Laurence Osborn, ELITE, Full score

Laurence Osborn

ELITE

For Tenor, Keyboard, and 2 Synthesisers

ELITE for Tenor, Keyboard, and Two Synthesisers Instrumentation Tenor Electronic Keyboard Harpsichord, Piano Synthesiser 1 (Korg Polysix) 1: Clav, 2: Velocity Arp, 3: Velo Filter Lead, 4: Swell Pad* Synthesiser 2 (PPG Wave) 1: Clavibell, 2: Pluck In (Arp), 3. Sawtooth, 4: Tiny Pad* *These are the synthesisers and settings for the world premiere performance. For guidelines in the case that these synthesisers are unavailable, see Performance Directions. Duration: c. 10’ Commissioned by Filthy Lucre with funds from Arts Council England: Grants for the Arts. World premiere cond. William Cole at Filthy Lucre, Hackney Showroom, 24th February 2018.

Performance Directions: Tenor Languages: The lyrics for the vocal part transition freely between English, German, and gibberish. For clarity, lyrics in English and German appear in italics. Performance guidelines: The singer must perform this piece in an overtly smug, ‘mannered’ style, as if performing well known arias to an older, upperclass audience. The singer must remain in character throughout the performance, including during their entrance, exit, and when receiving applause. The only exception to this rule is for the final movement, ‘DEATHPLAYER’. For this movement, the singer may lapse out of character. Costume: If possible, the singer should appear in black tie, or otherwise smartly dressed. Pronunciation: Here is a list of letters, and how they must be pronounced, during the gibberish sections: ‘a’ - as in ‘back’ ‘e’ - as in ‘pet’ ‘i’ - as in ‘sit’ ‘o’ - as in ‘mop’ ‘u’ - more of an ‘oo’ sound, as in ‘cook’, ‘book’ ‘y’ - as in ‘silly’ ‘c’ - more of a ‘ts’ sound, as in ‘cats’ ‘kh’ - at the back of the throat, as in ‘Bach’ ‘q’ - a hard ‘c’ sound, as in ‘back’ ‘r’ - always rolled, as found in Italian and Russian ‘x’ - always a ‘ks’ sound, even when found at the beginning of a word

+ œ Œ Ó

œù Œ Ó

∑

∑

œ Œ Ó

F I

‚ Œ Ó

¿

∑

∑

Performance Directions: Tenor

∑

∑

œ Œ Ó ∑ °∑ z Glossary:

∑

∑

∑

Viola

∑

x∑ which no pitch is specified. quasi ¿ Œ Ó Indicates B ∑ any, sound ∑ xforquasi Ó œ œ œ œ œ œ œ œ œ œ œ œ œ œ œ œ œ œ Ó ∑ ∑ ∑ G G & F I R Ó∑ œ¿ Œ ∑Ó Œ∑ Ó Indicates ∑a (pitched) half-whisper. ∑∑ ∑ 6 ‚ ∑ ∑ ∑ ∑ ‰ ĺĺĺ œ – a “scoop” ∑ ∑ to the∑ specified ∑ ∑ ∑ ∑ up pitch. & ùœ ¿œ œ Indicates J ° z ° 14∑ Ó ∑Above a∑rest indicates an audible inhalation. ∑ ∑F I ∑ ∑∑ ∑∑ ∑∑ ∑ ∑ ∑ ∑ ∑ ∑ ∑ Œ Ó & ∑ ∑

∑

‚

Viola

Ó

B

∑

∑

∑

∑ ∑ ∑

5

3

/

All other directions contained in score

∑ &∑ ∑

24

∑

∑

∑ ∑∑

∑∑

∑

∑∑

∑

∑

∑

∑

∑

∑

∑

∑

∑

∑

∑

∑

∑

∑ ∑

∑∑

∑

∑

∑

∑

∑

∑

∑

&∑

∑

∑ ∑

∑

∑

∑

∑

∑

∑

∑

∑

∑ &

∑

∑&

44

&∑

∑

54

∑

64

73

∑

∑&

∑

∑

∑

∑

∑

∑

∑

∑

∑

∑ ∑

∑

∑

∑ ∑ ∑

∑ ∑∑

34

∑

∑

∑

∑

∑

∑ ∑

∑ ∑

∑ ∑

∑ ∑

∑ ∑

∑ ∑

Performance Directions: Synthesisers Synthesiser specifications: All specifications in score apply to the synthesisers used for the world premiere performance (Korg Polysix and PPG Wave). In the case that these synthesisers cannot be used, the following sound settings will be sufficient. The following applies to both synthesiser parts. Setting 1: ‘Plucked’, harpsichord-like sounds. Setting 2: Arp, moving from bottom to top, and to the durations specified in the score. Setting 3: Harsh, square lead sound. Setting 4: Swelling, string-like sound. Dynamics must be adjusted in accordance with both the score, and the ‘swell’ of the setting. Dynamics: All dynamics are to be achieved through the use of a Volume Pedal. The dynamics for ‘DEATHPLAYER’ in the Synth 1 part are uniform because the crescendo and diminuendo occur naturally from the Swell Pad. Arps: All use of Arp settings includes a small stave indicating the music ‘as heard’ above the normal stave (which indicates the music ‘as executed’).

Programme Note ELITE is about the communal vocabularies constructed in so-called ‘high art’ cultural traditions, and their contribution to the annexation of these traditions. It is written both in disgust at the self-satisfied faux-grandiosity and opulence of the scene that we work in, and in recognition of the composer’s, performers’, and audiences’ complicity. ELITE includes three arias by Mozart, Purcell, and Monteverdi, whose texts and musical material have been mangled beyond recognition. All of the musical and textual vocabularies in this piece have been constructed from the dismembered parts of these arias. Contents 1. 2. 3. 4.

INTRO - p. 1 BIRDCATCHER - p. 13 FAIRYQUEEN - p. 35 DEATHPLAYER - p. 55



ELITE Savage q = 160

 

Keyboard

Synthesizer (PPG Wave)

Harpsichord

     



      

    

sfz

 

Synthesizer 1 (Korg Polysix)

Laurence Osborn

INTRO

       

sfz

mf



1. Clav

        

  

mf

sfz

 



mf

sfz

      

 

                                         



1. Clavibell

           

mf

           

Copyright © Laurence Osborn 2018

 

sfz

sffz mf

    



sfz

mf

   

 

sffz

sfz

mf

     

                                                                                                            

         mf             

       

mf

     

               

                                           

                                

2

 6



Kbd.

sfz f





          



Synth. 2

 

   

f

    



  

     

      

Synth. 1

ff

ff



 

       

   

      

    

f

ff

     

       

sffz mf

 

sfz

 

mf

sfz sffz mf

  

               

     sfz sffz

    

  

mf

sfz mf

  





sfz mf

   

 

      

sfz mf

  



                                                                mf                                                                                               mf                         

         

      

                         

        

     

                 



3



A                           p sfz f ff p sfz                                                    p f ff                             

Kbd.

Synth. 1







Synth. 2

   f

   

      

    ff

           

p

                

  

     

12

sfz

mf

sfz mf

  

  

            mf

                        

     

    sfz

 

mf

sffz

   

  

 

f

f sffz f

sffz

   

  

   

                          f

                                                      

                                          mf

f



4



17

 

Kbd.





sffz

  

  

   

f

f

sffz

  

            

Synth. 1

             



            

Synth. 2

            

 sffz





     

mf

    

   

    

 



  

p sfz

sfz

ff





                 

p

  



  

mf

            sfz



   

   

mf

ff



    

                                  

 

    

   

  

    

                                           

 

   

ff

ff



p

mf

ff

                                              

ff

                                             p

mf



5

             

22

Kbd.

  



 

Synth. 1

Synth. 2

 



     

 B        

 

 

            3

    3                                                                                                         

p

        

       

sfz



            

mf

sfz

mf

ff

sffz mf

sfz

mf

ff

mf

              

                               

             

                                



ff

3

p

p

                

mf

mf



ff

    

 

  

     3

      

mf

                               

ff

3

ff

        

3      

6



         

27

Kbd.

Synth. 1





mf

sfz mf





 

   

             

sfz

   

sfz

  



ff



sffz mf





sfz

    

 



mf

      

                 

                                 mf ff mf                                     

 

mf

sfz mf

      

     

sfz

 

 

     

 

 

   

                             

 

                              

 

f





                                                                  

Synth. 2

                                                                         mf

ff

mf

 

f







7

     

Kbd.

  



sffz mf sfz

  

mf

            







 

mf

             

Synth. 2

sffz

   

             

Synth. 1

     

   

  

32

          

 

   

sffz

     

  

  

             



sffz mf

mf

           

mf

           

mf

               

   

    

 

 





  

sfz

mf

  

     

     

 



ff

      

                 

       

    

           

       

    

          

    

       

   

        

         

ff

ff



8



C    

36

Kbd.



 



     

   mf

 

mf

        

 sfz

mf

        

Synth. 2



          

 

Synth. 1



   

   mf

sfz

   

mf sfz mf

    

          

      







     

             

            

 f

     

          

mf

   sfz

sfz mf





f

mf

                            f

      mf

                  

mf

      



                 

     





           



        

          





sfz

     

  

         



    

    

    

   



9

   

40

 

Kbd.

f

        



3

ff

      

f

             3   

 





   



3

ff

mf

              

3

f

ff

mf

                             3

 ff

sfz mf

                             

Synth. 2



  

              

3                 



 sfz mf

mf

                

Synth. 1





 



mf

        









sffz mf

ff



    3

3              

                        

     

                       

     

ff

mf

3 ff 3

                                   3 ff

mf

ff

                                  3

10



D  45    

Kbd.

    mf

      



     

Synth. 1

     



     



  mf  



ff

D§

    

 

   mf

 

        

f

   

 

   

  

    

 

  



 



      



    

 

ff

mf



     

  



    

  

mf

mf



 



 



 



  



     

 



 

 



 

 



 







 



 



  

       3

ff

   



 

3

    3 ff 3

 

     3

ff

 



   

D§

mf

    

Synth. 2



sfz

 

      



 

ff

     3



  

48



Kbd.



 

     

Synth. 1

      



5

mf

  

mf

      

Synth. 2

 



                                          

 

3

f

mf

  



  







 

f

     

     

mf

   

  

   

3

   

  

  

   









mf

3

              3

f





               3 3   

ff

   

ff

    3



3

mf

                   f

mf

    



ff

3

11



mf

              3

 

    ff



     To 2. Velocity Arp         3

ff

  

          3



     To 2. Pluck In (Arp)          3

              

ff

mf

   

ff





3





12



52

  

Kbd.



Kbd.



      

      

55

5

 





58



Kbd.

  mf











     f

  

     



 5



    





    







       

5

mf

ff

 

 

 

fp



f

p

mf

                     3       3

2+2+3

    

p

mf

5

 

p

  

mf                      3                                             3 3

 

fp

 

3

       

  

 

 

 







mf

ff

    



    

  

f

                 

mf

 

         

     3





  





 Sounding:  

Synth. 1

Synth. 2

sfz





        



Sounding:



  



 



 



 



p



zop

ich



mf sfz

  



  



  

  p

 

   



   

  



  







   

f

sfz

Shis

     



   

      

 

   p

    

mf



f



  

ja,

   

  



   

                 

mf



13

       

  

         



 

mf

          

            



2. Pluck In (Arp) = UP e

     

fiq

 



 2. Velocity Arp = UP x     

dem

ff





-



Kbd.

tu - fik



T. Solo

   



                     mf



E        Ciq E             f f  mf                 

61

BIRDCATCHER



  







cheerful f

p





 











  

Synth. 1

 



 

rrrr

 

mf



mf

 

 

  



Synth. 2



ky - shof

sfz

mfp

  

hei

 

2+3



mf sfz

        





fmf



      

-



  

 



  



  



   

     

 

    

    

-

     f

   









sa.

 

Ogg

 



  

 

 

  

  

      





    

f



-

   





tu fik

mf sfz

                               

 



mf



  

sa

 



   

           

  

hop

      

 

    

sa



  

 

f

 

 

 

 

 

            

 



  

p







   

p

 

  

mf







 

 



       



 





Kbd.

 

2+3 mf                    mf



T. Solo

f



65



14

 





















 

Synth. 1

p



mf sfz

        

     

 



















Synth. 2

-





  

   























 

f

 



 

          







     





    











 

p

 



 

 

 













     p      

f





 

 





 



        









 





 

 







   



    

    



 

   

 



 

eks



mf

 

 

15

Ich

      mf   

mf







   



F  



 

 

p













zop

 

F  





dem - fiq

  

       zi - jems,



Kbd.



  

mf



T. Solo

     



70

"pop" f







 

 

 

  

 



  



   

   

Kbd.

 

mf

sfz

xim



    

  

          

  

  



sfz

   

   mf





 

 

  





 



 

   f



   











kems!



                      

   

Synth. 2

 



    

Synth. 1

-

 





 



  

          p

     



 

 











       



        







  

  









    f



 

  

  

      







 

   

   





  

  



  mf

 

 



     



 

 

f

 

  



 



    

  



   

 

 





  



 

f

   

 





 

  

  



T. Solo

f

mf



                 ym hymf be - kannt fem

74



16

 

  p

 



 

  (p)



 

los



 





  

      

           

 

         

   

             f

(f)

   

sfz

   

        



 



 



 

cil

lokk

2+2+3

 





         mf



 

  

 p

   

-









  



-

en

 

 

   

  f

      

   



           

  

f





  

        

 

  

    

mf

 

und

  

sfz  mf           

  

      

p





 



  p



f

 

   ku - jim,

  

     sfz mf           

  



 





 

 





 

  



 



   

  

 

       

  



               Vior

 

 

Synth. 2

 

 



Synth. 1





f



Kbd.





T. Solo

  



78

17

2+2+3

         f

    

 

      



p





   

  



  

 

  

Synth. 2



f



Synth. 1

f

  



 



 

 



 

 

mp

       



 

 



 



 



 







 

 





 

-

dim

xy,



 

     mf

f

 



 

   



 

 

   

 

p

 





   

 

   f



  

ti -

 

3+2

                         

  



3+2

                  mf sfz                             mf sfz





mf



Kbd.

logg logg di - o G 2+2+3         mf f   f sfz                                  

          

ffmf



 



   

  

  



 

       

p

 





  p



 

      mf

       

 

 

 



  

 

 



 



 

       



          Ym                      



T. Solo

G 2+2+3 mf        

ff

82



18

  

f



 

    

     

 

    

    

Synth. 2

  



Synth. 1

qrrr

-



  

     





  



   

 





  p



 

  

 



  



   

mf

   



 

 

    

ff

  

  

  

  

  

 

  

 



ff

 





   

f

mf

                     

pp







mf

    

mf

   

 p

  

 





19

 



sim.

    

f

      

-

       ff



   

    

  

ff

  

 

 



     







(ff)



   



 





   

 





 



p

  







   

   









-

 

    

 

Kbd.

  





f



T. Solo

  

ffmf



87



   



 



   

  

mf





      

     

   







  









 







    



   

ich

(mf) sfz

 





Synth. 2





    

kann

2+2+3

5

mf



Synth. 1

  

       

   

Drum



froh



und

    



 

  

  p



logg

      mf

sfz

 



   

 

    mf

  

  f

          

  



 



  

   

  

mf

    

mf

   

 



 

     p





   

    f

    

 

shof

 

  

       

(mf)

   

-

        

      

       

f

   



ff

ky



                             

  



 

 f



 



 

 

   



      

 



    f









Kbd.

 



                mf



T. Solo

2+2+3



91



20









mf



 

     

   



 

Kbd.

Synth. 1





 



  

 

  



  

      

Synth. 2

 



 

     p

    

  

   

mf

  



   



       (mf)

     

 



       



    

      f



    

 

     







 

















 



   

        

p

  

 

        

p



21



  

    

 

 



  



T. Solo



95

mf

  

 

f

  



        

   

  

3

  

 

 







 



 



 

f

     





 

 





 

 





 

T. Solo

Kbd.



2+2+3



2+2+3





ekk - i



tu - fiq







 





 

  



   

 



   

 

  

p

  

 

    mf

  

    

f

    

 



  



Synth. 2

ry - om ry - om

         sfz sfz mf mf                      

   

Synth. 1

f  fmf                  

mf fmf mf

  



 

  

 

mf

  

 

 

f

   

   sfz     

  

 

  

 

   



     

 

3+2

  



 mf

 







 

 

    mf

f

rom - c 3+2



 

  

    

     

 

   

he

ly

  

 

ffmf

mf

-



        

om.

           



                 

             f            

 



H    H  

98

 

    



22

        





  

  

   



  

      

f

 









 

   

23



 





   

Synth. 2



   

           



      





     mf

      







Synth. 1

  

 

 



mf

 





mf

 

 

ff

 





          





ff      

 

   mf

  



      



  

(ff)

  

      



 

       



   

  

    

       

     



  



   

 







  

 



 









   

 

     



 

 



ff

(ff)

 





 

  







 





Kbd.

  



T. Solo



102

  

  

 

 





     



  

 

  



p

 





 

 









    

    

    

  

 



f

  



mf









mf

 



  

 

  

      

    

f

 

 



 

   

-

-



f

 

   f

   (f)

  

          

   

qim

     

mf

   





ve





bim

 



   



    

 





  

mf

 

 

      

f





mf

  







   

f



 

      

lec

   



 



Synth. 2

       

mf

(f)

   

le

  



  





  

mf



-





 

  

    

al

    

f



                     mf f ff                      

Synth. 1

Wenn



    









Kbd.

     

 

T. Solo

mf



    

105



24

f

  





 

   

fmf



     



 



        

  

 

mf







 



 

p





 

 

 

 

 

   

f







p













 

 

 



f

(p)

 





 

 

 

f

mf

 

 

3+2

 

 

       



-

-

 



g Bb

3

3

 

-

25



     

  



   

mf





   



        



    p

  



 

f

 

   

   



  





ogg

 

   





 

f

  

 



  

 

 

 



 

 

 

 



re





mf



-

 

   

  

sey



  

sffz

3+2





  





ru,



ff

      

om



 



  

 

    

-

 



ly

 

   



3





 

   

Synth. 2



       

Synth. 1



f





 

fmf



Kbd.

  



T. Solo

mf



108

  



 

  







       

  



    



      

f

 

  

 

 

f

 



  



 

  

  

 









-

    

jig

     

 

  

  

   



Synth. 2



-

   

     

  

xy

ff

 

Synth. 1

  

t





 

-





Kbd.

ze

  

  

 

(p)

ffp











   

        p



     I     f

  



 

 

  



  

   

mf







    

  

mf

   

   



   

 

y - om.

mf

p

  



 

  

f





  

f

mf

 

Ym

-

   

 

     











  

ff

I   

ffmf



T. Solo

  



111



26

  





5

mf

  

 





 





 





 



 



 



 



 

 



 

  





p



   

 







 



 

  

 

         

 

  

f

 

 

 

  



p

   

     



  f

 

  

   

   

 





 



 







 

 



   

 

ff

 







 

  

    



 



 



 

ff

    

 



 





 

 





  

ff

   

 

  

 



 

 





 



27

        

    

 



 

mf

  

cem?









(f)        f

skog





 



p

xeq



 

    

mf

 





p

      



 

    





  

    





  

  

 

mf





  

  

 

 



logg

 

   

        



roi

ff



   

 

          

-

2+2+3

  

Synth. 2

rrr

       si

           mf sffz       

Synth. 1

 

mf

f





-

 



Kbd.

    jy

sffz



T. Solo

fmf



114

2+2+3

(falsetto) f

28

  

   







 

      

  

 



 

 





  



 



 

  

p   



 p



mf

 

  

    



 

   

f

  







 



     

f

 

        

(p)

 



 







   

 

 

mf







  







  

       f

    



    

f

mf



    



       



     

 



  



   



lem?

     

 

       

   

   

   oq

2+3







        

 

 





     

ff

  

ogg





f





Synth. 2



      

ym

 



 

p

vi - oz



 

(f)



2+3



Synth. 1

  



     

     f



   

2+2+3

mf



 

 

Roi

 

    ly - om        

f



Kbd.



mf





 



ffmf



  

f



T. Solo

2+2+3 mf



118



f

ff

 

 

   











  

 

Kbd.



   

Synth. 1



  



 



  





 



    

ff

 





 





 

 



 

 

2+2+3

  

mf

mf

  

 



 



 





an

me

 

  

f

       

   

 



schlief

 



       ff

     



J         





    

mf

    

Sie

  



      



Synth. 2

ff

       





 



 

 

    ff

      

 

mf

  





 



 

 

 





 



 mf

   





  

mf



 



- ner

 

 f



29



 





mf



T. Solo

J  

f



122

2+2+3

   

 





 



 



 



 

   



  

   

f

  

    

   

        

f





 

 

     



mf







  

 

ff

   

   

mf



 





   



    



f

  

mf

       

ich



ff

      

 



 





 

 

 

  



 





mf





-

te

   

  

2+2+3







 

wie

 

     ff

ffmf

    



(ff)

  

wieg

 

   

 

       

 

      

 

             mf

 

 

 







mf

   

 

ff





  



 

   





  





Synth. 2

 

  

       



   

            

ein,





ff







Synth. 1

f

 

    

 

te





    

  

-





f

         





 

-

 

mf





 

  

2+2+3 ff





 

 

Kbd.

  

sei



T. Solo

mf





    

125



30

 

f

    

   



 



 

 



 

  

mf

 



 



 



       

mf







     



 

         

 



 

  









     

     

 

f

 

 

 



 



 



  

f

     f       





5

mf



 

  

  

   

        

 





   



 



   

f





mf

  





Synth. 2

    

   

 

 



      

mf







2+3

ein!





      

   

          

 

B§

 





sie







kind

B§

f



 

 



  



 

ein



2+3





mf

       

Synth. 1

 

 



Kbd.







 

  ff



T. Solo

mf



   

129

31

 



mf







  

    

 



 

 



 



 

  

 

        









         

  

  

 

  

 ff

f

To 3. Sawtooth

 













     

   









  

p

  

   

 

   



3+2









        

   



 

 

   

f





   









 





f

      

Synth. 2



 ff                            

Synth. 1

K  



Kbd.

            





         





132



32

 

 















 

 



 



 

3+2





                   

 

p





 

 

  

 

  

    

 

  



       f

  



     



     p



  



3+2+2 

 

     

 

 





 

 





 



    

         

   

3+2

f

p

       

L 3+2                            

   

 

  



  

 

         



      

   



f



  

 

 









   



   



    





  

 



p



 





 



  

f

  

  











       





149

   

 





 

Synth. 1

 



 



 



 

   3+2+2        3+2       







 

144

 



Synth. 1







 

   



    p



Synth. 1

     



 

  



138





 

33

      

 



f

        

   

  



  

 

   

  

 

(ff)

    

 



    



    

 





 



  

     

 



Synth. 1

ff

ff

  



   

Synth. 2

  

   

  

   

 

  

  





   



   

3. Sawtooth

ff

    

 

   

   







  

  

       

      

      

  

  

   



  

          

   

                 rall.

 

             

 

 

  



 



 

     

 

   



     

 

         



  

 

             

  





 



     



 



 







Kbd.

    

3+2





154



34

To 3. Velo Filter Lead

 

35

Kbd.



        

       

    



 

Synth. 1



Synth. 2

To Piano

             

159



 

M FAIRYQUEEN Driving q = 96 Piano

      f

   









           

       

          

      

 



 

  

3                         

3. Velo Filter Lead

     mf

3



   







   



3

   

mf

f







    3 mf

   3



5

3

3

   

                        



f



3



f



  

mf 5

     

36



163

 

Kbd.

   

 

  



  

Synth. 1

mf



    

           

3

 



f







     





   

3







 

f



      



  



mf

     3

 





3 f

                

      

3

mf

             

 

 

mf

 

3

f









5

5

   3 3               

 

 

   

 

Synth. 2

    

f

 

 

  















     

   

166

Kbd.

 

Synth. 1





ff

mf











mf

        

  



 

ff

     





 



  



 3



 

  

3

    3

      3

          p





3



 mf

3

        3



      

 

p

p



3

 

 

 

3            

  

Synth. 2

 





37

  





3



  



mf

  

   3 mf









       3

3





 

           3

 

3

  



169



Kbd.















  

  

 

pp (R.H. if nec.)

     3

   3







      



mf

pp

5

    





 



 



5 3

      

    5

5

      3

 

 

 

 

 

5

      





     

    5



     5

5

 



5 mf

5

5

    

        



  

 

pp



5

 

 

Synth. 2





 



 

pp



mf

5

 

Synth. 1

 

pp

 





38

5

  

pp

   3



 5                   5

5

Kbd.

 











f



  







Synth. 2

  

5



5

   f

    



      

5

 

      5

   

5

  





 

      

5

5



5

              f





 

F#

       

Synth. 1

 ff



  

 





172

39

ff



 

  



p

  

 

 5



3

 

 3

    



     



 

 



     



 



 

    



 

 



 

    



 

 p

3

        

 

 

   

  

ff

3

p

  3

3

40

T. Solo

Kbd.

  







    







   

     



5











 

light and frothy p

       Come all,

 

              f



   

3

p

      3



   





 

3





pp

     

mf

come ek,

3 3            

ek ek - k - k - k - k - k,

 

B§

mf

   

 

 

 

5

5

mf

  

 



p

f

 

Synth. 2

N

   

 

Synth. 1

N



175





  





 





 

 





 





 

 









 



41

180 T. Solo

   



 

Kbd.

 



 

Synth. 1

 



 

Synth. 2

 

       

    



     

-

umf

-

-





f

bu - li ek



ai

rrr

 





        pp

  

     











-

si









 

p

      

  p



   mf



  



  

 

mf

  

-











   

 -



5



-

 f



 -

-

5



















5



 f

     



-



mf

 

  

-





  

ff

            5

5

 f

      

mf

     5

42 183

T. Solo

Kbd.



   - qer  











-



-



-





5

p

 

5

-





5





3



 -







3

-





 

rrr.

3

 













p

    

mf

5

f

   5

     





6

p

5                    







3



 

p

   

     



5



       5

   

3



p





  

  

 



6

 

 

 







 

 



3











     

 







mf





   

     

 

 



mf

5

 

Synth. 2



  

fmf

mf

 

Synth. 1



 -

3

3



 

43

        ve - ji and err -in - ce



      

Synth. 1



 



 

Synth. 2

 

ni,



        



ve - ji and err - in - ce - ni,

ve

      

mf

      

-



Kbd.



 



  

ffmf

  p

 

  



 

ji and e

 

 



 

3





 

    pp



-

 





 



T. Solo

mf



186

 -

-

  

    3



  

        5

mf

  

   

      5

   



5

  

  p





   

 

 f

5        







     5





mf

         

p

 

 

mf

   

   

44

 

ff

190

T. Solo

  



5      

e - e - e - e - e

       

Kbd.

5

f

       



5

fmf

-

  

-

e

    3

Synth. 2

  



5

  

  

        5



3

6

f









  

e

-

e

-

e

-

e

-



3

ff



     3

  f

ff

     3

 



-

e





 





-







p

f



3

 



p

p

f

3

6



5

-

   

ff

 



ff

             3             3 3 3 3 -

3

3

 

 

    3                    

5

         

 

ff

             

Synth. 1



6

                              6 6

6

 ff

      

 

 







p

6                  6



45 194 T. Solo

 





Kbd.







Synth. 1







Synth. 2



f

 -

         rrr

-

in -



  ce

        

-

ni



 



f

mf

in

this wood!





      

mf



 

  

 

O 

 

O     





Bu - li

ek,

 

      

 p

mf



       p



mf

 



  bu - li

  

  

  

   

f 

ek,

      









p



mf

p

  



     f

  

 

 

   p

 

 

f

46 197 T. Solo

Kbd.

Synth. 1

 





bu - li ek,

3         

   









Synth. 2

    (f)

 



 

   

 

ek,

ek

-

    



f

    

-

-

-

-

-

in the back of the throat ff

 

  





  

  





 







       

p

f

   

  

mf

 

p



f







Come

all

ye



      

      mf

 

 





p



           p

mf

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

 

 



   





kh!

                                               

p

mf



 

fmf







   p

 







  

 

200 f T. Solo

    rrr





Kbd.





 

 f



 

-

   

 

 

Synth. 1



Synth. 2



f

   

-

 

  -

 

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





-

-







-

-

-





















      

   



 



f

-

 

   



mf





ff



fiq

-





 









 

mf

ff



   

ff











  5

 

5

f



5

f

5

5



   

ff

     

5

5

      

5 f





ser,

5





     





5

       



mf

rum



5

47

mf

    

  

      ff



5

48 202 ff T. Solo

   ve





Kbd.









3

- ji

  3

  

3

ff





6

   

ssem

3

ff



  

3





 ve

 

C§

    

ble,

3



6

3

-



f





   3

     

   f

a -

   

ff





   

3

 

Synth. 2



em - ec

    

Synth. 1



3

  

  6

ff

 

 -



ji

em - ec

5



    6

f

    

  

3

 

a -

seem



 



 



f

ff



ff

 

5

f

5

  5

-



ble,



f





 5

      







  

 

   ff



5

5

5



5

    







5



 

3

f 5

 











      







5



 f





    5

49

T. Solo

mf



 

Kbd.

f

 



 

 

Synth. 1

Synth. 2

ff

                    www wake

204





  

mf

  

 

 

   





 













 p



 





 p

mf



and

a - ssem - ble

    



   





ff

 

in

        





 

 

 

            



mf



 

 

 p



 



 





 





 

this wood!

p

     

      

     



mf 3



   



  

 

50

P    

207 T. Solo

Kbd.



P         



 

mf

Mu

Synth. 2

  



 



   



p





mu

mu,

p

 

  

  

p

mf

       

p

  

f





      

mf



p



 

 

 

   

     

 p

 



mu - mi,

 

          





mu



 

   

       







f

   

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

mf

  



mu - mi,

  

Synth. 1





   

f



 

  mu



mu -

 



mi,

 

mu

                    

 

f

 



 

 (mf)

mf

         

    

       p



f



mf

 

   

 p



 



  p

    

51 210 T. Solo

  





Synth. 1

 



 





 



 

-

mi

     





 

 

zis

go

 

                 ge

-

-

-

ke

-

  































f

  

  



    

 





 



mf

f

           

 

Synth. 2

 



mu

     

Kbd.

 

f



f



  



      

    

 



       

  

-

mf

   

     

mf

   







 

-

f



52 212 T. Solo

   - ce





Kbd.



5





 -



-











5 mf

   









5





  

    5

    



f



5





f





5







5

5









f

    





ff

5

  

5

6

 

 

3



3

   3 ff



3

 

 

C§

6

 



        







  

f



 fub,

     

     

mf





 

sgo

3

    



 



3



    



 3

Em - ec

5

f

mf





ff 5



Synth. 2



5

 

ff

kir.





 

Synth. 1





-



mf

 



 6

ff

  

 

  

  6

  

   3



53

214 T. Solo

 





Kbd.



 





 

3

em - ec



sgo

fub,

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

f

ff

5

     

5







5

 



 

    

  

     

f

      





  

p











  

5

 



   







 

f



  f

 



f



p

  







mf

    

mf 5



    

 

5

5



5 5





   No

p

f

5

ff

 



f

     

Synth. 2

none.

5



f

     



5

 

Synth. 1





ff

             

mf

    

   

 

  f





        



54

217 T. Solo

Kbd.

Grandiose q = 69

   none



but

Grandiose q = 69

  

mf



     



  

Synth. 2

 



  

Synth. 1

  

   

   



     

the



Free







ge - qe - le - kir

        

  

 

  



 

em - ec

sgo

              



X X

 

impovise freely on these pitches



X X

     



    

fff

X X

X X

  

c. 7 sec. hold



fff

X X

 

c. 7 sec.

 

 

c. 7 sec.

f

 



Free

fub!

  

  

 

c. 7 sec.

hold

X X



fff

X X

 

           

55

Q Bleak q = 72

DEATHPLAYER

very emotional ppp

220 T. Solo

     Nu



-

Q Bleak q = 72   

Kbd.

Synth. 1

 



Synth. 2

-





 



To 4. Tiny Pad

 

3       3

-

-

-

u

-

 



mf







 





pp

mf





-

 

mfp

  





3

3

si



    

3

p



4. Tiny Pad

p

u - u - u - u - u - rip







mf

               3

     

              3 pp

 





To 4. Swell Pad

 

p

5









 

3



rrr - n - qo - su,

  

 

(p)

 3   

        



   

mf

3

mf

   3 

pp

    

4. Swell Pad

mf

  3



  3







 



     



  

    



p



56 225

T. Solo





 



          

Kbd.





   

Synth. 2

mf

5

p

 





  



 



5



Synth. 1



 









3

3

3

3

 

3

3

3

3

    



 





          3

3

f



mf



     mf

f

3

   

3

    

      5





3

3







 



 

mf

    





 

3

5 mf



5







         3

3

5 f

  







mf

f





mf





 

    



3

p

 

3

3

3



3

mf



          

p

          3



 

    3

3

mf







 3        

57

(inh.)

T. Solo



p

   

Kbd.

 

Synth. 1



     



 

Synth. 2





    





-

-

5

    

   c

mf

  -

e

-

zo

              fp









          A duq no

229

mfp



 

  

 



 



 

 



pp

-



o

-



ok



       3





 

5

3

-

li,



    



  mf





 

(p)

3

fp

     

fp

 



        

fp

 

 

my

mf

 



mf

p



58 232 T. Solo

Kbd.



li

  







p







Synth. 2

 

pp



li

mf



5



 -

li

-

      

li

 

5

    

-





 



li - li - li!

 

R  



R     

 

mf

 







 



 

 3  f 3        

-

 p        f  

Synth. 1

 

  

   



p

3

 

5









5



3

    

  

       3

mf

pp

 



 

 



   

   



3

pp





3





mf

p

   

3

mf

pp

     

3







3





        3

3



3



mf

         3





3

3

mf





59 236

  3



 



3

  

 







mf



 

3 p



3

3 p



    

Synth. 2

Rym - xe



p

       

Synth. 1





mf

byo,

                    

3

 3

 

  

mf

 





 

   



 







fp

  

 

pp

3

            

3 mf





  

p







  

mf



3





 

p

mf



Ne

 mf

 6

 

-

rrr

   



3 p

           5 3   

(mf)

 

p

 

6

  

Kbd.

 





T. Solo

 (f)

-

6

      



3



 

   







  

 

  

 

 



 

 



 

p

 





60

Kbd.

  

     rrr - e - f       

240 T. Solo



3

3

f



3



        

-

-

fou,

E

3





3       

 





  

  





 

 

 pp



 





-



ks - s

-



 

  





 

 

  

  

3

     

e

3          

mf

5

3

mf



  



-

3

                3

 



ke

  

 

Synth. 2

   

mf

p

mf

      

Synth. 1

f

f

qo

-

-

te.

3               f

  

      



     3



 mf

 



 

 mf

  



   p











 

244 T. Solo

  









mf

Synth. 1

   



 

Synth. 2







 

S    



E

 

Kbd.



61



  



 

          p

   





mf

p







mf

  

mf



    

 

  

   p





        

        5 f



     

 



 

5



f











               

mf



 



3

-

S   

mf



p



   

 



 

    

      

(p)



 

 

 







 

 



 

 

     

62



 

Synth. 1

Synth. 2

-

3

 3



3

mfp







 





e

 

mf

 



ce - buq

   3

mf



 

   

-

        



pp

e

3



p

  3

 



mf





-

nu,



Rrr

 

fp









mf

fmf

        

  3                  mf

  



3

3

3

-

f



-



3

        

 

-



 



6

p







       



 



 

pp

 

-

        



   

e - e

p

 





Kbd.

p

-

  3      





  



3



T. Solo

mf

    kle

248

251 T. Solo

     bou



 

fmf

ff

-

-

E D# D

         

Kbd.

   



 

Synth. 1

f

ff

mf



ks

-



 

6

  





 3











   

mf



ff

mf



3

  



  

    

p

f



 

3





3

 





3  

 



mf

        6

  

f









   

 p

 



 

 

  

(mf)

 

 pp





        

 



63

om,



3

p



e,



 









 

Synth. 2

-

   

mf

f



   

64

   

253 T. Solo



2+3

  p



om

2+3

Synth. 2

3

3

           



  

Synth. 1

-



  

Kbd.

-

   



mf

3

-

 

 

-

3           

-

   p



  

3

3

-

-



 

  



   

 

    



 



 



 





p

 

 

mf

-

-

 mf





      



 

 

mf



(mf)



tem,

3

 N

-

          



p



   3



 

  

(mf)

 (p)



3



 mf





65

T 256 T. Solo

 



 -

 

Kbd.

 







      -

ry

fmf

3

-

      

-

 

-



T             

 



 

 



  



 



 

 



   



f

      3

p

3

   

f

p



                            3 3    

  

mf



li.

 

p



mfp

           



f

 3        

p

(mf)



Synth. 2

nai

    

Synth. 1



3









mf

(pp)

 



  

 p

mf

 



66 260

T. Solo



  

Kbd.



         f

  





Synth. 1





 

 3



(mf)





5

p



  



3

                    5

 

3

f



(p)

 





  3                                                        





Synth. 2

3

 



p









3

  

3

 

3

 



    

3 f

p

 3                            3       5



(mf)

  



5

p

 



mf

3

  (p)





 





  



 

 p

  

mf



67

T. Solo





Kbd.



Synth. 1



Synth. 2







Mu





-

-

ff



-

  



5





 

















 











(mf)

 

-





m



    mf

  

 













 

    

to - tu

 



f



 

mu

            



 



3











mf



mf

 



3 p



p





p



    



   

mfp

mf

3

f

    



p

264

mf

      

 



68

268 T. Solo

 





Kbd.







Synth. 1





  





p

B - gi - nu,

 





       

p





 





   

        

p

mf





mf

     





    

           f

 





3





 

   



3



 





 



 

  







p

 

 

mf



  

3

 

 



U

mf

  





  

   3



U

 

 



3



Synth. 2

mf

  3



   

69

T. Solo

   



 

Kbd.

   



 

Synth. 1

Synth. 2

(p)

   



Lo - e

 5

  

  p

  



 



be - qe,

 

   

rrr - nu



fmf

-

    re

 

5





  

 





 



 



 



 

 



      f     



    



 

 

 

ok,

f



     



mf

         

 



 

3





   

mf

  3



     





272



(mf)

 

  

pp

  

 





70

276 T. Solo

 



Kbd.

  





Synth. 1

  





Synth. 2



p                mf

(f)

       







3

Buq



 mf

f



mum







p

 



  





i

 











noy

3

 

 



   

 p

mf



 

li - bu,

    

3



mf

3



   

















   

p

mf

p





   



         



   

 



5 p

f



 



 





 5





 

 

 



 

 



 

 





mf

 



   

71

V

                    I rim - xe buq bu,

280 T. Solo

Kbd.



Synth. 1



f



 

 f

   





      

Synth. 2



   

   

f

 







-

iq











f

p





 



f







3

mf









mf



   

   



 

 











 



   f

    



 





 

Buq



5

3

  



mf

Bb

     

       







 

buq,

p

   



n - yu





p

     

i - rr

 mf

 



                     

f

V    

f 3

p

 

    

 

 



 



 

 



 

    f



 

 

72 f

       to

285

Kbd.

Synth. 1



-

-

              3 A§

3

               -

-

-

-

  





 

p

   





mf



 p

       

pp

p

   

  pp





 

          

            ffmf

fmf

ffmf











re.

C§

3            3    mf

 

Synth. 2



5

3



T. Solo

3

 5

 



       ffmf











ffmf







 

6

 

f





           



mf

f

mf

f

 

 

 

 

 



289

Kbd.

    





Synth. 1

 

ff

3





 

ffmf



















       

  

 

3

f

(mf)



 

mf



3



 

Synth. 2



 





              





73

3

mf

          

f





3

6

 f









mf

       

 

 

         



mf

f

mf

f

 

 

 

 

5



74



292



Kbd.

 







ffmf







  



  

Synth. 1







Synth. 2



mf

 





    

 

ffmf







5

ffmf





C#

