Notations II

Page 1

Notations II pour orchestre (1978/1984)

Très vif. Strident 

   Fl. 1.2.3.4

(q = 144) *)

tous:

 

 

Htb. 1.2.3

 

 

Clarinet in Eb

 

  Bssns 1.2.3

Cbssn

  

 

fff

 

fff 2.

ff

Tbn. 1.2.3.4

 

   ff 

1. Flzg.

Tuba

1. Xylophone

  

2. Vibraphone

3. Blocs japon.

4. Encl.

5. Bong.

7. Tablas.

8. Clch. à vache









3



p 3 p

3

















3



mf

 

  ff

 

ff

ff

 

Très vif. Strident 



  



p



p

   

 

sff

 

sff

fff

fff















 







































f

  

 



 





f





















































































mf





































mf



































mp











































mp



































  







  

 



 



 







  





















 

 

 













































 





















fff







fff





 

p



 

      fff







mf

fff

p

p

3

 p

3

 3









3

 

 





(tous cresc.)

sff

p (cresc)

 













mf

 

3



 



 





3

 



 





3

3



















3



 

 

 

 

3



f







 



 

 



 

p









 

 























p

    

f

  

    

 

 

 

 

 

           

 

 





   

 

 



 



 

 

  

 

 

  

 

3



mf

 



Altos

 

 

mf

    

unis.

fff unis.

   

  



3

  



3

p

p

fff

3    

    

    fff      fff     

 3   

 



  

 

p

fff

fff

p

p



3

 3



 





 





 

 

 

 



3



 

p





     

  

3





3

3

3

  

3

3

3

3







 3



3





3



     



3

 

3

3









    



3







 

 fff

3







 3





3

 





 





3

 







3





 3

   

sff

  

sff

sff

    

 

 

   

 



 









 











mp

   

 

   

   

 



 









 



 

 

 

 

 

 



 

 

 





 











mf

 

 



 

 

 

 



 

 

 

 

 

 

 

  

sff

fff

   

 

 

 

   

 

 

 



 

 















 

mp

   

   

   

 

 

 



 







 

 

 

 

 

 

   

   

 

 

 











   

   

 

 

 

 

 

 

  



mp

























 





    

 



 

   







 





 

 

 

 

 

 



 

     p

 





















 















     p

 



 

 

 









 



   





 



 

  











 









p

 





  



  



 

 



 

 

 







  



 

 

 

 







 





 

  

 

 

 



 





 

 

 



fff

 

p



 

fff

sff

    

 

  

fff

p

p

p

p

 





fff

sff

f



fff







 

  





  

mf















mp

  

 











fff

  

fff

   

sff

fff

  

  

fff

3

3

fff



 3



sff

fff



sff

fff





   sff        sff    

fff

3

 

sff

fff

 3



3

fff

   

sff

   fff  sff     fff  sff     fff  sff    fff







3



  

3



3

 

f







   





 

   







f

 

  f  

3



 

   

 

fff

  





     

3



 



 

 



 





(q = 144) *)

 

  

 

div. 2

f

III-V pup.

 

 

 

 

f

 sff 

fff

Cb.



div. 2

 

I-II pup. 1.



 

unis.

IV pup.



mf

 



 



sff

fff



 

 

 

 

sff

sff

f

unis.

sff



  f



 

mf

IV-V pup.

 

fff

fff

 

 

   

sff

sff



 

fff

  





sff

  

fff



Viol. II

Vc.



 



p

fff

 

  



 

sff

 

fff





fff

 





sff

fff

mf

  

fff









 

III pup.



 



 



sff





 



fff

  

f

sff

f

f

 



fff

mortellato

 

  

 

 

      

 

I-II pup.



f

Viol. I



3

 

sff

   fff  sff  

3



fff

fff

  





tous:

   fff    

 

3

sff

   

   fff      

 



fff

   fff   

 

3



        

ff

 

 

 

mf

p



3



3

sff

   

3

 







mf

ff

  ff   

3

fff

(q = 144) *)

  ff  

3

   



f



3

3

3



3

  





 











 

Pf.



3





 

Hpe 3

 

3

 

Hpe 2





f







3

3

 

Hpe 1







 

6. Marimba

Timb.

ff

Très vif. Strident 



mf



mf

 

 





  

3

  







3



f



p

 





 

 

 



mf

p

  



f

3

 

ff 6.

 

Tptt. 1.2.3.4



p

  

 

f

3



 

ff 4.

 

3

 

f

p

 

  Cors en fa 1–6



fff

 

f

3

 3        fff p   3            

 

Clarinet Basse en si b

 



 

Clarinet in A 3

3

 

Clarinet in Bb 2

 

 

f



 

   

C. a.

Clarinet in Bb 1

3

f





 



























 

 

 

 

 

 

 

 

 



 

 

 















































 



















p

p

 





 


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