

Perc.

Cimb. (Mar.)

Vln. 1

Vln. 2

Vla.

 

     p

  p  

 

     p

NB

         

 

mf

      

      

 

mf

solo



f

 

f

 

p

mf

      

sempre stacc.

              sf mf

      

 

sff



 

5

f

ff

f

q = 104

    

p

p

          

       

    f



 

3



 

pizz.

       NB pizz.

      f sempre



 

     sff

          



           sf

NB: Mozart: Kyrie G-dur, KV 196a (Anh. 16)

5

5

  sf

mf

  

sff

 

   f



ff 3

    p

    p

            

  

sff

  sf

p



ff

  mf

mf

       

ff 3



ff

ff 3

E - 09 E-9



ff

   

  

        

 

ff

5

     

 

   

       

3

mf

mf

5

ff

    

          

     

  

f

          

        

 

mf





 

           

mf

      

          

5

    

5

5

       

 5

            p

             

353 

5

5

mf



p

mf

mf

sff

 

                  

5

                

f

Cb.

 





mf



 

(Dnrbl.)

p

Vc.

 

            f



solo

 

 

 

352

     

       

       f

mf leggero



 



351

mf

     

              f

p

350

solo





f



Tpt.

Tba.

349

 

NB

q = 104      solo  

B. Cl.

8. FRAGMENT

C. A.

Cbsn.

 

     

  

     

  

     

ff

     

      

    



   



f

   

 

  

3

 

      



ff

  

ff

  

ff

 

ff

 


             354

Picc.

355

C. A.

Cl.

B. Cl.

 

 5

5





 

5            

f

    

Hn.

ff

Tpt.

f

Tbn.



r o 

ff

   

   

Cimb. (Mar.)

Vln. 1

Vln. 2

Cb.

 f

   

ff



      

s u

  

p

  

p

   p

r o   

       

     

  

   

  

     

f





      

   

     

         

   

  

   

   

 l 

   

ff



   



ff

    

   fp

r o

 

  

p  

   



  

ff

 

 

er

  

sf mf

 

      

f

  

     

  

 

  

          

 

 

sf mf

mf

  f

mf

sf mf

   

     

   

fp

fp

 



fp

fp

 

 

 

 

 

 



 

f

f

E - 09 E-9

fp

r e

 

  

s u f

l a

         ff           ff            

    

    

   

    

sff

sf f

f

 

         ff

fp

fp

    

             f

  

 

     

   

fp

        mf          

   

          

r o ff

p

l a

           mf 

s u

   

   

fp

fp

             

fp

 

f

65

sf mf

   

sff

sa 

 

   

3

     

   

 

358

      

 

p

solo

f

  



f

u r

  

pe   

   

   

p

l a

   

 

    

mf

Vc.

  

             

(Dnrbl.)     

Perc.

f

r e p 

f

Tba.

Vla.

  

 

mf

p



357

p



ff

ff

           

        

 

  

5

 

f

  

5

f

Cbsn.

5

            5

5

5

5

356

ff

 


66 Picc.

  359

 

 

C. A.

 

360

        

f

Cl.

B. Cl.

Cbsn.

Hn.

 

 

 

mf

       

f

Tpt.



 

 

Perc.

Cimb. (Mar.)

Vln. 1

Vln. 2

Vla.

Vc.

Cb.

 

       

f

f

  

  





 



mf

  

       

   

       f

  mf

 

mf

 

 

 

f

 

   arco

arco

      

      f ff           ff

mf

 

  

f

fp



       

pizz.

ff

f

       

fp

   

           ff

ff



ff



fp

  

pizz.

 

 

fp

 

f

               f

  

  

change to Bsn.

  

    

  



 



 



    



  

  



mp

     

p

f

 

 

p

f

    

    

E - 09 E-9



arco

f

     

       

               f

ff

f

p

 

arco

 

  



pizz.

f



  

  p





     



      

     



  

  p



362

  

       

mf

  

      



f

    



   

GLSP.

mf

                p

f

Tba.

    

       

   

p

f

f

Tbn.

361          

f

     

mf

f



 

p

   p

 

 

  

 

mf

 

     

 

  

 

mf

f

f

 

mf

 

mf

    

    


67

 

363 change to Fl.

Picc.

C. A.

change to Ob.

364

365

 

B. Cl.

 

 

Hn.

Tbn.

f

r o 

Tba.

Perc.

 (Glsp.)    

Cimb. (Mar.)

Vln. 1

Vln. 2

f

Vc.

 

 

  

      

     

f

l a

  

    

    

sf

 

f

  

 

p

r o

  

r o 

er

p 

   f

   

  

jeter

f jeter

    f

      p

s u

pizz.

    

  

jeter

  

l a

      

 

p

p

     

   f

 

p

   

f

  

f

 

  

f

   

   

 



 

 





 

s u

solo

mf

           

p

  mf

 0

f

            f

E - 09 E-9

p



p

   

pp

on the string

p

   

l a

 

pp

r e

l a

 

  

r o

s u

secco                                   f p     

p

Cb.

 

p

er

s u

   p

pp

Vla.

r e p 

Tpt.

367

Cl.

Cbsn.

366

on the string

          p           

  p

0

  

pp

 0

 




68

 

Cl.

B. Cl.

 

 

368

Picc.

C. A.

Cbsn.

Hn.

Tpt.

Tbn.

Tba.

Perc.

Cimb. (Mar.)

Vln. 1

Vln. 2

Vla.

       

Cb.

370

   

 

 (Glsp.)                   

  pp

 

 p

      

 

 

pp

 

 

   



 

   

        

  

f

             

 

    

f



372

   

 

f

         pp

         pp

  pp

 pp

 

 



 

    

p

E - 09 E-9

 

 



 

f

   

f

        



  

  

  

        

       

 

mf

                

    

secco

f

pp

 p

pp



  

371

  ord.                        f p

pp

arco

Vc.

369

    f

       f

        f

 

 

  

 

f


  373

Picc.

C. A.

Cl.

B. Cl.

   



ff

f

f

f

  

Tba.

 

   

     

Cimb. (Mar.)

Vln. 1

Vln. 2

Vla.

f

Vc.

 

      

ff

 

r o

pizz.

  

arco

r e p sff

pizz.

sff

      f      

   

 



  

       sf

    

s u

  

l a

      

ff

      

     

 

ff



ff

    

sf

       

f

         0 0

                 0 0

ff

      

    

          

  

    ff

s u 

f

er



  pizz.

ff

   pizz.

ff

  

WBL.

   pp

p

 

mf

  ff

 ff



0 

  

   f



arco

 

  

f



arco

0

f

s u

  

r e

  

        E - 09 E-9

  

f

f

  

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

       

r o 

l a 

f

f

     

   

       

sf

solo

straight

     

  

     

p

69

f

Oboe

  

r o

    

  

f

l a

     

arco

f

Cb.

s u

p

  

    



      

      sf

 

    

f

VIBRA-SLAP

Perc.

  

r o

Tbn.

              

                                              

  

Flute 377

r e p

f

Tpt.

     

 

Hn.



376

   

  

375

Bassoon

Bsn.

374

l a   

          mf

    

 6

       ff p     

    

p

   

  

pizz.

  

sf

 


70

  378

Fl.

   

 

Ob.

f

   



Cl.

379

   f

 



380

        

Hn.

                           3 3

Tpt. straight

3

Tbn.

Tba.

 

BONGOS

Perc.

Cimb. (Mar.)

Vln. 1

Vln. 2

Vla.

Vc.

   

   

p

    

ff

 

 straight



     

3

sf



fp

ff

     

  p



    

   

 



 

 

  

 

  



        

f

 

p

f

3

3





 

 





p

f

     

      f

           ff



     

pizz.

0   

ff

pizz.     

3

ff

mf

   



mf

 0   

ff

                  3

    

 



3 

                                                  f    

f

Cb.

ff

3

3

   

  

f

f

3

f



     

f

   

f

Bsn.

f

mf

B. Cl.

  

381

f

   

pizz.      

arco

ff

    sf

E - 09 E-9

f

       

arco

arco

ff

   f

arco

 

p



         p

    

f

6

     


  382

Fl.

 

Cl.

  

B. Cl.

f

Bsn.

f

   

ff

    ff

r o

Tbn.



  

   

      

r e p

Cimb. (Mar.)

Vln. 1

Vln. 2

(open)

f 



sf



r o

         ff

sf

sf

      

mf

p

mf

      

p

mf

r e p 

 3  3                 3 3

ff

  

            

3

3

  

        

p

3

f

f

           ff   

s u

l a

ff

          ff

ff

      

f

       

    3     3

f

386 change to Picc.

f

           ff     

71

f

p

r e

s u

l a

3 3 3              3                                                             3

        p   



r o pizz.

 

  

r e p

 



 

 

 

 

sf

 

pizz.

sf

Cb.

s u

mf

f

       p

Vc.

f

Perc.

f

      

(Bongos)

Vla.

  

   

   

l a

gliss. gliss. gliss. gliss.                   gliss.                        3 3 3

straight

Tba.

 

   

385

 

ff

Tpt. straight

f

  

384

   



Hn.

Ob.

383

  

   

sf







s u

sf

 sf

f

r o ff

        

  

pizz.

      ff 

        

  

pizz.

0   

sf

l a

f

     sf

    

(pizz. ord.)

sf

       sf

 

      ff 

ff

arco

 

   

ff arco

         p

6

              ff

arco

arco                f ff

            ff

E - 09 E-9

              ff f

(pizz. ord.)

mf

p

                 p 3

3

3

   

3


72

Fl.

387

388

 

Ob.

 

3

ff

3

3      3 3         

3

3

3

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

3 3 3 3                      

Tpt.

Tbn.

Tba.

open

 open

 



 

 

ff



GONG

   

    3                     3 3 3 ff   

Vln. 2

Vla.

Vc.

  

3

ff

Cb.

 

      3



arco

  3   ff

3

 

 

3

    

   

3    3   

ff



    3

     

 

ff

arco

E - 09 E-9

 

ff

  f

 

      

GLSP.

l.v.

f 3

  3              3  

   3    3    3                3  3 3

sff

 

f

             3 3

   3    3     3                 3  3 3





3

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

pizz.

            

   

 

poco rall.

    

3                simile 

                    ff3 3 f  3                        ff3 3 f  3 3 3 3 3                  3  ff 3 f 

3

3

3

393

 3                  3 3   3                   3  3

3

Vln. 1

3

ff

3

Cimb. (Mar.)

3

f

ff

Perc.

    

 3    

  

 3

f



392

poco rall. poco meno mosso        (q = 92-96)  

solo

          

3   

391





 

390

f



ff

Hn.

3

   

3

3

    

      

     

 3

3

  

3     

ff

3

Bsn.

   3

   

B. Cl.

Picc.

f

Cl.

 

389

 

 pizz.









 

 

 

  

  

pp

pp

pp

   

  f

poco meno mosso (q = 92-96)

pizz.

 f

 



arco

   pp 




 

colla parte

394

Picc.

Cl.

Bsn.

Hn.

Vln. 2

Vla.

f

Vc.

Cb.

3

 

5

f

f

r o

r e p

l a

5 6

s u

s u 5

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

l a

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

6

      

p

5

    

 (Glsp.)  

 

   

r e p 

r o     

p

f

l a



 

 

 



 

 

  

 



r e p  

  



 



  

 

 3           6                  6

  

3

f

5

398

Vln. 1

       

73

colla parte

397

f

r o

Cimb. (Mar.)

3

mf

  

Tbn.

Perc.

 

 

Tpt.

Tba.

    

 

396

B. Cl.

f

Ob.

395

s u

 

 

r o

E - 09 E-9



p

 



    



p

p

p

 

p

   p

 



  colla parte



   

r e

s u  

colla parte

arco



l a

            pp             pp           pp    pp   pp


74

poco a poco rall.

  399

Picc.

400

402

                          

mf

Ob.

5

Cl.

Hn.



Vln. 1

Vln. 2

Vla.

Vc.

Cb.

3



3 5

3

 

3

 



 

 l.v.  



 

   

 

pp

(Glsp.)

Cimb. (Mar.)

5

f

Tbn.

Perc.

3

3

Tpt.

Tba.



3

B. Cl.

Bsn.

5

5

403

                           

401

p

 







   





poco a poco rall.

 

con. sord.

    

con sord.

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

con sord.

con sord.

con sord.

6

ppp

      

     

  

   

 



6



6

    

E - 09 E-9

 


  404

Picc.

Ob.

Perc.

Cimb. (Mar.)

Vln. 1 sord.

sord.

f

Vc.

5

 

 

p

 

Cb.

sord.

 

Perc.

Cimb. (Mar.)

Vln. 1 sord.

sord.

sord.

sord.

Cb.

sord.

 

er

      





NB

f

   

pp

pp



 

 

      

 

    

414

         

 

r e p 

  

r e p

      

 

pp

  

pp

 

pp

  

l a 

               

   

 

     



              



  



    

415

416

f

l a

 

s u

s u 

411

           

410

q. = 132

 

r o

 

409

l a



 

408

pp sempre

s u

 

407

     

413 (Bong.)

r o

Vln. 2

Vc.

 

406

NB: Mozart: Chasse in A, KV Anh. 103.

412

f

 

2 BONGOS with very thin sticks

Vla.

q. = 132

 

sord.

 

dim. al pp

405

3

  

r o

Vln. 2

sord.

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





Cl.

Vla.

 

75

9. FRAGMENT

r o

417

   

418

p



r e   

    



s u

419

l a

    

420

   

    

                                     0

                     0

E - 09 E-9

 

   

  



 



    

     


76 421 Perc.

Cimb. (Mar.)

Vln. 1 sord.

Vln. 2 sord.

Vla.

sord.

Vc.

sord.

Cb.

sord.



422       

(Bong.)

 

  

   

sf

rim = wie ein Schuß

426

427

428

             

 

        

     

    



pp

 

   



     

  

425   

    

pp

424

   

rim

pp

pp

423

0        0





  

  

   

              

                 

   

 

 

 

 

 

 

  

       

 

rim

sf

   

        



 



    

    

 429 Perc.

Cimb. (Mar.)

Vln. 1 sord.

Vln. 2 sord.

Vla.

sord.

Vc. sord.

Cb.

sord.





(Bong.)

  

430

     

431

  

 

  

432

433

  

     434

       435

436

       

 

        

                  p

p

       pp

       pp

        pp

 

        

       0

0



  

   

   

 

   

   

             

                 

    

 

 

 

 

 

           

 

E - 09 E-9

  

       

       

        



 



    

     


77 437 Perc.

Cimb. (Mar.)

Vln. 1 sord.

Vln. 2 sord.

         f

r o



sord.

Perc.

p

      p

Cimb. (Mar.)

Vln. 1 sord.

Vln. 2 sord.

sord.

Vc.

sord.

Cb.

 

 

          f

sord.

 

sf



   

       

s u 

  

  

   

 

 

 

 

mf

l a 

 

     

     

r e p



 

447

s u

   

442

pp sempre

r o

  

   

f



      

r e p

 

 

 

 

449





  

f

   

450

  

r o

  

  

 

mf

p

E - 09 E-9

444

   

  

s u

  

 

           

p

 



451

 

r e

  

    

s u 

                       

 



       

    

l a

452        

  p          

  

f

         



   

l a



          

   

                                            mf  0                       p                          f

443    

               

              

l a

  

448

      

mf

sf

f

 

p



441

     

rim

        

mf

0

0

        

mf

446

  

(Bong.)

r o

Vla.

f



440

      

r e p

p

445

 

   



sord.

     

p

 

f

    

Vc.



sord.

f

    

Vla.

Cb.



438 439       

(Bong.)





 





p

              

         


78 453 Perc.

Cimb. (Mar.)

Vln. 1 sord.

Vln. 2 sord.

Vla.

sord.

Vc.

sord.

Cb.

sord.

  

(Bong.)

     

454



    

    

    

mf

 

 

f

 

      

 

      





 



   

 





mf

p





 p

 

457

      

p

     

     

 

458     

      

456

         

 

         

p

mf

   

455

  

 



  

 







       

mf

459

  

f

   

 

 

   

 







   





sf





ff

 

       

 

   















  



             



 

460        

rim

       

 461 Perc.

Cimb. (Mar.)

Vln. 1 sord.



       

 

sord.

Vla.

sord.

Vc.

sord.

Cb.

sord.

   

p

   

            

p

    

p

p

   

p

   



 



465

      



p



464

    

      



463

       

              loco

Vln. 2

462

  

 

             



  







sf

      

mf



   

rim

ff

   

   

            

 

 

   

E - 09 E-9

   

 

    

468

 

467

  

  

466

 





 

 



  









 



 



     


79 469 Perc.

Cimb. (Mar.)

Vln. 1 sord.

Vln. 2 sord.

sord.

sord.

f

p

r o

Cimb. (Mar.)

Vln. 1 sord.

Vln. 2 sord.

sord.

f

Vc.

Cb.

 p



p



loco







   



  

 

pp

pp

 

r o

f

   

pp

  

f

 

p

 

l a



 

pp

474

          

   

r e p

478

3x

s u

  

       p

        

r e p

   

   

   

    



f

  

l a

senza sord.

s u

senza sord.

3x





 



 



 

    

    









 



 

senza sord.

senza sord.

  



   

f

f

f

E - 09 E-9

p

s u

   

     f

r e

    

r o

f secco



 

    

f

mf



 

l a



479

        

  

475

p

          

   

loco

s u

  





     

 

p



er 

473

 

 

472

480 481                                       





477

(Bong.)

471

   

 

 

      

   

 

p

p

r o

sord.

sord.

 

   

   

Perc.



     

476

Vla.

   

Vc.

sord.

   

Vla.

Cb.



     470

(Bong.)

  

 

482

l a     rim

sf

       ff

   ff

  

       ff



   ff

  f

   ff





ff

 pizz.

  0

pizz.

  


Kottagrafika / Score: Dániel Csengery Felelős szerkesztő / Editor: Tünde Szitha Műszaki szerkesztő / Layout editor: Lilla Fantó


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