Nørgård SNIP SNAP

Per Nørgård : SnipSnap (Kehraus) Flute Oboe Clar. in Bb Horn in F Bassoon Piano Violin Viola Violoncello

Commissioned by Det Jyske Ensemble

2006

SNIP, SNAP (Kehraus) q = 120

Con moto energico

Flute

Oboe

   











  



f

Clarinet in Bb

    



                    f





f

                                                   



f

Horn in F

          mf

Bassoon

          mf



Per Nørgård

     



    



ff



 

   

                     

  

          

  

           

f

f

                                                           1.volta tacet

f

 

 

              



1.volta tacet                                 Violin                      



                                                   



Piano

           

piu f



mf

Con moto energico

f

Viola



f

       



q = 120

   

ff

ff

                                                Violoncello     f

ff

Copyright © EWH

 

2

       

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

                     

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

        Cl.               f

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

                   

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

                

 

  5

Fl.

Ob.





f

f

Hn.

f

Bsn.

     f

Pno.

 Vln. 

      

         

Vla.

mf

Vc.



   mf

  

  

   

     









      

piu f

piu f

piu f

piu f



 

     

 

                                          



           

   

                 

f

               mf 



       

 

 



















mf

fp

fp

     

Fl.

gliss.

9            

3





f

     

Ob.









q= 80 e== e





  





Cl.

 

  

      

Hn.











    



                       m.d.            





Bsn.

m.s.



 

          Vln.   

 







f

Vla.



m.d.

 

  

 

  

               

 

  

   

 

  



mf

m.s.

   



       

m.s.

Pno.

Vc.

   

mf



                 



  

=

f









senza ped. q= 80 e= e

  

mf

   

     pizz.

     

mf



 

4

  12

Fl.



Ob.

Cl.

     









        

mf























   



fp

mf

Hn.











    



mf



Bsn.





   

    





 

     





mf

     





      mf

 

Pno.



    Vln.   

Vla.

Vc.



 

   

        





           fp

fp

p

     mf







    







p

arco



mf

  16

Fl.





   Cl.   



 

Hn.

   



mp

sfz p



  f

    

p sub

      



   







 3 3                            3





sfz

3

 

pp

sfz





 

fp



 



fp



 



 

5

 

  

 

p sub.

  

p





Bsn.

      



    

Ob.



grazioso

  p

  p

    p

Pno.











pizz.                        Vln.   3 3 3 sfz



Vla.



    

sfz

3

pp





   p

 

pizz.



mf

   

pizz.

Vc.





         p mf





p



   

arco

6

         

   20

Fl.



Ob.

muta in fl.picc.





            



p

 

 



 







    



mp

mf

             Cl.   



p

 

   mf

mp

   fp

            

 

  

             





















 Vln. 



             



          







Hn.

Bsn.

fp



mf



mp

f





     f







 mp

Pno.

mf

     p

Vc.











fp

arco

Vla.

 

    grazioso mf

    mf grazioso





Piu mosso q = 120

  24

Fl.

Ob.

Cl.

Hn.

Bsn.



      



       f 8va ad lib.   3      3 f

cuivré

     f 3

q=q.

 







3



       mp cresc.



                             3

7

3

3

sfz

3

3

sfz

sfz

       

a l´aria

poco f

 

       

























f

    



f

Pno.

  Vln.  

Vla.



Piu mosso q = 120



      

       

q=q.



mf

     

poco f







mp

    Vc.   mp

mf





  3            f

3

3

mf

   fp

8

            

 

          

  

       

  

28

Fl.

fl.picc

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

mf



Ob.

Cl.

  



















   











   

            

 

Bsn.



  

mf cresc.

   

Hn.

f

 

    mf











f Pno.









     

f

  Vln.    

        

 

Vla.

   

          

  poco fp sempre

Vc.



 

  

fp

  fp

     fp

 

   





    

Fl.

Ob.

9

32             













      

 

      

 

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

 



f

Cl.

Hn.

Bsn.

  









f

a l´aria







f



  

fp

  

  

fp

sfz



         f

      



 

f

Pno.

    Vln. 

Vla.

 

   

 Vc.   







f











f







fp





fp

   



f







 

              f

  f



 

fp

   

fp

  

fp

   sf

   

 

   fp

   

fp

10

   36

Fl.

      

  



 



     

  



 

   

     

  



 

 

fp

fp

 



  

 

f

  

Ob.

Cl.

 

  

Hn.

        

       



Bsn.

       

       



        

    

       

   



   

Pno.

  

   

 Vln.   

Vla.

Vc.





 



 



   

           

 

  

       

  

 

 fp

 

 

fp

  



fp

  

fp



 

    

       

   

   

      

       



sfz

sfz

f

fp

    

 

    

  

fp

  

fp

  

 

f

pizz.

  

 