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Hèctor Parra - Cell 2

Page 1

Hèctor Parra

rié op

Pr

CELL 2

té

b

s

de

pour flûte, clarinette en si , percussions & piano

s

on

iti Ed d

an

ur

D oc

ot Ph

--ie op ite

rd te

in e

êm

m le

el rti

pa

commande de l’Auditorium of Barcelona – Sampler Series 2016/2017


té

rié op

Pr s

de s

on

iti Ed d

an

ur

D oc

ot Ph

--ie op ite

rd te

in e

êm

m le

el rti

pa

durée : 14 minutes

© 2017 Éditions DURAND Tous droits réservés pour tous pays All rights reserved édition du 27 avril 2017 DF 16387


to the ensemble CrossingLines

CELL 2 U ∑

&

Flûte

U ∑

&

Clarinette en si b

. ∏

U ∑

3 4

s

de Ed

 34       f p

&

43    

p ppp sempre

 i ‰   J p lv

Œ

∑

∑

Œ

Œ

Œ

∑

∑

Œ

bisb Ÿ~~~~~~~~~~~~~~~ 

ppp sempre Œ

ƒ       J ‰ Œ F j        ‰ Œ  ° ã

o oc

ot

Ph

Ped 3

ã

∑

Œ

---

°

non vib ˜

≈

Œ

Œ

d

U  

(h )

Clarinette en si b

∑

∑

an

ur D

8

trans

∑

lv     i     Ó P π °

s on

?

∑

&

8

Piano

M   . J  f

pochiss

iti

enfoncer sans sonner depress silently

U     

.

non vib

Vibraphone

té

?

Con colore q = 72

43

rié

op

Pr &

Percussions

3 4

Flûte

Hèctor Parra 2016

e

pi in

 m (  )   J 5 P

     

e êm

˜  ≈ 

˜ .

m

Fl

&

˜ .

te

di

r te

5

j  

    J 3  f P P 3 fp π F ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ . . . . . & p trans

le

el

rti

pa

Cl en si b

45 5 4

pochiss

&

.

.

.

.

Pno

& (

Ped 3

∑

∑

∑

∑

‰

p

j  °

)

© 2017 Éditions DURAND Paris, France

Ó

DF 16387

45 5 4

Tous droits réservés pour tous pays


2

5 &4

10 Fl

Cl en si b

Perc

non vibr

Œ

& 45

‰



π

vibr tenero

   J  F3 p

trans

m j      trans π 

π

m   

43 P

 

5 4

‰

  J π

43

45

rié

op

43

té

s

de s on ã

an

)

Ped 3

3 4

ur D

(

 .I

iti

5 & 4        (°)

Ed

Pno

         Œ ÎP        Œ °

i i Œ

.

legatiss

trans

    .    f P

45

∑

.

f π 5

Œ

 i  I f lv

Pr

  lv    i Œ Ó . & 45     F p (°)           .. i 5 I &4  p intimo Î sub 

 .

3 4

3

     j     f p 7

Ó

Œ

 54   i        ƒ ppp sub

   p

5 4

d

 i   Œ ã ã °

   

pochiss

  I      

    1/2

°

(

          1/2 °

Ped 3

)

43

p

    °

 ã

PÎ

 ≈      ã ° DF 16387

p  ã

45 ‰

  ∏ ff espr  lvi  Œ    ƒ

 5 ‰  ‰  ‰  ‰    4  

3

le

&

Î

    ≈   

el

P

Pno

45 Ó .

Œ

m

6

rti

3 &           4

Œ

trans

pa

(°)

P

lv  i  I  ƒ sub °      

j ≈ .

e êm

∏

trans

π ff 

m

  ( )  ( )    (( )) 43  

& Ó

45  .  ≈    ˜     f p 7

.  J ≈       

trans

te

. f p sub

j 

˜ .

di

 trans

43

r te

& 

. f p sub

in

Perc



45

trans

e

Cl en si b

& 

43

pi

Fl

trans

˜        7  p f

o oc

ot

Ph

---

13

P p

 ‰ 

1/2

‰

°

‰

Î

P

     100% °

 ã


3

16 Fl

Cl en si b

&

˜  π

rié

té

Œ Œ

s on

    

‰

   °

 100%

an

3 4

ã

sans

.

∑

°

.

∑

∑

ã

d

)

. 43

     Î P

ur D

 (1/2 °)

‰

P

iti

& ‰

^

‰

˜ .

(h .)

bisb bisb sempre bisb Ÿ Ÿ Ÿ Ÿ Ÿ~~~~~~~~~~~~~~~~~~~~~ Ÿ Ÿ~~~~~~~~~~~~~~~~~~~~~ Ÿ     .    34     pp tenerissimo 5 p π lv i  ∑ ∑ ∑ 43   ƒ sfffz

Ed

Î

Pno

s

de

‰

˜ .

(h .)

bisb

op

& ‰

    

3 4

p teso

Pr

(°)

Ped 3

p

 f espr

& Ó.

(

j 

3

˜ .

(h .)

j 

 trans p f

m j    (  )

π

Perc

  

f

& .

 ˜

quasi sifflant non vib

legatiss  .  

p

                   

π

  

     (  )

     ( )

      ( )

le

       (  )    ( )

el

rti

ã

pa

∑

e êm

Ped 3

   

m

(

pp ) °

 

.

 .

(

te

&

       (  )    ( ) Ø

di

Pno

legatiss flottant

pochiss

j   &  J ‰ π (°) &

r te

∏

in

F π teso bisb Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ .  

̃ .

e

Perc

&

̃ .

̃ ̃

pi

Cl en si b

&

≈

j 

o oc

20 Fl

ot

Ph

---

˜

. ∑

) DF 16387

∑

        


4

&



f



Perc

&

f

Ÿ~~~~~~~~~~~~~~~~~ 3

  .    f

     



 

p



  f

Œ Œ

lv

ã

28

π      



P

s Ed

 

s on

iti

lvi J

43

‰

f poss

 28         3 fff sub (  2   8 H    ß 

 p

3

   .

 J

? )

43 3 4

an

ur D

°

)

Ped 3

6 2 43    8         ƒ F

Petit Tam-tam arco

 

de

(

j 

ã

té

rié

& Œ

Œ

m3

‰

 p

p

op

f     ?   

Pno

À

m

trans

j 

Pr

p   &   (  )    ((  ))        3  p F (°) ã °        & 

flz

f

bisb

Cl en si b

˜ ˜ ˜sec)  ( 7 5       sec 2 3 . ‰ 8 4       ÿ ÿ ÿ ÿ ÿ ÿ   ÿ     ÿ ÿ ÿ ÿ ÿ ÿ ÿ ƒ poss f Pf P

Fl

 

̃ 23

d in 

Î

f

I

   sfffz

DF 16387

 ff

        



Î 

I

  

   ç

&

&

ms / LH

5 4

le



  

 æ p

el

 I ƒ

ƒ

   

Œ

lv

rti

Ped 3

   sfffz ) (°)



pa

Œ

Petit Tam-tam battu

Ó.

jŒ Œ   Ï 3

e êm

(

I

6:4

m

?3 4

Î F

7

  

ppp teso

te

Œ

 I f

˜ .

di

3 ã 4

˜

r te

Grand Tam-tam battu lv

     ? 43          Pno

À x 3:2 45 ! ! ! ! ! ! j. ≈ æ æ æ æ      fff  P flz

æ æ ≈ æ æ æ æ              fƒ sub F f 3:2

(h .)

43

strid

poco isterico trans

flz

(h )

non vib

45

∑

e

Perc

∑

pi

Cl en si b

& 43

o oc

& 43

26 Fl

ot

Ph

---

Pesante

   54      

43

∑

3 4

 .  ‰ Ó. J

43

ÎF p ¯  5  .  j ‰ Ó . 4     ..   . ã

3 4


5 (h .)

˜.  3 &4

29 Fl

non vib

Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~ Ÿ~~~~~~~ ˜          (  )         . (  ) 5 3  5 4 4 4 p Ø 3 π ∏ 5 p∏

˜

legatiss

& 43 ∑

Œ

(h .)

i

Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~  . (  )    i  . (  ) 43    I Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~ π Ø

Vibraphone lv

Perc

 Œ  

ã 43 ∑

45 Ó

Œ

P ° f  3 ∑ Œ     &4 J ‰ Œ ƒ 34 ∑ Œ   j ‰ Œ &     F ° ã ( Ped 3 )

té

rié

op

Pr

.. .

 5 4 Ó

s

de

iti

Ed

Pno

Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ 3  . 4  π bisb

Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ legatiss segreto  (  )             54  45 43 p ∏ Ø 5 π ∏ 7:6 quasi bisb

Cl en si b

quasi bisb

legatiss segreto

∑

s on

p

ur D

45

3 4

1/2

i.. .

45

an

i I

 π 

45

5 4

P

43 Œ

°

&

m 3         4  lv     Œ

f

Ó.

π

6

pj         Ó .. i . . Î F π . .            Ó . ( )

ã

43

3 4 43

d 

∑

Ó 5 4 

. .

45

.

  .. .

.

43

3 4

p

1/2

DF 16387

le

ã

45

el



rti

 & 43          ° ( Ped 3 )

p intenso

∑

Œ

(h .)

tenerissimo

pa

P

 

π

∏

e êm

43

‰ Ó.

3 legatiss 3 7:6 5 Œ43. 4  ≈            p π ∏ P

m

Î

Œ

te

p

   3       &4 Pno

lv

  

p

11:6

di

trans

i

∏

r te

 3 & 4     (°) f

(h )

in

Perc

 . P

p

f

e

Cl en si b

3 &4

F

6

legatiss segreto

7:4             45        Œ

pi

Fl

    10:8            espr

o oc

ot

Ph

---

& 43

34

°

43


6

 ˜ .

Fl

Cl en si b

Perc

∑ (h .)

& 43 ‰ & 43

op

Pr s

de Ed

               π p π F

F

ur D

ã

d

°

an

ã

)

         ∏

 .. 

 

.   .



P

con colore

s on



11:6

 .  (  )   (  )   (  )   (  )   (  )   (  )    (  )    ∏ p sub 3 π ∏

    ...

iti

3 Œ &4  . Ped 3

té

P

Œ

   ..  .

rié 

(h .)

17:12

 .      (  ) ∏ pochiss

∑

  .. 3 & 4  . Œ

(

≈

                 ∏ P

(°)

Pno

(h . )

poco rubato

11:6

 . R ® ) π teso

ppp instabile (

∏

presque flottant

̃ .

X

3 &4

37

˜

quasi sifflant

sifflant instabile

°

e êm

m

&     (°)

(

Ped 3

)

°

j 

ƒ p

le

f     .

el

rti

pa

  5     &    (   )    ( )   ( ) (  ) 4  p pochiss (°) ã j    j  .        .           5          &  4

Pno

quasi bisb Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~  (   )   . (  )  3 . 5 4 4 F p π lv lv  i   ..   i.. 3 5  . Ó 4    ..I 4   I.  f ƒ °

te

Perc

7

di

Cl en si b

π

‰        43    . ≈ Œ         45 P π F p 7:4

   

r te

bisb Ÿ~~ Ÿ~~ 10:8   5 &        (  )       4  f P f espr  3

‰ 

À

10:6

in

45

Àx

e

&

̃ .

pi

Fl

o oc

ot

Ph

---

40

     

Ï p

Ï p

45                            ã ã ° ã ° ° ã DF 16387

  3          4 43

Î p

5 4

45                poco a poco °


7

Ó

Perc

3 4

π teso

~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~  . (  )   Ó. & 45 ∏ lv  Grande Cymbale arco   ..i Œ  Ó ã Ó & 45    ..I π  f (°) À

trans

Cl en si b

op

té

rié

 .   5 & 4            < ( p) 5 & 4            < 1/2

s

de

)

π 

i

43

f

ã

.  .  3          4    < < < . . . . . . ∏ marc F 3 4 < < < . . . . . .     .  ã sans °

 . p .

°

Œ

À (h . ) 

    

Œ

f

 

bisb Ÿ~~~ 

  5

poco

Œ

lv

an

Ped 3

     

À

F ∏

ur D

(

 

 ≈  J .

s on

iti

Ed

3/4

F

43

Pr

Pno

̃  . 

     Ó f

Fl

7:6

̃ . y

5 &4

43

quasi sifflant

À

Petite Cymbale arco lv

 i.

Œ

 .

   . . .

.

. . .

π

ƒ poss

.      ÿ ÿ ÿ ÿ ÿ

 ÿ

ÿ ÿ ÿ ÿ ÿ (1/2 °)

ÿ ã

d À        m      X

e

Ped 3

)

   

j  H   

DF 16387

le

(

F ß)           ?         Î sempre  ^   ?   J      H H      sfffz  °

F

(grand) lv

 I ƒ

 ! ! ! ! ! ! ! !

1 4

Ó         



 3

! 5 1 4  ! !  ! !  !  4   Ï

el

°

ÿ ÿ

 i 

Ï

rti

sans

ÿ

  ÿ ÿ

Ï

Petit Tam-tam lv

(

flz

        (  )       

ƒ

ç

45

pa

&    ÿ ÿ ÿ

 ÿ

6

e êm

 . &    ÿ ÿ ÿ ppp marc

 I f

Œ

Ÿ~~~~

strid

æ 

41

strid

m

Pno

ã

lv

Ï

  ́ ́  ´  ´ ́ ´ ́

te

Perc

∑

Grand Tam-tam

5

di

Cl en si b

   @ @ ß

r te

À Ÿ~~~ Ÿ~~~ Ÿ~~~~ Ÿ~~~~ Ÿ~~~~~~ flz 3 5 &      æ æ æ æ æ æ æ P     fƒ sub P bisb sempre

P ƒ

6

in

Ï

bisb Ÿ~~~~~~~~~~~~ 

flz

pi

sec

lirico espr

o oc

À

Fl

ot

Ph

--^˜ À 47   3 ‰. Œ &          ≈   ÿ ÿ    ÿ ÿ  ÿ   p fÿ ÿ ÿ ÿ ÿ Pÿ ƒÿ poss R ç

Pesante sub

 

    H   

  ^   J

(grand) sur le bord

æ p

 14   1 4

j  H   

    ^    J

ƒ

5 4

&

45

&

5 4


8

^ R ≈‰ Œ ç

Perc

^strid .

& 45

 ‰ Œ R ç

43

Ó.

 . . .                    ....       Î Fπ ÎF π  . . .  . .              ...      .   1/3 ã °

rié

op

té

s

de

Ed

Pno

.

.  43   . . .  43  . .

s on

an

Ped 3

ur D

(

∑

iti

5 &4

.      . 3 . 4 9 p π

ff  π

quasi bisb

Pr

& 45

P

(h )

̃ ̃

P

)

&

 . ∏

 lvi      Œ Ó .     

45

5 4

À Ÿ~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~~ . (  )  (  ) 43  45 P

quasi bisb

lv i      5        4  f p π

Vibraphone

r! ‰. Œ  ç

ã 45

5 4

À Ÿ~~~~~~~~~~~~~~~~ Ÿ~~~~ Œ   (  ) 43  . (  ) 45 ∏ P 

Cl en si b

m 

À

. 3 ̃ 4

∏

Fl

̃ . X

5 &4

51

trans

43 Œ

¯           

45

Î Pp

     i 45     <   ã °

d

f p °  .       3     45           4  J ‰ ‰ J .  . . ÎP p π p P π . .    .  . 5 3 4          4   ‰ ‰ J 1/3  ã  J ã ° ° ã °ã 100% °

)

43

nebuloso

  (  )  ( )

π

P j

 

p fff sub ° ã 

 

 

p sonoro 

p

p sonoro

DF 16387

. . .

le

Ped 3

3 4

 

π

6

el

(

°

.  ()  . 

F

             

rti

sans

3 4

9:8

quasi volando

pa

Pno

   . . π . .?  

π

e êm

Perc

.  5  (   ) (  ) &4  .   Ø (°)       .    5     .    & 4 ‰ . . . . . . . Ø pochiss . . . . . . . 5 ‰ &4       .    

‰

rubato leggerissimo

Ÿ~~  (  )          ≈          (h )

m

nebuloso

 J

π

te

Cl en si b

π

6

.

di

Ÿ~~~~~~~~~~~~~~~~~~~~~~~ 5  . (  )       3 &4 4 7:4 ∏ P (h )

r te

f sub 

m  

in

π teso

43

 

e

& 45 Œ



pi

Fl

̃ .

o oc

ot

Ph

---

̃

55

 

À

 (   )  




9

˜ 

58 Fl

&

π

P ,

Cl en si b

Perc

&  

              

rié té

. & .

 5 .      4  π sempre F  3 lv 5       Œ Ó . (  ) (  ) 4       p P f ã °  .      Ó 5   .   4  Î P . . . . . 5  .        & 4      ... π  Î 1/3 ° 6

s on

an

ur D

)

Ped 3

  .  (  )  .  ( )

fj      3 J 4 . F

d

  .         .        45 . . . . . . fff sub P π j

Î sub

°

v



5  . . . . . 4 F π

& 

ã

ot

Ph

---

ã sans °

45

∏

. . . .       ? 43 P

iti

(

45

.

43

Œ.

5 4

∑

43

Ed

.

?

3 4

∑

s

de

Pno

      ( )

op

(°)

Pr

&   ((  ))

5 4

̃ .

f espr

3

. . . 3        4     1/2

DF 16387

   ( )    ( )

  

 

  

F

^

^

 

 

ƒ

(legatiss segreto)

          1/3

4 4

le

     . . 43

   ( )  

el

. . .    

   ( )    ( )

rti

X

 f ppp sub ° . . . .  .     .      Î π . . . .            ‰ Ó J  °

3 4

Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~~ 4  (  )  (  ) 4 f

quasi bisb

pa

)

       ((  )) (  )     

44

e êm

Ped 3

.  Œ



m

(

nebuloso

   ( )    ( )

. 

3

 J

te

5 &4

. .            Î p .      ° ã

m̃  J

di

Pno

∏

   (  )    ( ) °

3 4

.

Ó

5 &4

& 45

∏

r te

Perc

5 &4

43

in

Cl en si b

Ó

̃

e

Fl

̃

pi

& 45

61

À

o oc

non vib

        v 

   ã

v

ã

44 4 4


4 &4

@

flz

63

Cl en si b

Perc

ƒ

@

j 



ƒ

(h )

 .

flz

ƒ

j 



ƒ

7

.

ƒ

Ÿ~~~~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~~        (  )        (  ) J

& 44

ƒ P ƒ lv                                      & 44     F F < Ï < ƒ Ï F<ƒ scintillante, tenero °  .   .   .   .                     4 &4     F Î F ÎF Î F Î

m 

Ï

<



F

Fl

bisb Ÿ~~~~~~~ 

 1 ! ! ! ! ! 4         .   Ï Ï f ƒ sec

Àx

7

À

m5 

41

3 4

∑

  fƒ espr ã

43 43

té

rié

op

Pr

Ó

flz

    41 ! @ @ @    Ï Ï flz

F

^ ^˜ ^˜ À  ̃  

bisb Ÿ~~~~~~  

10

s

de

 .   

    Î

     .      .       . 

  . 

?



ã

°

&

v

 .

ƒ F<Î

p .

^? 3 4

F

10:8

?

   

Ï

3 4

d

)

1 4

 &                F . .

sffz

                41   Î Î

 .    

    Î

an

Ped 3

  . 

ur D

(

°

       .      .      . 

s on

4 &4

iti

Ed

Pno

 . 

 

 I   Ped 3

)

     I  

  

      @j P 6

@ @   @J

Grand Tam-tam

  .I Ï    

    sfffz ^       J

(

ã DF 16387

strid

le

Î sempre

Œ

flz

el

(

sfffz

@        F ƒ

 i

        

 ÿ  ÿ  ÿ

rti

? 43



5

Petit Tam-tam battu lv

f    

  ÿ  ÿ v fƒ sec



pa

 I ƒ    ? 43  

@          ƒ p f

7

e êm

@    ƒ p

Grand Tam-tam battu lv

m  ! ! !  Ï flz 

5

m

flz

te

Pno

3 ã 4

‰

Œ

di

Perc

3 &4

 ÿ ÿ ÿ  ÿ   ÿ  ÿ v fƒ poss f

®‰

r te

Cl en si b

  ÿ  ÿ  ÿ v fƒ possibile

≈ ‰

(  )

in

Fl

3

sec

e

& 43

( ˜ )

pi

( ˜ ) 

65

o oc

ot

Ph

---

Con ira Pesante

ffff )

I (

  °

Ped 3

.  



   )

  .

   

  .

  

 I  

      

        


11

( ˜ )

À

strid

X

67

∑

&

Fl

flz

æ

 π

Ï

2 4

strid

&

@  fff 

 .  .

 F

battu sur le bord

(e )

  ‰        . ®  . ® @j ‰ ! ÿ ÿ ÿ ÿ ÿ ÿ !   fff Ï Ï F 6

. .         

p

ã





      



 

  2 4

 

 

2 4

°

ot

Ph j  I  

j  I ç lv

Îf

&

∏

 

π

pochiss

 lvi      3 ‰ Œ Ó Œ & 4 Œ     Œ    Ï π sub ° F   .       .          3 4 Œ     une résonance p sub ∏ comme Î π like a resonance  8  j 43     J     .  

45      

DF 16387

∑

le

  .

?

     sffz

bisb Ÿ~    

el

.

  

rti

& 

pochiss

tenero, quasi opaco

Vibraphone

 5     4

strepitoso

∏

.

pa

)

Î 

&

.     

e êm

  I  (°)

  .

 

5 4

3 4 Œ

m

 . 

@  Î

j !  ! !   . ≈ Ó .  ffff  p flz

te

p

@

À

di

 I Î

‰

3

r te

@ @   F

∑

in

! !  ! ! ! ! 5     4  Ï

43 Œ

e

Œ

lv

Î F

45

pi

́

tenero, quasi opaco non vib

o oc

́

 ´

6

@ @   Ï

Ped 3

 

2  . ÿ ÿ ÿ ÿ 4 

---

 ´ ́

 flz

2 ã 4



 

.

d

 ´

fƒ sec

2 &4

(

      

sfffz

. . p

an

Î

ur D

^

& 42

? 42

.

)

Ped 3

 ? 2   4  Pno

.

s on

Perc

^j   



42

Œ

Œ

iti

  .  F  1/2

69

Cl en si b

F sub 

 

Ed

I

 

 .

.

nebuloso, duro

Fl

.  

 

s

(

.  

de

?

té

rié

op

   ?   Pno

Œ

Pr

ã

Perc

æ 

Cl en si b

À j ‰ Œ @ Ï

flz

ã

°

tendu, statique anxious, static

 .. .  . . 1/2

 


12

quasi sifflant non vib

˜ .

Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ . bisb

73 Fl

&

P π teso quasi bisb Ÿ~~~~~~~~~  (  )   

legatiss leggero e flotando

Cl en si b

Perc

legatiss leggero e un poco rubato

        

&

  

P

Ï

op té

rié

  .. &  .

s

de Ed

. .

∑ scintillante

 .    ..

 ..  .

ffƒ scintillante     ...

.  ..

s on ã

)

°

°

an

Ped 3

1/2

ur D

(

p

pochiss

iti

(8)

                              

          

 i. .    ..

Pr

(°)

&

∏



∑

&

Pno

̃ .

d ot

Ph

--

              

π

Pno

 i. . &  I.

1/2

(

le

(°) i..  I. &

ã

  ..  I..  F °           

°

Ped 3

? )

bisb Ÿ~~   J π

Œ.

el

∑

&

lv

F   ..   .. . °

DF 16387

5

p

. .  ... .

 À ̃ ̃

π teso

P

rti

F

            

pa

 

∑

e êm



 

m

   

te

 

di

& 

            

r te

     ∏

in

Perc

e

Cl en si b

&

pi

̃ .

76 Fl

o oc

∑

  J F


À Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ ̃ .

13 (h )

bisb

79 Fl

&

F

~~~~ &  

legatiss

Cl en si b

Perc

&

F

ã

rié

op 

s

  f

s on

iti

Ed

p

5:3

∏

(h .)

(h ) bisb Ÿ~~~~~~~~~~~ Ÿ~~ Ÿ~~          Ÿ~~~ Ÿ~~ Ÿ~~     

bisb



Œ

Ó

π

∏

5

 i  P °

 i  P

très dures

45

Ó

Ó

P

5:3

Ó

  i  F

Œ

8

   p                                 5 4 Îp Fp Î F p Î p j        ‰ Œ   ‰   ‰  ‰   5                  & 4     π  p ã ã ° °

8

    f p    ‰ ã

an

ur D

Ped 3

 

de

  &    P . ?     .... (°) (

3

8

té

Pno

∏

bisb Ÿ~~~~~~~~~~~~~~~~~~~~~ .

  

Pr

(°)

(h .)

    

5 4 45

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

∑

)

d

ot

Ph

--

o oc

À

À

( w)

Ÿ~~~~~ Ÿ~~~ Ÿ~~~~~ Ÿ~~~~~       Ÿ~ 

bisb sempre legatiss

À

e

pi

bisb         Ÿ~~~~ m 3      4      4       j       &  5 7:6 p  f π P f espr bisb Ÿ~~~~~~~~~~~ (h ) (bisb) ~~~~~~~~~~~~~           4        Œ 4 &   7 P π ∏ π P 3 3 3 p F 3 (h )

82

in

r te

Fl

(h . )

te

di

π

j j j                 p F p p

Pno

Î

              ‰      4       4   &        (

°

Ped 3

ã )

°

 

           

°

DF 16387

ã

°



  ‰ ‰ .  . ‰   ‰ J J 3 3 p P f

le

&

   

   ‰ J f °     

el

(°)

Ó

   . . 4   ‰   ‰ ‰ ‰    . ‰ Œ Œ 4 J J 3 3 3 f P p P f ã ã ° 8  8 8                                   44 p Î p Fp Î p Î p F p Î p F p

3

rti

&

 i  

3

pa

Perc

3

e êm

m

Cl en si b

5

Î p Fp            

ã (

°

Ped 3

)

ã

         

8

  

8

Î p F p            °


14

À

F bisb sempre Ÿ Ÿ~~~ Ÿ~~ Ÿ~~ Ÿ~ Ÿ~      

Perc

π

6:4

Œ

&

π

7

    . ‰  ‰  J P 3 f °

op

Pr

Ï   8  8                  

té

rié

s

Ed

Îp F p Î p F p         &             

. .

 

´      

 

́

.

 

´ 

°

ã

ã

. ã

8

 

Œ

 

p

́

´ 

ã

P     

     ° DF 16387

.

 . 3

. . ã

     J f 8

^  ^ 

‰

‰

́

   



3

   F p ° ã

le

°

.

‰    . . p °



3

 

  

          ≈  p

Œ

F

            f f

el

´      

‰



rti

  ́   



À

9:8

pa

)

.

 

.

8

e êm

Ped 3

ã

  ́   

m

(

°

.

^ 

‰

te

  &  

 

di

ƒfff aggressivo

^ 

°

ã

.

8

r te

.

8

   

in

Pno



  .  .    ‰   . . J p P 3 f ° ã

   

´ 

e

&

3

&

.

 

pi

Perc



fffff fffff

(h )

9:8

́

    

o oc

bisb sempre

 

        P F

Ÿ~~~~ Ÿ~~~ Ÿ~~~~ Ÿ~~~~ Ÿ~~~~ Ÿ~~~~ Ÿ~~~~ Ÿ~~~~ Ÿ~~~~

& 

‰

ot

À

( w)

Cl en si b

.

8

°

ã

Ph

&

   . ‰  .   ‰   . J 3 p P f ° ã 3

---

Fl

7:4

dynamique peu à peu homogène jusqu’à more and more homogeneous dynamics until

               7 p f

88

  J f

ã

d

)

°

ã

π

 .  . ‰  J P 3

3

´      

an

Ped 3

°

   

Œ

F p     ́   

8

ur D

°

s on

(

p

iti

Pno

de

&

7

Ÿ~~ Ÿ~~ Ÿ~~ Ÿ~~ Ÿ~~ Ÿ~~ Ÿ~~ Ÿ~~ 5 Ÿ~~ Ÿ~~           5 F

  .  ‰  ‰ Œ  J 3 P f ã °

Œ

&

3             3 3 3 f ( w) bisb sempre Ÿ~~~   Ÿ~~  Ÿ~~~~   Ÿ~~~   Ÿ~~~   Ÿ~~~  Ÿ~~~ 

&

( w)

Cl en si b

Ÿ~~~~ Ÿ~~ Ÿ~~~~ Ÿ~~~~ Ÿ~~~~ Ÿ~~~~ Ÿ~~~~       

bisb sempre ( w)

Ÿ~~ Ÿ~~~ Ÿ~~~~ Ÿ~~ Ÿ~~ Ÿ~~      

85 Fl

( w)

bisb sempre

À

.

P 8

ã

´ 

    °

. ã

.  .  3

^ 

́

^ 

´ 


Fl

Cl en si b

Perc

&

  

 

 ƒ

À

  ƒ

&       ‰ f

Œ

    &  J f

 

        J ƒ

Ed

^ 

´ 

8

‰ p    

  

  

 

 ƒ

  ‰   

‰

́

   

^ 

´ 

    

f P P ã° ° ´ 

8

^  ^ 

´ 

°

ã

   . R ‰ Œ P

   

À       ‰ J π     

3

^ 

 Ï

   

    ff 

an

ur D

)

´ 

s on

iti

´       °

ã

    f

ã

s

Ped 3

    ́  

de

(

 

     f f

té

´ 

^ 

8

rié

   &  

    

‰       3 F p P ã° °

op

Pr ´ 

°

3

‰

   

& Pno

    f

    F

90

9:8

(h )

3

15

À

À

Œ

              ƒ ƒ

     ‰ ‰       J 3 f P ƒ ã ° 8^   ´       ́     ́ ´   ´ ^       ã °

ã

ã

´ 

d DF 16387

      °

ã

´ 

´  ã

^ 

Î

                   

ƒ

P3

. 

fff 

 .

. 

le

^ 

^ 

 À             

À

el

 )

°

´ 

´ 

8

Î

rti

Ped 3

ã

´      

ƒ °     

 Ï

   ‰ ‰      3

     

pa

(

°

^ 

^   

   ƒ





e êm

fÎ sempre  ´      &  

Œ

m

            &                 p fff  ƒ ƒ p fff  ^ . .    . .     . .   &      ‰ ‰      3 P 3 3 3 ƒ f P ã ° 8^ 8^       ´ ´         ́   ́   &

te

À

di

r te

À   Œ    

Ï

in

Ï

 ƒ

           Œ  Ï

e

Pno

Ï

Œ

     

À

pi

Perc

 ƒ



o oc

Cl en si b

&

  

ot

Fl

 

Ph

---



92

À          

3

p

Œ

^

       ‰

  ́   

´ 

ƒ ° 8^  

´      

´ 

^ 

ã

°

ã

3

́

´ 


16

Fl

Œ

&

 Cl en si b

Perc

Ï

Î

Î

&                      Ï Ï ffff   .  ‰     

&

^ 

           Ï Ï

f

́

^ 

8

^ 

  ´   

s on

iti

Ed

´ 

°

ur D

ã

. 

. 

 . 3

ã

́

   

´ 

´ 

     

´ 

^ 

°

ã

F teso ^ (,)      ‰ ‰    . Œ ?    3 3 ƒ f P ã ° 8^   ´     ́    (,) Œ Sifflet suraigu

´        °

ã

Œ

 ÿ

ã

an

)

P

3

s

^ 

de

Ped 3

8

té

°

Œ

3

´ 

   &   

ƒ °     ´

3

rié

´ 

Œ

 ^       ‰ ‰     

3

   

(

p

op

&

f Pã

À

  

. 

 .

Pr

(°)

Pno

                  

 

94

À(,)  prendre la Petite Flûte                   Œ Œ Î Î Î prendre la Clarinette basse  À  À (,)    Œ ?      Œ                   F P Î Î ffff 

À

   

d

U ∑

?

 

              

    

       

 

      

    

le

?

P

    

el

rti

 

teso Silenzio assoluto

U ∑

 @ @   @J   ff

 æ

pa

II III IV

flz Ÿ~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~ æ @  @ @  @   @  @ æ æ     (  )      ( )    ff p f p Œ Ó Œ .  f

e êm

&



strid

m



strid

te

Pno

 æ (  ) f 

strid

di

Ÿ~~~~~~~~~~~~~

4 Timbales

I

&

U∑   

 flz

r te

?

3

in

Perc

U ã  F teso

(Sifflet suraigu)

e

Cl b

 m

̃

pi

U ∑

̃

o oc

P teso

Clarinette basse

?

non vib

ot

&

Ph

U ∑

---

˜

Petite Flûte

96 Fl

Presto con fuoco q = 132 sub 

  

 

  

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

       

f   

 

  

 

  

 

  

Ped ad lib (généreux / use generously) avec beaucoup de pédale / with much pedal

DF 16387

 

  

 

  

 

  

 

  

 


17

Fl

99 À 

&

ƒ espr

bisb Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~    Œ



p

3

flz

strid

Cl b

ã

   

     

     

   

té

rié

op

?

strid

Ÿ~~~~~

flz Ÿ~~~~~~~~~~~~~~~~~~  æ æ æ (  )  ff p

Pr

Perc

? Œ

Ó

     

Ÿ~~~~~~~ æ Ÿ~~~~~ æ  æ    æ (  ) æ (  ) p  ff f f p

  æ (  ) æ æ p  ff f

Œ

Ó

  

     

  

     

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

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

s

de

                ?           

 æ

 ff

∑

  

     

strid

strid

strid

Ÿ~~~~~

  æ (  ) æ æ p  ff f 

∑

  

          

   

 

     

d

j 

 m 

ƒ disperato

3



5

(

r te

Ÿ~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~  ? æ æ        æ    æ æ. (  )  æ. (  ) æ æ  fff  fff ƒ p ƒ P ( ff )  ã Ó  ƒ       ?                              fƒ strepitoso                                                          ? strid

strid

flz

)

flz Ÿ~~~~~~~~~ æ æ   æ (  ) ƒ P Ï

te

di

e êm

m

Ÿ~~~~~~~~

  æ æ æ (  ) P Ï ƒ

el

rti

pa

          

le

?

 

 

in

Pno

̃

  

 

(h .)

e

Perc



       

      À  ̃

 j ̃

pi

f

flz

Cl b

̃

o oc

& Ó

̃

ot

Fl

 ̃

Ph

---

102

               

an

               (°)

ur D

?

s on

iti

Ed

Pno

     

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

Î strepitoso

               (°)

 

     

     

    

DF 16387

            

                       

&


18

À 105

Fl

Œ

& 

Ó

Ÿ~~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~  (  )  ( )

∑

P

strid

Cl b

?

 Œ

Ó æ

Pr

    æ  ßP

æ 

æ

@  ƒ

ƒ

@

gliss

s Ed

s on

iti

 





P

in

Ÿ~~~~~~~~ Ÿ~~~~~~~~  (  ) Ÿ~~~~~~~~~ Ÿ~~~~~~    (  ) ( )   (  )

F

di

r te

ƒ

e

P

pi

 ƒ

Œ

P

rti

  glis s  glis s @ @ @ @

 @

@



le

s  gliss  glis @ @ @

el

gliss

      ƒ F ƒ F

pa

 ƒ

e êm

   ƒ P ƒ P 

m

 !R      æ

flz Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~  æ. (  )

te

æ  æ æ æ strid

gliss

                      



scintillante Ÿ~~~~~~~~ Ÿ~~~~~~~~  (  ) Ÿ~~~~~~~ Ÿ~~~~~~~~~  (  )  (  )   (  )

ƒ

        æ       ßF

 

o oc

?

 æ

gliss

 æ (  ) p

f

ot

? æ &

Pno

∑

Ó

  @

gliss

Ph

 æ



---

? ã

Perc



Ÿ~~~~~~~ Ÿ~~~~ 108 Ÿ~~~~~~~ Ÿ~~~~~~~~  ( )  (  ) &   (  )   (  ) ~~~~~~~~~~~~~~~~~~~~

flz Ÿ~~~~~~~~~~~~~~~~~

∑

 

 

d

Cl b



 

 

an

Fl





ur D

 (°)

 

 æ ƒ

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

&                                       F sub ?

 æ

strid

 æ

      æ f ßP



de

Pno

æ  æ  æ P

@ 

flz

∑

té

rié

?



æ 

op

 p

ã  Perc

æ

flz

 gliss  gliss    

                                                                                          (°)

  

 

DF 16387

  

 

  

 

  

 

 gliss    

        

 

          

 

  


111 Fl

Cl b

&

?

ƒ

Ï (  ) æ     æ( ) strid

æ 

3

  (  )

Pr 

op





∑

gliss



( )

      

  

  

s on  

  

an

d

Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~  ( )   ( )  Ÿ~~~~~~~~~~~~  (  )   ( )

o oc

  

  

  

 

 



  

 

          

 

( )

 

  æ ( )



     

     

  

  

 

@ . Œ  .  . sfffz j  ‰ Œ

DF 16387

   . . ç( ff )          fffz  

Ó Ó

 Œ

Ó       

le

(  )

  ( )

 @

strid flz

el

@

strid

Ó

rti

@

@

@

strid

Î

Œ

pa

@

  @

Ï



e êm

  @

   (°)

      

m

?

 strid



      &  Pno

     

te

F strid

 

  æ ( )

di

?

 

      

r te

Perc

ã

Ï

in

Cl b

?

e

&

  (  )

 @

@

strid

pi

Fl



  ( )

        fff possibile        

 @

@

strid

ot

113

@

F

Ph

---

 

ur D

 

iti

  (°)

  @

(  )    Ï

       

Ed

?

  

 strid

  @ @ fƒ possibile  Ï

       

s

Pno

de

&

       

Ï



Ï

F

strid

té

rié

?

vibrant

F

ã Perc

Ÿ~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~   ( ) Ÿ~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~ (  )   ( )   ( )

Ÿ~~~~~~~~~~ Ÿ~~~~~~~~~~~  (  )   (  ) Ÿ~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~  

19

      

      

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

&   

?


Fl

&

Perc

 æ

 æ

 æ 3

   

    

f 3

3

&  

an



     3

3



   

   

?



d



Ph

--Ÿ~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~ Ÿ~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~   p

o oc

ot

Ÿ~~~~~~~~~~~~ Ÿ~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~  (  )  (  )   ( )   ( ) F p

bisb sempre

v

   (°)

   

     f

&   

3



3

   

    

    

    

3

?

  DF 16387

j     

fffz

3

v

 æ P

Œ

le

?

3

3

el

fffz

´

 ‰   Ï 3

rti

^

 p

pa

Œ

e êm

j        & 

3

 æ

m

Œ

 æ

.

te

p æ p

f

smorz irregolare

di

  ‰    ÿ v Ï

slap

≈   v F ç( ff ) P

.

3

r te

 ≈  çv( ff ) p

in

À

smorz irregolare

e

pi

slap

3

Pno

^

?

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

ur D

?

F

p

j                              fffz

s on

Perc

f &   

 p

Ó

iti

ã

        

Ed

?

fffz 

.

3

s

Cl b

&

  

À

smorz irregolare

 ≈  v ç( ff ) p Ó

Ó

de

Fl

 Œ

 . .

     

H  (°)

slap

∑

té

117

Ó

rié

?

. Œ

op

Pno

Ó

Pr



  ç( ff )

&

Œ

Ÿ~~~~~~~~~~~ Ÿ~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~  (  )  ( )   ( )   ( ) F p

strid

? @ .  . sfffz ã ?



Ï flz

Cl b

115

Ÿ~~~~~~~~~~  ( ) 

20

   

     f

3

    

&  

gliss

3

    

     3

   

?


119 Fl

Cl b

&

? ã

À Ÿ~~~~~~~~~~~~~~~~  Ÿ~~~~~~~~~~  Ÿ~~~~~~~~~~~~~~~~~~    bisb sempre Ÿ~~~~~~~~~~~  2 4 f À   strid  2 (  ) 4   f 

  

 

?

        

an

 ƒ

2 4



   ƒ     2   4        ƒ 42

DF 16387

3

flz 5 flz 5  ! ! ! ! ! ‰ ‰ J ! ! ! ! ! ‰ ‰ J         3 3 Î f Î Ï  

^   

5

 

5

   

^

3

   ÿ

^

    ÿ

3

43

U ∑

3 4

court

U ∑

court

43

U ^  , court     ∑ 3 ã 4

5

 

5

 j      

  

U ∑

court

le

   . Î possibile

  ‰ J F 3 ƒ

el

    ÿ

3

 ,

rti

^

    

pa

3

   .

e êm

   .

^

    . 

j       3

m

    .

3

.

3

te

   . (°)

    . 

3

 Œ

   

di

  

3 3

j    



r te



 Œ

3



3

  ‰  J F 3 Î

in

  ƒ  j        



e

 Œ

pi

5

flz 5 ! ! ! ! ! ‰ ‰ J     3 f Ï  Î sempre 5 ^    5   Ï    j          

 ƒ     

 

o oc

∑

  ‰  J F 3 Î

5

j     

    .  

5

∑

Œ

3

ot

5

3

3

flz

Œ

5

  ‰  J 3 P

! ! ! ! ! Œ       ƒ

5

Ph

3

flz

   

Pno

  ‰  J 3 F Î

ƒ

! ! ! ! !  Œ     ƒ

-- 



 j   ‰ 3 P

3

flz

d



    &  ?

  

ur D

5

  ƒ

3

! ! ! ! !  Œ      Ï

5

∑



s on

iti

3

! ! ! ! ! ?  Œ      Ï ?

   

3

  ‰  J 3 F Ï

ã Perc

3

 

flz

Cl b

ƒ

    

Ed

  (°)

Ï

f

&     

122

&

   

s

 ^3

de

fffz

  Fl

gliss

 æ

Brutale

42

f

té

?

 æ

rié

j          &     3

Pno

 æ

op

?

 æ

Pr

Perc

21

^

U j , court 3    ∑ 4

   3

   ÿ

^

    ÿ

3

U ∑

43


22

3 &4

128

Cl b

? 43

∑

∑  M À   

smorz irregolare

. π

P

p

3

Œ

m   

p

f

Petit Tam-tam arco

lvi J ‰ f

π

té

rié

op

Pr

Pno

    & 43                           p F p  ?3                4               Ped ad lib (très généreux)

Ó

p

f

3

ã 43

p

À   m   

Perc

∑

 p

( )

∑

∑

Fl

prendre la Flûte

bisb Ÿ~~~~~~~~ 

Flûte

(q = 132)

s

de

legatiss leggero, etereo (presque du jeu perlé)

s on

iti

Ed

              

 

an

ur D

  f P                  

d





      

Ped ad lib (très généreux)

 I



 ƒ

j  I ‰ ß lv

p sub 

?

Œ

43

le

          

42   ƒ

π π

el

ã

Grand Tam-tam maillets de bois lv gratter perpendiculairement

3 4 .

rti

∑

                fp F fp fp

À  m j   F

pa

p

  

2 4

∑

e êm



m

Œ

5

te

di

r te

? Œ

?

43

in

Pno

e

p

& 

Ÿ~~ 6 6   42       ≈ ‰ J          ≈ Œ v ÿÿÿ v ÿ ÿ ÿ π sfffz sec ÿ F sfffz sec ÿ ( ff ) ( ff ) 

bisb

pi

Perc

o oc

Cl b

&

ot

132 Fl

Ph

---

bisb ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ .

∑

  2                 3               4 4  p sub F p fp F p fP 42



 

    

DF 16387



 

3    4   





    


Perc

m 3    

Cl b

136 Fl

À 

&  p



? 

À



F

espr



j æ flz 

˜ )  @J

3

ƒ

À flz

quasi stridente, ellettrico

∑

‰  J

lv



‰

     

lv  ‰ J f



lv i ‰ J ƒ

 

P

æ

 p Œ

2 4 42

Œ

té

rié

op

Pr

 J p

flz

æ Ï ƒ

æ.

. gratter perpendiculairement

ã

  Ÿ~~~~~~~~~ Ÿ~~~~~~~~ (  ) j 2 J ‰ 4  (  )  P

smorz irregolare

p

 .

˜

˜

( ˜

23

À

s

de

                                ?        2    4   &             F ƒF ƒ F    

  

               

  

an

     

ur D

?

s on

iti

Ed

Pno



  

42

d

(Ped ad lib)

 

 F



 2 ?   & 4      fP f P    ? 42     

 f

∑

Tam-tam arco

p

le

Œ

el

Pno

 I F

æ

rti

Perc

. π

pa

43

e êm

j  I ‰ ƒ lv

À flz

m

3 4

te

‰          f ƒ

gratter avec des maillets de bois lv

ã 42   ƒ

di

f

 ‰

r te

 

bisb sempre

in

     ƒ

e

?2 4

43 Œ

À Ÿ~~~~~~~~~ Ÿ~~~~~~ Ÿ~~~~~~~~~~~~~~~ Ÿ~~~~~ j       p f espr 

6

pi

Cl b

À

6 Ÿ~~~       Œ J v ÿ ÿ ÿ ÿ  ÿ F sffz sec ( ff )

& 42         ≈ ‰ v ÿÿ ÿ ÿ sffz sec ( ff )

140 Fl

bisb

o oc

ot

Ph

---

     f P lv i J ‰ ƒ

           3                    & 4         f Fp fP ƒP     3    4                           

(Ped ad lib)

DF 16387


ç  ^ ´ ^ ^ ^ ´ bisb ´ Ÿ~~~   ́    ´  ´  ´ ´  ´ j ´   ‰ J 6 f ƒ sec

ç À  ^ ´ 144   ́ ́ ́ ́ ´ ´ ´   ́  ‰ &  ƒ sec 5 

Fl

5

Cl b

Perc

?

ã

 

     ƒ f

À

24

   Œ P

Ó

Ÿ~~~~~~~~~~ Ÿ~~~~~~~~~~  (  ) Ÿ~~~~~~~~~~  (  )   ( )

espr

Ï

flz Ÿ~~~~~~~~~~  æ (   ) P Ï

      Œ    ƒ f P

Tam-tam arco

lv i

ƒ poss



                                   ƒ F ƒ F Ï f

s

de

 

  

s on 

  



 

 

ur D



iti

  

Ed

?

 (   ) f ∑

 

té

Pno

rié

&

 

Ÿ~~~~~~~~~~

Œ

op

Pr

p

Œ

F

 

 

  

an

(Ped ad lib)

       

d ot

Ph

--o oc

bisb À Ÿ~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~     Ÿ~  ( )    147   (  ) Ÿ~~~~~~~~~~ j       ( )   &   ‰ v ÿ ÿÿÿ ÿ ÿ ÿ ÿ F Ï Ï ç sec

Ÿ~~~~  J  

e

pi

in



,

Pno

 ? &                ƒ F Ï ?             (Ped ad lib)



 

Ï      

‰

Œ

   I ƒ poss

 



æ p

battu sur le bord

  

flz

5

 

DF 16387

æ.



5

 

Ï     

, Ï

               

f  



! ! ! ! ! ! ! !  ! !    ! ! ! !                Î Ï F 5

le

 P

v ÿ ÿ ÿ ÿ ÿ ÿ ÿ v v v Ï ç sec ( ) 

el

Œ

lv



rti

ã

Tam-tam gratter perpendiculairement

  



pa

Perc

Ÿ~~~~~~~~~~~      j  (  )   f Ï P 5



e êm

Cl b



m

Ÿ~~~~~~~~~~ ?  æ (  ) Ï P flz

te

di

r te

Fl

Àx ,

bisb



   °

      ,     &

 



   ã


25

 ^

A tempo (q = 72)

Àx ́ smorz irregolare  ´ ́  ´ y .    ‰. Œ Œ R 6 fƒ sec  π π teso 

150 Fl

∑

&

(h )

Cl b

∑

,

∑

,

9:8

Tam-tam battu

Perc

prendre la Clarinette en si b

? Œ ! ! !  ! !  ! ! ! ! Œ Œ ! ! !  ! !  !            Ï ƒ F ƒ Ï flz

,

6

p

rié

,  Œ Œ         J     Ï ƒ P ƒ   ?Œ   Œ Œ       .      ã ° ã ã °

té

,

&

s

Ed

s on

iti

∑

court

ã

U

&

5 4

∑

45

∑

45

∑

an

ur D

&

  54    Œ

&

5 4

(silently)

 , court     . ≈ Œ ?       8 f espr ‰ Œ ?U j     ° ã 8

∑

de

Pno

U Œ

 i     ‰ Œ      F π ° lv

op  & Œ 

U ∑

court

Vibraphone

,

Œ Œ æ ƒ f

Pr

 ã Œ æ  ƒ

flz

U Ó

court

Ped 3

ƒ p

3 4

&

43 43

O  . j           3  ‰ J 4  Î P ã

 Œ   ‰ Œ           <   ã ° ã °

3 4

d espr

Œ

∑

Œ ‰

baguette en métal

rti

pa ∑

∑

 p

p    °

X )

DF 16387

     

 Œ

∑

     Œ

∑

F

p

ã

  J ∏

 lv Œ        Œ 

le

legatiss leggero

∑

(h )

el

Ped 3

(q )

lv          i Œ  π π F °

∑

 . ∑

∑

e êm

(

 ..

Œ

m

Pno

∑

te

 i  I P ° π  3        &4 J ‰ Œ f j 3 Œ   &4    ‰ Œ  f ° ã

Œ

˜

π

3 ã 4 Œ

Œ

q = 132 sub

di

Ø

q = 72 sub

r te

P9  π

lv

Perc

‰ ˜

in

3 &4 Œ

3

 J

bisb Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~  . .  J ‰

Clarinette en si b

Cl en si b

3

       .  . 

e

Ø

    J

q = 132 sub

pi

Fl

  J

(h )

o oc

ot

Ph

---

& 43 Œ

155

À

π P °

j.     Œ   p P Œ    Œ . °


26

rall 

˜  J

q = 72

leggerissimo

À  nervoso ˜   .  . 

smorz irregolare quasi sifflant

Fl

Cl en si b

& ∏ &

p

 Œ ã æ (°) ∏

  

 F

10:8

   .

 

π

7

45

43

Ó.

    ‰ Œ p 6

p

πscorrevole 6

Œ

5 4

∑

3 4

 æ p

                  6 π F p

45

∑

43

˜

6

té

de

            

F

6

s on

     

ur D

π °

p

an

6

‰

    p F

d

)

π

iti

Œ

Ed

p

ã

       

s

∑

&



scorrevole

π

Ped 3

π

rié

Œ  .  

Pno

(

op

&



quasi bisb Àx Ÿ~~~~~~~~~~~~~~~~~~~~~  (  )        

Pr

Perc

  .

X

161

À

   

5 4

. .     . J

 

Î  54     

F p

π

.    Œ  ß ã



43

Œ 

o oc

ot

Ph

---

°

3 4



& 43

∑

∑

∑ .

e êm

m

Cl en si b

te

di

r te

∑

in

∑

e

Fl

pi

3 &4

164

Vibraphone nebuloso

∑

∏ Ø cresc molto 

3 &4   ° (

Ped 3

  

 



    

 1/2

&

 .

 

 1/2

) DF 16387



  



  

     1/2

   ((  )) (  )   ( )( ) (  )      

le

∑

el

ã 43

p           & 43 Pno

pochiss

rti

pa

Perc

∏

° pochiss   .      

ã

Ï p           ã °


27

Cl en si b

Perc

&

π

 ( ) 

°      &

    

p

π

P

π

té

rié

p

Î p

        °

         ã ° ã

Ï

s on

iti

Ed 

Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~  . (  ) .

P

ã

    

           ã 1/2 ° °

an

)

   ( )    ( ) Fπ

Î p

ur D

     (  )   (  )  

        

ƒ

p

Î p

     °

        ã °

ã

d

&                 ã  ° °

s

de

p Ï p

  (  )  ) (   )   (   )   (  ) (       ( )        P Fπ °       .                 

  ( )

3

 ( )

( ) ( )

op

Pr

f

Ped 3

 J

bisb Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~ .

  

Pno

gliss

F espr

( )

m   

   

3

 (  ) (  )

(

.

& &

3

 À  5 m             6 F F p P espr

167 Fl

À

 4

5

1/2

 

  

 

 

  

 

Î ∏

π ∏  

  ( )()   (  )       (  )  

le

)

 

el

Ped 3

 

          

rti

&        °

    (  )   (  )     (  )( )   )   ( )( )   ( )()  (   )   ( )() (                 P f ppp        

              

pa

Î

               

e êm

Fπ °   .       & J

(

leggerissimo ad lib

m

&   (  )  

5

te

,

( )

                                                          J π P π

& ‰

Pno

Ÿ~~~ Ÿ~~~ Ÿ~~~   Ÿ~~~~  Ÿ~~~~   Ÿ~~~~     

di

Perc

r te

π teso tenerissimo veloce presto poss

Cl en si b



bisb sempre

in

& ‰

̃

e

Fl

̃

À    

pi

171

legatiss

o oc

ot

Ph

---

˜ J

()

quasi sifflant

  1/4

 ã

1/2

°

           ° DF 16387

ã

1/2 1/4


28

˜ 

quasi sifflant

˜ ̃

175 Fl

Cl en si b

& 

5



À

f

p poss

   Ÿ~~~~~~~~~~~~~~~~~~                         & .(  ) F fppp &   ( )()      ( )

F

rié

op .

s

.

.

.

3

tenerissimo scorrevole

5

                        

 π

    ( )() ( )() )() (       

         

     

  π

P

  (  ) 

    ()( )

. . . . .

.

.

´ 

´ 

´ 

´ 

´ 

´ 

´ ´ ´   

´ 

           . . . . . °

.

.

ÿ

ÿ

ÿ

ÿ

ÿ

ÿ

ÿ ÿ ÿ

ÿ

Îf ∏

1/2

an

3/4

d

Ped 3



ur D

. . 1/2 ° 

s on

)

Ph

---

(

e

in

π

À bisb sempre (h ) Ÿ~~~~~~~ Ÿ~~~~~~~ Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ ̃    3

r te

Œ

̃

pi

˜

o oc

Ÿ~~~~~~~~~ Ÿ~~~~~~~~ Ÿ~~     gliss    179    J & 3 f espr P

ot

Àx

bisb sempre

(h )

Ÿ~~~ Ÿ~~~ Ÿ~~~ Ÿ~~~~~~~~~~~~~~      3 3 5 5           &      3                     P 5 P π F p f

e êm

m

(h )

(q )

pochissimo, ad lib

te

bisb sempre

di

(h )

Cl en si b

3

iti

&

Fl

     

Ed

Pno

   (  )  ∏ °

ã

de

. .

 

té

 & 

Pr

(°)

     (  )

  Ÿ~~~~~  J bisb

F p

3

teso

sempre nebuloso

Perc

̃

J

J

‰

̃

 À  ˜ ̃ 

  

     

   

el

rti

pa

&   ()()  

    ( )( )

   (  )  

   (  )        (  )  ( ) ()    ( )( )   )( ) ( )( )  )( )  ( )( ) ( (              

. & 

. . . .

´ 

´ ´ ´ ´    

p (° )

Pno

&

´ 

P . 1/2

(

.

le

Perc

Ped 3

´ ´ ´ ´ ´ ´      

´ ´ ´   

´ 

´ 

´ 

ÿ ÿ ÿ sans °

ÿ

ÿ

ÿ

P ° )

.

. . . .

 ÿ

ÿ

ÿ ÿ ÿ ÿ

ÿ ÿ ÿ ÿ ÿ  ÿ 1/4

DF 16387

°


Perc

&

                         

ƒ

  

Ÿ~~    ≈



P ƒ P Ï F

Ï

                   

Pr

rié

op

(°) ´ & 

´ 

´ 

´ 

´ 

´ 

´ 

´ 

ÿ

ÿ

ÿ

ÿ

ÿ

´ 

 . 

Î

p

ÿ

ÿ

     °

.

ÿ

an

ur D

)

Ped 3

ÿ

s on

(

ÿ

À  

  pf

fff 

      

iti

ÿ

p ff 

ff 

ã

Ed

&  ÿ

 

À

     

π

∑

s

Ï

Pno

´ 

de

´ 

té

´ 

F

  fff 

     )   ()( ) ( ) (     ( )       ƒ

      )()  (      ( )( )

            

          

ƒ tenero

&   (  )  

 ̄ ≈ 

Cl en si b

  

Ÿ~~ Ÿ~~     ≈   ≈

Fl

bisb sempre Ÿ~ Ÿ~~~~~ Ÿ~~~~~  . Ÿ~~~~~ 183     ≈  & 3 ƒ P

29

(h )

. 

8

loco

F .  

̄

    

p ¯ 

f

π

d

     ã °

ã

    °

ƒ

¯ 

π

f °

f

ã

 π  ã

DF 16387

        

fff  fff  .     .    ‰     3

Ï °

    

 . 

Î

P

    °

.

  

  ƒ  

 

      

p ff 

 

f

p

3

8

)

Ped 3

p

(

°

̄

    

π

ã

 

le

&

  

 .

3

loco

f .  

^  

 

À 

el

p

‰

       

 

ff 

rti

Î

Pno

Ï

3

   p ff 

ff 

pa

 . 

p 8  . 

À

      

e êm

      

 ^     

π

ff 

Œ

À

m

&

Œ

. 



te

&

Vibraphone baguettes très dures

fff 



di

fff 

Perc

        

À



r te

 

p

f



&

‰

   

in

J π

         

À

e

Cl en si b

&

pi

Fl



 

o oc

ot

Ph

---

186

À

  

3 ƒ P °

ã

   

p

ƒ

p

    °

loco

 ã


30

^

p

Î

P

F

   

rié

    

té

s

de

ã

  ƒ

 

f ƒ À

 ff 

p

3

      

 ¯

ƒ p Î P ^         ã ° °

^

8

Œ

À

   À       

π

f ff  p

‰

2 4 42

 ‰    . 42

Œ

f p 3

. 

ã

ã

^ ^  8

 

P Î

an

°

À

π

f F

¯      

ƒ ^ 

‰

             J  

loco

.

  J ƒ

   J ƒ



f p °

3

‰

π

^ .  .    ‰  

 

f



   

ur D

d

)

. 

‰

π

loco

iti

Ed

°

J

8

s on

op

Ped 3

ã

  .

°



π  ^    ‰ J P f

3

loco

Pƒ  &  (

f p ƒ °

3

Pr

Pno

   

       J   ff  ff   ^   ‰     ‰  .

 

ff 

‰

8

&

f

‰

 

Perc

fff 

π

 ^ &   ‰ J Ï

Œ π



         J

Cl en si b

Fl

           

      

    J & ‰ f À &   

188

À

         

À

loco

P p ƒ ^   

   

°

2 4

p

42

ã

r te

e êm

m

le

el

rti

pa

 & 42           (

te

Î Pƒ ^

Pno

di

2 &4

in

& 42

e

Perc

pi

2 &4

o oc

Cl en si b

ot

Fl

Ph

---

& 42

191

Ÿ~~~~~~ À  Ÿ~~~ x Ÿ~~~~  À  (  ) Ÿ~~~~~~~~~~~~~~~~~~~~~~~  (  )  ( )  ^  ´ Ÿ~~~~~~~   Ÿ~ ´ Ÿ~~~~~~~~~ ^   (  )  (   )  ´ ́   ́   ́ J ‰  (  ) J J ‰  (  ) ‰ f f Ï p p P Ï Ï ÀM 3 À À 3  m 6  m 3  .     ‰ ≈ Œ Œ   ‰ ( )   .              ( )       (   ) . p Ï F F f Ï ƒ P P ƒ p ƒ   ^   .  ^ .  ^                .   ‰ ‰           3 3 ƒ p 5 Ï P Ï F ƒ3 P ƒP Ï P 5 Î F f ã ° ° ã ° 8 8 8^ 8^  ^ loco ^ loco  loco loco        ̄    ̄    ̄    ̄                     

Ped 3

° )

ã

p

.

ƒfff

dynamique peu à peu homogène jusqu’à more and more homogeneous dynamics until

        °

^ 

 .

fffff

       °

ã

DF 16387

^   ã

 .

        °

ã

^ 

 .


Perc

&

f

ƒ3

rié

^ 

 .

°

ã

     

̄

Ï

P 5:4

^ loco  ̄

v  Ï ç Ï ç    ‰ ^ ‰  ^   .

     

ƒ 5

ã

^ 

?

∑

Î

8

        °

^ 

∑

prendre la Clarinette basse

∑

f

6

43

∑

ã

le

ÎF °

≈

´ ´ ˜  ˜ ´  43  

el

 .

slap ^ 

sfffz

rti

̄



ƒfff

pa

ã

loco

slap

  ‰j 3

´ ˜ ´ ‰ ≈      

e êm

^  

8

^ ´ ´ ´ ˜ ˜  ˜  ˜

staccato

´ ́   ́ ́ R ‰.

ƒ

ã

Con ira, pesante q = 72

m

ã

Ï

j 

‰

^   .

        °

te

3

Î

‰.

 .

di

Ped 3

ƒ

‰ ≈  .

8

loco

r te

^ ‰ .   ‰

^  &         °

‰

R

M  ‰ R (  )≈ f

in

Pno



5:4

     & 

 

ã

e

ÎF °

. 

 

‰

3

m   ( )

pi



FÏ

ã

o oc

&

 ^

≈ Œ



j 

ÎF °

^  

°

ot

M 3 M 3 j ‰ ‰ j(  ) ‰   (  )  ƒ Ï

À M  (  )

ã

Ph

Perc

&

À  

.   

^         

 .

---

Ÿ~ Ÿ~~~~ ´ ´  ´  (  )  (  )   ́ J F ƒ

Cl en si b

^         

)

‰

5:4

8

     

̄

d

&

ã

^ 

. Œ

ÏP

an

Fl

     



loco

ur D

199

^   8

s on

Ped 3

ã

. F

´ ́ ́   ́ J ‰ ƒ Î

‰

À  3 ‰ mj     (  ) ‰ j   .   Ï Pƒ

 . . 

ƒ 3 °

iti

(

F

‰

Î

Ed

^ 

 &        °

3

Ÿ~~~~~  (  ) J F

s

de

Îf

Pno

̄

té

     & 

 ( )  Ï

Î loco

‰

3

. ^  .   ‰ 

Ï P3 °

8

m

Œ

.    .  

op

ã

 . ≈

. PÏ

Pr

(°)

≈

À 

. 

 

‰

&

3

  ƒ

Ï

‰

31

Ÿ~~~    

Cl en si b

‰

&

Ÿ Ÿ~~~~  ´  ´  (  )  (  ) ́  ´ ‰ J  ff P 

Fl

´ ́   ́ ́ J

Ÿ~~~~~  ( ) J ‰

À

195

Ÿ~~~~~  (   )

^ 

3 4

8 loco

̄

 .

     

ƒfff

        °

ã

DF 16387

^ 

loco

̄

 .

?

?

ã ã

   

    

   

sfffz

f

Î

 H ã

      H   

°

43 3 4


32

À   

3 &4

203 Fl

Cl b

Perc

? 43

  

 .



Ï

m .  .    

5

f

Pr

rié té de

 .



s

°

.   

j  H   ç

 .

°

 .

     ç  .

°

°

an

ur D

1/2

.  

   ç

 .

s on

iti

Ed

 .

f

fƒ espr

f

j  H  f

ã

5

       Ï f

≈

  ƒ ƒ

3

5

f

. . .  .  @ @  . .    ! f p 3

le

 @

P

5

gliss

?

&

Àflzx @  j

 fff 3

.  ≈

v

ƒ sub

legato sempre f P 3 6 6  6 j   6 6                &                                   6 3 5   3      ? j         .  ≈                        P  fff espr ã ° Ped ad lib

DF 16387

ã

˜  j @

m 5 flz @ m         @     j      

el

æ F p

ƒ

rti

p

6

F

pa

  

3

    æ

e êm

Timbales

ƒ espr

 J

m3

À flz ˜ 

m

x À strid flz 5 m5  ! ! ! !  ≈         P Ï p 



te

ff espr

       f        2 4 5 Ï  3 42         H 3  f ϰ

di

Œ

m

∑

r te

∑

in

f

e

                Ï F

3

pi

F

3

5

5

Ï f     

Pno

ƒ

 m  

o oc

?

ƒ espr

 

ot

Perc

?

‰

Ph

Cl b

&

---

Fl

m 





3

d

205

m (   )

5

   Ï

op Ï



42

 I ƒ

     

F

42

Clarinette basse

Grand Tam-tam lv

Œ .      

2 4

espr

∑

ã 43

? 43



Ï

?3 4 Pno


33

Fl

& ‰

P

ƒ

.  . ? ≈       j gliss !  ! P ƒ 5

Cl b

? Œ

 ≈ . .

6

 P ƒ

de

    

Ed



 .     j !   f

 

s on

    

      

 æ









 J

p

‰

lv i



     







  



6

  &

 @

ƒ

F

Ï        

6

   æ Ï

 

5

an

f

6 5

      

d

 (°)

ã @J

  

ur D

Petit Tam-tam

6

iti

?

À x m flz  strid strid  . @ ! fff  Ï

flz

‰

s

 &     

flz

y

À 7

@



6

molto espr

. ≈ Œ

té

rié

op 6

Pno

Àx

strid

flz

Pr

Perc

 m  

bisb  Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~   J

209

À

o oc

ot

Ph

---

P

&        (°)

?

P

Timbales

Œ

 f

‰

6

  

 

≈

?

   

P

6

P    

 R f

‰.

        

  .  

     5

 

6        !  p F

le

5

     5 F       

3

     f p

m   ! ! f

el

6

‰

6

rti



m  

flz

f

 



6

  @ f

.

 .

.  

P

ß

         

F

     ≈   .    5

DF 16387

3

pa

ƒ



6

F

e êm

   

?

ƒ

m

‰

∑

ã

te

∑

)

∑

m   



di

(



?

& Pno



r te

Perc

in

Cl b

&

e

Fl

pi

212

   


34

215 Fl

Cl b

Ÿ~~~~~~~~~~~~~~~~~~ .  

5

&    ƒ espr

  F

? Œ

         ≈

 ! P

 

 . 

 ‰



f

   



 

an

 

 F



@

@  p

   

 



  





3

    





‰

P

ƒ

ur D



F

6

≈

5

 

 

 

s on

   

 

 

d Ph

---

 (°)



iti

ƒ



  

!

j  @  ff

 !

 !

m 

 !

! ƒ

Ed

s

?



de

Pno

té

rié

op 

flz  

6

F

ƒ

f P

m 6 ?    ‰   ƒ F

?

Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~   (  )  m

quasi bisb

bisb

Pr

Perc

À

ot

Ÿ~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~ flz Ÿ~~~~~~~~~~~ Ÿ~~~~~~~~~~ Ÿ~~~~~~~~~~~~   (  )  (  ) Ÿ~~~~~~~~~~ (  )  (  )   (  )   (  ) æ æ æ æ æ æ 3 3 Ï Ï Ï F Ï f

in

?

Ï f

gliss

      

     

         (°)

5

  ‰     ® . .  . Ï

 ≈ ‰

‰

le

Pno

 @

5

el

?

æ

@ 

    @ (  ) @ (  ) @

strid    ( ) (  )  (  )   (  ) strid (  )   @ @ @ @ @



rti

Perc

?

strid

  (  )

strid

pa

5

strid (  )    (  ) @ @ fƒ feroce  . .      .  .  .

e êm

   ! ! ! flz

m

?           m 

smorz irregolare

te

smorz irregolare

Cl b

di

r te

ƒ

 f5

 

e

  &



pi

Fl

217 m

o oc

flz

 ƒ



                   ^  ^  ^  ^  ^  ^  ^  ^   ^  ^   ^  ^                            

      

fff

   .

feroce

 

 .

v

DF 16387



 

v v

v

 

v

 

v v v

 

v

v  v



v


35

Fl

bisb Ÿ~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~~~~~~~~~    (  ) Ÿ~~~~~~~~~~  220   ( ) @J æ æ ‰ æ & 3 Ï f Î

  strid ?    ( ) (  )   ( )    (  ) (  ) @J  (  )    @ @ @ @ @ sfffz 5 strid

strid

Cl b

      f ( . )

 . 

gliss

 ^   ^  ^   ^  ^   ^  ^   ^  ^   ^  ^  ^ ^  ^ ^                

.

5

   .  v ƒ ç

.

^ ^ ^ ^  ^  ^  ^  ^                    

v

 

v

 v    v

v

 v    v  v

d

v

 

an

v v  v



ur D

?  

s on

iti

Ed

fff )

(°)

gliss

s

(

‰

de

Pno

6

Œ

Œ

té

?

‰

  .  . J  (  ) ( )  .   .  v f Ï fç P

rié

^   

∑

5

op

ç

‰



Pr

Perc

 ? 

Œ

prendre la Petite Flûte

 

      v v  v 

 

 

v v   v

v

v

ot

Ph

---

v v  v  v

 

∑

Œ

‰

e in

ƒ

te

di

r te

&

pi

P Fl

o oc

223

Petite Flûte

  

gliss

 . . 5.  . F fƒ sub

^ ^ ^ ^ ^ ^                   ?    (

Pno

fff )

 ? 

v

(°)



v

 

v

 

v

 

v

 

v

  

v



v

DF 16387

.  .  .        .    . v . . Ï ç

   ( )

^ ^      

5

le

    ( )

5

el

gliss   

( ) )     (      ( ) f Ï 3

rti

?  ( ) J f

Ï

^ ^ ^ ^ ^ ^                    

 

v

P

pa

Perc

           

3

strid

e êm

Ï



  

    f



m

Cl b

?        

3





v

 

v

 

v

 

v

 

v

 v

^   

^    

  v


36

225 P Fl

& Œ

‰

 P

3

   

     

ƒ

Ï

3

   ‰

P

Ÿ~~~~~~~~    (  )

 F

fƒ sub

3

flz

Cl b

? ‰

Ï

5

5

 .    .    . (  ) (  ) ?   (  )  )     (   .      (  )  .  .    .   v v F Ï F ç Ï F ç Ï 3

^ ^      

 ^ 

  

s

de

 ^ 

 ^ 

 ^ 

Î

s on

iti

Ed  

v

v

 v

  v

an

v

 

 ^ 

 @  (  ) Î

^ ^       

^

3

 ^ 

  

 ^ 

 ^ 

possibile

 

v

 

v

d

 v

 

ur D

 v

  v  (°) v

^

té

?

rié

op

Pno

 ^  ^ ?   ( fff )

@ (  )    ç

strid

  (  )   (  )    (  )   (  )   Ï F Ï

3

Pr

Perc

          f

 

 ! !  ! ! ! ! ! !     Ï

 

 

v

v

 v

  v

 

v

Ï

strid

e êm

 

  

  

   

 

 

      

ffff )

?

  v (°)

 

v

 

 

 

 

 

  DF 16387

 

 

 

le

  

Ï

el

 

5

 

 

f

!  ! ! 

rti

(

^  sim   

5

5



≈

pa

 ^ ?  Pno

m

5

F

     ! ! ! @         (  )  F Ï F flz

(  ) ?    (  )    (  )     . . . . .       . .  v .  .     Œ v v v v v v v v v v f ç Ï Ï Î 3

Perc

Ï

te

! ! ?                  Ïç F

F

di

strid

! ! ! ! !

flz

Cl b

f

r te

F

in

ƒ

‰



e

& ‰

Ÿ~~~~~~~~~ . ( )

pi

m 

o oc

P Fl

 J

227

Ÿ~~~~~~~~~~~~~~~  (  ) Ÿ~~~~~~~ m   (  ) ≈

ot

Ph

---

Massif !

ã

     

 

    (°)

 

1/2


229 P Fl

&

Ÿ~~~~~~~~~~  .  ()  Ï

Ÿ~~~~~~~~~  .   ( )

≈

F

≈



f Ï

f

flz

Cl b

Perc

^ 

^ 

@  f

aggressivo

^     ^ 

té

rié

^

  

Î

strid

 @

j   (  ) ç

  (  )

ç @  Ï

^ 

@

@  f 3

^   ^    

ƒ

Ï

^  

^ 

@ 

^   ^   

 



J

strid

^  

^ 

Îf

 v

 

v

  v

 

 

 v

v

an

  v

ur D

  v (°)

s on

 v

Î

^   &

poss

iti

  v

&

@  Î

@  3

Ed

?



≈

s

de

Pno

@  Ï

op

^    ? 

Pr

Œ

ã

5

Ÿ~~~~~~~~~~ .   ( ) 

≈



Î

! !  ! !  

! ! ! ! ?            ( )   ç f Ï Tam-tams baguettes dures battu sur le bord

Ÿ~~~~~~~~~ . (  ) 

37

  v

v

 

 v

 v

v

  v

 

v

&

d tenero

te

P



j  

5

 . F

∑

e êm

m

∑

∑

di

prendre la Clarinette en si b

3



r te

P

 f

in



e

3

Œ

pi

&

Î

‰

m3

o oc

Cl b

&

ot

P Fl

Ph

---

231

Ÿ~~~~~~~~~~~~~  ( )

pa

Metal Chimes

ƒ

lv

 r     . 

sub cristallino (jeu perlé)

Pno

& P &

(

pp )

   

 

(1/2 °) nebuloso

 

F    

&

∏ °      .   p

   .    

p

   

DF 16387

  



           

   

le

ã

∑

,,,, Œ ,

7

el

Perc

,  ,,,

rti

Vibraphone motor on 6

    .  



    

 


38

234 P Fl

 

‰

&  j p

f

Clarinette en si b onirico bisb sempre

m   ( ) 

 J 

P



3

 P

7 f espr

 



 p

3 4

 bisb Ÿ~~~~ Ÿ~~~~~ Ÿ~~~~ bisb sempre Ÿ~~~~ 3Ÿ~~~ Ÿ~~ Ÿ~~~~ Ÿ~~~   Ÿ~~~~~~~~  Ÿ~~~~~~~~         .       . 3 5 p π P p F 7 6                                     &             6 6   6 f Fπ 6 °                 .        .   .     &     f ƒ P                     &                  (1/2 °)

Ÿ~~~~ Ÿ~~~~ Ÿ~~~~ Ÿ~~~~ Ÿ~~~ 5 3   &     .   . π P p 

Cl en si b

Perc

3 4

op

Pr

3 4

té

rié

ã

s

de

3 4

iti

Ed

Pno

s on

43

an

ur D

d

Ph

---

ot

o oc

iridescente

  

bisb bisb Ÿ~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~   

Ÿ~~~~~~~~~~~~~~~     (  )

bisb

   

8

  

‰

 

DF 16387

À  ( )

Metal Chimes

 ,,,,, J,, p

    



    

Ped ad lib



loco

10:8

10:8

  

le

 

7:6

el

Ï

rti

  

pa

3 &4



e êm



  p

   

m



3

8

Pno



te

 Ÿ~~~~~~~~~~~~~~~~~~~~ 

f Chimes Glass lv  , , ,,,,,, 3 , Œ , , ,,,,,, &4 ,,,,, ƒ & 43

di

Perc

& 43

    

ƒ

tenero, flottant (h .) bisb

Cl en si b

r te

Ï

 

in

Ï

  

e

P Fl

    

pi

& 43

237

À

P

10:8

      

loco

π


39

238 P Fl

&

À    Ï 

Cl en si b

Perc

&

  



(h . )

 

  

Ï

 

À

   

ƒ





Ÿ~~~~~~~~~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~   bisb

bisb

( )

p

 

Ÿ~~~~~~~~~~~~

3



À

bisb

7:6

f Metal Chimes lv ,  ,,, , J ‰ , ,,,, & ,, ƒ

 





  

 π

8

    

Ed 10:8

Ï

    

loco 10:8

8







    



10:8

P

   

loco

an

ur D

(°)

s on

iti

&



s

Pno

de

&

  

té

rié

op

Pr

Ó

d --Ph

bisb

bisb

À

e êm

3

π

bisb Ÿ~~~~~~~~~~~~~   π

pa

7:6







      

 P

   

‰      ∏

     10:8

8



    

10:8

  

    

(°) DF 16387

le



el

rti

&

Ï



m

Pno





te

8

&

ff 

 



Ÿ~~~~~ Ÿ~~~~~~~~~~~~~  Ÿ~~~~~~~~~~~~~~~~~~~~~  bisb Ÿ~~~~~~~~     (  )  bisb



Glockenspiel lv sempre

 

ff 

di

&

ff 



r te

Perc

&

  

in

Cl en si b

(h .)

Ï

 

e

Ï

  

pi

&

   

o oc

P Fl

  

ot

239    

À

10:8

    


40

Àx

240  P Fl

&

&







 (  )



   (  )

   (  )





p

   (  )

Àx

   (  )

π

7

 



  

  



  

    π

op

    

rié

loco

    

té

&



Pr

F

 

F

    &

de

    

Ed

    

    

s on

iti

loco

     P

an

ur D

f (°)

10:8

10:8

s

10:8

Pno

&

 



p F

   (  )

lv sempre

Perc

 

p f

f

Cl en si b



d o oc

ot

Ph

--nervoso Ÿ~~~~~~~~~~~~~~~~~~ Ÿ~~~~~~ Ÿ~~~~~~~~~~~~~~~~~~~ Ÿ~~~~~~~  (  )   (   )  (   )  ( )  πP P π P

pi

Ÿ~~~~ nervoso Ÿ~~~~~~~~~~~~~~~~~ Ÿ~~~ 3 Ÿ~~~~~~~~~~~~~~~~~ ( ) &  (  ) (   )  (   )   (  )    

tenerissimo, nervoso

(h .)

te

7:6

(  )  )  )   ( (      ( )    (  )     (  )    (  )  P π lv sempre lv sempre 6  6                  &                              6 ∏ P P ∏ 7:6

e êm

( )  &   (  )  )     (          ( ) ( ) ( )      (  )         ∏ P

m



le

el

rti

pa

Perc

π

di

Cl en si b

π p

r te

P

 (h . )

in

P Fl

e

241

  &    Pno

&

F sempre

(°)

  

10:8

 

 

10:8

10:8

 

     

       

  



      



DF 16387

(°)

 

 

 

  



 

 

 




41

P Fl

 243 Ÿ~~~~~~~~

&   (  ) P (h .)

Cl en si b

Ÿ~~~~~~

&  (  )    (  ) P lv

Perc

Ÿ~~~~~ Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~  (  )   ≈   (  )  (   )  ≈ π p P π

&  

p

(  )

 

(  )

   ∏

(  )

lv 6   lv 6       ‰                    6 ∏ P ∏

‰

‰

6

 

p

3

 p



(  ) 42 2  4

  



  

      



s

de

   



iti

  

s on

  



   





 

 

2       4

an

ur D



 

42

   

Ed

(°)

té

F)

(

rié

&

 

7:6

op

 &    Pno

( )   (  ) ‰ (  ) (  )    (  )   (  )           ∏ P

Pr

P

6

(h .)

7:6

Ÿ~~~~~~~ 2 4  (  ) p

d o oc

ot

Ph

--e

pi in

te

di

e êm

m

P Fl

r te

Ÿ~~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Ÿ ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ 2 & 4   (  )  (  )   (  )  πP P  3 À 2 j ( ) ‰ ‰ Œ Œ & 4  (  )      ˜ P P π P π lv

245

le

el

rti

pa

Cl en si b

6

2  & 4        I π P  & 42          6

Perc

Pno

& 42

(°)

   

lv

6

        Œ  P π         

lv

  



   

DF 16387

     ≈ Œ P π         

  



   

  




42

Cl en si b

&

∑

∑

∑

∑

∑

∑

lv

3

lv

Œ

&      I P π

té



 I π

  

3

s on

 

  



3

3

 

˜

Œ

lv

  



iti

Ed  

≈    i p

Œ

s

de

  

   

 

 

3

 

3

 

  

 

an

ur D

(°)

  

rié

&

op

 &      (F )

  P

Pr

Pno

prendre la Clarinette basse

ã Perc

À

P Fl

rall poco a poco

(Ÿ) ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ &  (  )  π P

248

d o oc

ot

Ph

---

(rall poco a poco)

(q = 36)

∑

∑

Cl en si b

&

∑

∑

&

∑

∑

Œ

43

∑

e

P Fl

&

prendre la Grande Flûte

m

pi

251

in te

di

r te e êm

∑

?

3 4

rti

pa

Pno

j  

 3

&

3

(°)

  

     

 

3

 J

3 3

3

 J

3

  

?

DF 16387

3

j 



43



3 3

3

 J

 π

   

43

arco

le

 &  

ã

el

Perc

Tam-tam

&

P

3

    J

3

 J

?

3 4 

∏


43

3 &4

254 Fl

Presque flottant q = 72 sub

∑

∑

∏

Clarinette basse smorz irregolare

5 &b œœ œ A 5 &œ b œ A 5 & b œœ œ A multiphoniques flz strident natural

Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~  . (  )

Flûte

m   

Cl b

?3 4 æ .

π sempre

ã 43  I  f lv

Perc

Œ

pP

Œ

Œ

 π

3

 i

lv

p

f

rié

op

Pr

Œ

æ. π

À 3x @ @    P

Œ

Œ

6 6  6                & 43                               π p ∏ p              ? 43                        (°)

té

espr

tenerissimo, volando

s

de

s on

iti

Ed

Pno

an

ur D

d

o oc

ot

Ph

---

e

pi

quasi sifflant      . Ÿ~~~~~~~ Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~      257 ~~~~~~~~~~~~~~~~~~~~~~~~~~~   (  )      (  ) .  J J ≈ &  . (  ) F π P

in

r te

p

te

di

Fl

Àx Ÿ~~~~~~~~~~~~~~~~~~~~ j    æ (   ) p F

‰

6

6

j  p

le

6

el

rti

pa (T-tam) gratter perpendiculairement avec des maillets de bois

∑

ã 6

Pno

 π

3

espr

Perc

e êm

P



m

Cl b

?



m 

j I  f

‰

lv



 6

6

                                  &        π P p F                ?           (°) DF 16387


44

bisb Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ .

 ˜ .

quasi sifflant

259 Fl

&

p

F

smorz irregolare high strident natural multiphonics

Cl b

Perc

? Œ

3





flz

p

π

P ∑

     

 

F

s 

 

 

6

6

                   p f ?               

&

an

ur D





    

s on

iti

(°)

Ed

 



6



6

de

?

p

6

té

Pno

rié

&

  

6

 @ P

∑

op

Pr

ã

@

æ

d p

in te

di

r te

 smorz irregolare

p

e

f

Ÿ~~~~~~~~~~~~~~~  (  )

Œ

pi

&

Ÿ~~~~~~~~~~  ( ) J Œ f

o oc

Fl

Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~         . (  )

ot

261

Ph

---

     

æ. p

F

6  &    

Pno

ff sub

?  

(°)

∑

lv





6

I  ƒ



 

6

           P           

  f 

DF 16387



&

6 6

        

F espr   

le

‰

el

j  p

rti

(T-tam) gratter avec des maillets de bois

∑

pa

ã

flz

e êm

Perc

m

Cl b

?

ƒ

6



 ?       

     

&

P

   


45

~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~   ( )  (  )        &   



263 Fl

f

Perc

∑

‰  f

Pr

6

m 

 J π

scrape

∑

ã

Cl b

?

P

f

smorz



‰

6

 f

P

de

         

s

f

F









  



s on

iti

Ed



?

 

6



     



?

ƒ

d Ph

--o oc

ot

bisb Ÿ~~~~~~ Ÿ~~~~~  .        ( )         265  ´  ´ ́ ^        ´ ́ ´ ^        ®   2   J      ≈   ®   &4 ÿ ÿÿÿÿ 5 6 6 5 6 sec ƒ Ï ç f f Ï ç sec ƒ ç sec

e

pi

in

 

 



DF 16387

f

F ∑

le

(°)

 

6

           Ï ƒ           

5

el

? 42      

F

∑

‰

  m        j 

rti

         ?2 4   ƒ ƒ

6

flz

pa

∑

  @   ff

À !  !  !  

e êm

F

6

Pno

     ® 

m

2 ã 4

te

Perc

strid

di

r te

Cl b

flz ? 2 ≈ ≈    4     æ  7  fff P

À

6

6

 



          Ï ƒ 3            

42 2 4

an

Fl

42 2 4

ur D

(°)

té

&

f espr  

strid

 I ƒ



rié

op

Pno

 !  !  ! @  ff 5

À

lv

3

6    6                 &            6

3

flz

2 4



ƒ

7

3

 P

    

    3

  


46

  j          ! ! ! ! & ! ! ! ! ! ! 6 f Ï flz

Cl b

Perc

?

j 

5

 

æ

Ï

  

      flz    ! ! ! ≈   

ÿ ÿ ÿÿ ÿ ÿ ç sec

F

∑

∑

?

 Ÿ~~~~~~~~~~~~~~~~À flz j ≈ @. (  ) Ï Timbales

Œ

≈

rié

op    

té 3

3

s on

     

  

        

3

6

≈

   

3

3

     

d

  

≈

 . P

  ? 

      f           

     

   

.  gliss v P f

6

&

Ï

3

an

       (°)

ur D

  

   

  

            6 Ï f

iti

ƒ

s

?

6

de

Pno

Ï

Ed

         ? 

6

 !

  ! !

6

 7 À À flz strid ! ! !       ! port     ! ! ! ! ! ! ! ! ! !        @J æ                 3 Ï ÏF Ï F flz

Pr

ã

æ

Fl

268

  

Ï

&

3

     

f

3

     

3

3

     

    

  

DF 16387

3

     

æ

le

Ï

el

  &       f 3  ?                 (°)

 . . . æ  v p fP Ï F     

   

    

 

‰

ƒ

! 

rti

  ?  

Œ

      çP

6

pa

 .  gliss  . ‰ . v P Ï F

5

!! ! !!       flz

6

e êm

? Œ

     ( )     Ï F

!  ! !

m

F

@ 

flz

5

∑

te

? Œ

Œ

di

           

6

Pno

ÿ ÿ ÿ ÿ ÿ

r te

Perc



in

Cl b

Ï sec

6

 

e

6

pi

Fl

 

flz

o oc

ot

Ph

--     ! ! ! ! æ

271             ! ! ! &

gliss

   

& 3

    

gliss

      

    

3

3

     

   

      3

    


47

274 Fl

∑

∑

&

À 9  ! !  ! !  ! ! ! ! ! @ (  )      

?           ! !  ! !  ! !  ! !  flz

Cl b

Perc

@  (  ) Î

 æ

gliss

Ï

& 3

  

  

  

  

s on

  

  

  

  

3

     

   

an

ur D

 

3

3

  

     

      

   

3

3

iti

    (°)

3

Ed

?

3

     

      

  

s

Pno

    

de

     

té

rié

op

Pr

? æ 

stridentissimo

d flz

3

flz

≈  .  f

@  Ï

f

3

   

3

    

3

     

 . 

  ?  3

3

  

≈  .  f

∑

.   j   &  

  ? 

3

ã

le

.   j  &    

f

3

el

∑   ? 

 ≈

flz

3

.

rti

    

3

pa

3

j  &  

@  Ï

Ï

e êm

.  

≈  .

f

3

m

 Ï

Ï



 ≈

te

      (°)

flz

f

≈

.

di

j   ?   &    Ï f3

3



r te

ç

Ï

. @ ≈   f Ï

@

Œ

v

?

f

3

.

in

Pno

?  r  ‰.

Ï

e

Perc

3

  ≈  .



pi

  ≈  . f

@  F Ï

 ≈  .

flz



o oc

? @   sfffz

3

ot

Ph

---

 ≈  . 3 f

flz

Cl b



.  ≈   & F Ï sfffz 3

276 Fl



   

DF 16387

3

  

  .

&

 . j     &  

j        ?   3

     

3

  

  .

.    

  ?  3

     

3

  

 . 

&


48

 Fl

Cl b

Ï

3

strid flz

@

?

3

 Ï Œ

rié

.     

.

æ p

 ç Î

j  I ƒ

Ed

ƒfff

iti

s on



flz

ç

flz

sfffz sec (Î)

.

 ≈

  @ ç

  ≈ .

@

3

strid flz

strid flz

  @ sfffz

3

Œ

3

3

Œ

3

3

3

   



flz

≈



@

ç

3

strid flz

  @ ç



≈

 3

Petit Tam-tam

 æ p

j              . 

d

  

      3

3

3

3

  . 

.

 ≈

j j                 ‰                  .  

   



  ≈ .

@

an

     

ur D

    .  

  

&

o oc

ot

Ph

---

      (°)

‰

strepitoso 3

     .  

 .

≈



j .                   3

j       . &     3

  .

@

3

lv

s

?

  

3

strid flz

ƒ

≈ .



@ ç Î

ƒ

3

de

3



flz

.

≈



  @ Ï

té

Pno

f

Tam-tam

j       ? &  3

3

strid flz

op

ã

Ï

 .

≈



f

≈



@

Pr

Perc

&

≈

279

.



Monstrueux

flz

pi e

q = 72

prendre la Clarinette en si b

  ÿ ÿ .

 .

∑     

    

   ÿ ÿ ÿ ÿ

  ÿ

?

́

́

́

3

  

     

́

3

&

DF 16387



&

∑

3

ç

∑

le

(°)

 ÿ

el

.

 .

rti

&

´    

3

3

∑

˜

ç  .  ‰ Œ ã R Ï ç ç j j ´ ´  .   ´ ´ ´ .          &                3 3 Îf

energico

pa

?

e êm

Pno

ç 

m

Perc

Œ

te

Cl b

&

di

Fl

r te

282

Àx

in

^ ´ ´ ˜ ˜ ´ ˜    ‰

À   Ÿ ~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~      ( )     ( )   3 3 f 3 P F ÏF

 ÿ

́ ́

́

  ÿ ÿ

3

?

 

 

F sub

́ 3

3

3

 ÿ

́

3

&

ÿ

 ÿ

 ÿ

 ÿ


P

∑

&

´ ´ ´   

&

´ ´ ´   

3

∑

´ ´  

3

op

 ff

´ 

´ 

  ÿ ÿ

P

f

Clarinette en si b

´ ´  

 .   

3

3

té

rié

&     ÿ ÿ ÿ ÿ (°)

9

3

3

Pr

3

Pno

10

Ÿ~     .  

 ÿ

  ÿ ÿ

 ÿ

    .   

      .

s

de

 ÿ ÿ

f

5

f

f

bisb bisb Ÿ~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ .  J p ç ç   ´ ´ ´ ´ .                            

Ï

3

            

Cl en si b

&

Ÿ~~~~~~~~~~~~~    ( )  ≈     

bisb Ÿ~~~~~~~ .  

bisb

Fl

285 (Ÿ) ~~~~~~~~~~~   ( )

49

3

Ï

3

  ÿ ÿ f sub

    .

3

3

 ÿ

 ÿ f sub

   .

    .

   

s on

iti

Ed an

ur D d

   



∑

p

  . 

    .

 ÿ f sub

3

 ÿ

 ÿ

3

?

j         

3 3

      ÿ ÿ ÿ ÿ ÿ ÿ DF 16387

∑

´ ´ ´ ´   &   

P sub 3

3

?

le

 ÿ

Ï

f

( )

3

´ ´ ´ ´ ´ ´      

el

&  ÿ f sub (°)

3

´ 

∑

3

  strepitoso   Î

&

ÿ

3 3

ÿ ÿ ÿ

À ‰

3

rti

Ï

3

ç  ´ .               

À j  f espr

pa

Pno

´ 

e êm

ç     ´ &     

.

∑

∑

ã

m

Perc

∑

te

À bisb m 3 Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~~~~~~   ≈   &    F P f P bisb

Cl en si b

∑

di

f

     

r te

f

 

in

f

e

À

pi

o oc

ot

Ph

---

Fl

À  288     & f f

p &

´ ´ ´ ´  ´ ´     3 3

3 3

    ÿ ÿ ÿ ÿ ÿ ÿ


50

X

̃

Fl

Cl en si b

& &

p

quasi bisb Ÿ~~~~~~~~~~~~~~~~~~~ Ÿ~~~~~~~~ j . (   )  (  ) F p

 lv i        ‰ Œ &     ƒ P °  i        iiI    ´ ´ ´    ´ I &     Îf sub  F 3 ƒ F

Vibraphone

Perc

té

rié

op

Pr

s

de

         ‰  ƒP

æ ß

   iiI    I J

3

‰

Œ

  ´ ´         3 3

3

        ÿ ÿ ÿ  ÿ ÿ v ƒ F

À xflz 5 ! !       ƒ

Ÿ~~~~~~~~~~~~~~~~~~~~~  (  ) p

ji    I J F

3

3

 i    iI ÿ ÿ   Îf sub F

F

3

3 3

  

lv

 ´ ´ ´   

´ ´ ´ ´ ´ ´       

3

Œ

∑

an

ur D

     ÿ ÿ ÿ  ÿ 

Œ

s on

^

´      

ÿ

  ÿ ÿ  ÿ     ƒ F ƒ F

  v   Ï f

d

(°)

3

flz

 À Ÿ~~~~~~~~~~ Ÿ~~~~~~~~ Ÿ~~~~~~~~ Ÿ~~~~~~~~~  (  )  (  )  (  )  (  ) F p

iti

   &    iii I

Ed

Pno

 m     5 f ƒ espr  P 

292

À m ̃   .   .  . 

˜

y

quasi sifflant non vib

ot

Ph

---

in

te

di

r te

&

e

Fl

pi

296

o oc

 À Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~   (  )   ´ Ÿ~~~~~~~~~~~~~   ́     ´ ´ ( ´) ´      ) (  ́  ́        ®     3 3 3 3 F ƒ F ƒ sec5  ff F

À Ÿ~~~~~~~~~~~~~ flz 3 33 3 Ÿ~~~~~~~~~~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~ Ÿ~~~~~~~~ j j      ! ! !! . (   )  (   ) .    &      ( )     f ƒ F ƒ  lv  i     ( )        ‰ )    ( ( ) Œ ∑ ) &   I ( ) (             ( ) ƒ P fp f (°) °   ´  ^ ´     ´   ^ ´ ´ ´ ´ ´   ´ ´    ´ ´    iiI ^     iiII   ´ I                 J        & 

e êm

m

Cl en si b

le

el

rti

pa

Perc

3

Pno

&    iiiI   ÿ  Îf sub (°)

3

3

3

3

                iiiI  ÿ ÿ ÿ ÿ ÿ ÿ  ÿ  ÿ  v f Îf sub f ƒ f DF 16387

   ƒ

 ÿ f

 

v

 ÿ

  

     ÿ 

v

v



Ï


À ^˜ ˜´ ˜´   

Perc

‰

   ç3 À flz

&

Œ

‰

! !   . ç ilv   &    I (°) ƒ vibrant j     i  ´ &   

∑

Œ

fƒ disperato  Àquasi 9 bisb Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~     (  )            F ƒ lv        i ‰ Œ    I  F Ï f

∑

∑

rié

op

Pr ´ 

de

3

´ i 

´  3

    I   J ÿ Îff sub

  I       ÿ ÿ ÿ ÿ ÿ ÿ ÿ f

 ÿ

´ 

3

3

an

ur D

d

F teso

 ÿ

´ 

´ 

3

s on

 ÿ

3

3

3

3

iti

&       J I ÿ Îff (°)

3

3

Ed

Pno

     

s 3

3

33

 j      i   

i ´ ´ ´ ´ ´ ´

´ ´  

té

´ 

3

Cl en si b

&

À bisb Ÿ~~~~~~~ j                  9 

299 Fl

51

 ÿ

 ÿ

 ÿ

F teso

I ÿ

el

´ 

i ´

3 3

ÿ

ÿ

  v ƒ

3 3

ÿ I F

ÿ

∑

ç  ´  ^    

3

3

 

´ 

2 Wooden Plates

ã

ÿ ÿ   ÿ  v ÏF DF 16387

3 3

‰

 F

i . . . . . . i         3

3

ã

le

ÿ

´  

( ˜ ) æ 

rti

3

∑

3 (  ˜ ) (( ˜ )) æ æ  P

flz

pa

Œ

e êm

≈‰ ∑

´ 

natural strident multiphonics

m

´ 

 

& ÿ (°)

3

∑

te

ÿ

3

∑

&

smorz irregolare

di

7

ƒ

 & 

j  v ç sec

∑

prendre la Petite Flûte

r te

ç sec

6

Œ

in

  

~~~~~~~~~~~~~~~             &

(°)

Pno



≈‰

e

Perc

ß

́ ́

Agitato (q = 72)

pi

Cl en si b

&

o oc

Fl

Ÿ~~~~~~~~~~~~~   (  )      .

ot

Ph

---

302

^˜ ˜´ ˜´   

À

̄

‰



3

3

̄

3

    . .      3

3 3

         I. . . . . . I . p sub F

 .

3

 .

 .

 .

 .


52

˜

 Petite Flûte 306 P Fl

∑

&

∑

multiphoniques

Cl en si b

Perc

& æ 

æ  ‰



̄

‰



̄

(  ) ( ) æ

3



té

       . 3

  .

  .

    

 . 

3

  .



 .



   

 .





ff3 

∑

3

  

.

Ï





Ï

3

   

  

  

  Ï

3

   





Ï

3

  

 

  

DF 16387

 

.







3

    

  

  

  

3

3

3

 .

.

  

3



le



Œ

el

3

pa

.  .     

 f 

rti

e êm

m



Œ ˜

∑

te

À

di

ƒ (°)

3

.

3

r te

 .    .

 . 

 .

in

  



e

3

 3



Sifflet suraigu

3

&

f

3

 .   

Pno

j 

p





‰

̄

pi

Ÿ~~~~~~~~~~~~   

3

.    & 

 .  .

.

∑

ƒ



 

 

bisb

̄



o oc

ã

  .

 

ff 

  

F

ot

f

ƒ

3

Ph

 j 

   .

      

3

. 

 

---

̃

 .



d

ã Perc

 .

̃ m .

& &

 .

f



an

Cl en si b

 .

3

ur D

P Fl

 .

3

j 

3

s on

 &   . (°)

3

 .

3

iti

Pno

309

Ed

3



3

  

 

s

de

 .

 

( ˜ )

‰



3

rié   & 

æ

‰

̄

3

op

3

( ˜ )

æ  P

æ F

Pr

ã

3

F teso

smorz irregolare

  

3

 

   

Ï

.





3

    

  

3 3

     

3

  


53

Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~    bisb

312 P Fl

∑

&

fƒ scintillante strident multiphonics ˜  ˜   ˜        æ æ æ 3 fƒ stridente

 ˜   æ

flz



.

3

de    

  

 

    

 J

 æ

 æ

5

v

ƒ teso ç sec ˜

3

 

 

3

  

  

3 3

  

  

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

Î

6

    

3 3

le

    

 Ï F                          

   

Î

6

  

 

3 3

            

DF 16387

p

el

  

 F             

6

strident multiphonic 5th Harmonic

rti

6

 

3

pa

F

     

 æ Ï

( ˜ )      Œ ÿ ÿ v ÿ ÿ Àx

e êm

             

m

∑

∑

ç

te

di

Œ

3



r te

‰

 Ï

ÏF

flz

in

j  

(°)

3

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

      

e

&

    

3

3

pi

F sub

3

    &  Pno

j 

o oc

ã

 

  

3

ot

ã

3

 

Ph

Perc

&

3

---

Cl en si b

&

        

d

~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ ,   

315 P Fl

fƒ poss    

    

   

an

(°)

  

ffƒ scintillante 3        

3

        

   . <

3

ur D

 

3

 ˜   æ

3

3

s on

   

 

iti

Ed 3

3

 

s

   

 Ï 3       . <  Ï Ï              

3

3

Pno



té

F      

& &

.



rié

ã



op

 F 

ã

Pr

Perc

∑

&

Cl en si b

 ˜   æ

6

  

  3

3

     

6

 

      .

3

3 Î              

.

  .

F

3

        


54

318 P Fl

Cl en si b

∑

∑

∑

 À quasi bisb Ÿ~~~~~~~~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~  (  )   (  )  ( )  ( )  ( )   (  ) & F P 3

3

 ã   f

  .  P

‰

op

Perc

&

prendre la Flûte

  f

. 

. 

. 

. 

 . 

Pr rié . 

té

s

Ed

3

3

Pno

iti

3

&

. 

de

 . & 

3

s on

   .     .    .    .    .    .  (°)

  P

 PF

P

. 

. 

. 

p . 

. 

3

. 

. 

. 

. 

3

3 3

π . .   3 3

3

3

   .    .    .    .  . .

an

ur D

   .     .    .    .    .    . 

d o oc

ot

Ph

--e

pi

&

p À

(°)

.

.

.

.

.

. 

.

.

. . . . . . . . . . . .            

3

3

.

penetrante ma leggero

3

3

.

. 

.

3

3

&

˜

.

3

le

. 

.

el

.

3

Pno

rti

. 

.

∑

Œ

 

p

pa

. &

e êm

bisb Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ nv &  p

 ã  F

m

Perc

∑

te

Cl en si b

di

Fl

r te

321

in

Flûte non vib

.

. DF 16387

.

 .

.

?

3 P sempre 3

3

3

3

3

3

3

            . . . . . . . . . . . .


55

324 Fl

Cl en si b

Perc

&

̃

Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Ÿ~~~~~~~~~~~~~~~~~~~~~~~~  ˜ (  ) ̃  ˜ (  )

̃

π

P

Œ

&

∑

∑

ã

∑

prendre la Clarinette basse

Œ

?

Timbales

æ π

té

rié

op

Pr

3

3

de

3

3

. 

. 

. 

. 

3

. 

 . 

. 

3

. 

. 

. 

.    

 

 

 

gliss

 

3

3

3

3

3

3

3

3

 

poco a poco

3

3

3

s on

iti

Ed

3

 @J

 æ

gliss

3 3 ?  . . .                      . . . . . . . . . . . . . . .  .  .  .  .  .  .  (°) 3

s

Pno

3

3

j  @

II

I

. . . . . . . . . . . . . . .  . . . .                 &  3

?

        .  .  .  .  .  .    

  

  

  

  

  

an

ur D

d e in

∑

te

gliss

     

     

  

     

  

le



el



rti

     (°)

II

I

gliss

        

pa

II

I



∑

e êm

m

?

di

r te

Pno

pi

&

o oc

Perc

?

?

̃

̃

 ˜

ot

Cl en si b

Ph

---

Fl

~~~~~~~~~~~~~~~~ ˜ ˜    (  ) 327 ̃  ( ) &

flz Ÿ~~~~~~~~~~~~~    (  )    ( ) @ @

      ^. ^. ^. ^. ^. ^.                              

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

  

       

  

  

  

  

  

  

  

   DF 16387

    

  

  

  

  

       v.

  v.

      v. v.

  v.

  v.


56 Quasi attacca ,

flz sempre

  & @

329 Fl

Cl en si b

Perc

?

3

3

  ( )

^ ´ ´ .       

´  

té

rié

op

´  

3

3

´  

´  

! ! ! @     

3

 ( )

I

   ( )

gliss

´ ´ ´ ´ ´ ´ ´ ´             

´  

´  

3

3

3

3

3

3

3

3

  ÿ

  ÿ

  ÿ

  ÿ

  ÿ

  ÿ

  ÿ

(accel rubato)

                  ÿ ÿ ÿ ÿ ÿ ÿ ÿ ÿ

∑

Î strepitoso

´  

´  

´  

Îf possibile 3

  ÿ

Ó

´  ,     ? 4         4

3

  ÿ

Ó

44 r  ‰. Œ    v sfffz

gliss

  ÿ

  ÿ

  ÿ

3

f vigoroso

3

3

3

3 4     4         3

3

°

3

1/2

an

ur D

       v. ÿ

s on

  v.

3

iti

   .  v

Ed

?

4 4

          44 r ‰ . Œ  ! ! ! ! ! ! ! ! ! ! !  v sfffz Î possibile

3

s

3

de

3

´  

6

Presto sub q = 176

stridentiss

(  )

gliss

Pr

^ . 

Î possibile

6

! ! ! ! ! ! ! ! 3  ! ! !       f 

I

^.      

           ! ! ! ! ! ! ! ! ! ! ! !

strid

flz

‰

gliss

Pno

3

Clarinette basse

?

&

         ! ! ! ! ! ! ! ! !

d o oc

ot

Ph

--r . . ‰ f

Caisse claire

Œ

. .  Œ  P f

Ó

  æ f

Ó ƒ

3

Œ

‰. Œ

r  ‰. Œ v ç

r ‰.  . f

slap

el

Snare OFF

 ‰ Œ @J f

r ‰. Œ  v ç slap

. R ‰. f

rti

  ã

 R ç

le

Œ

Œ

Ó

pa

∑

 ‰. Œ R ç

e êm

?

Œ

Œ

r ‰.  v ç slap

Snare ON

Œ

m

∑

‰.

te

?

 R ç

di

Perc

∑

r te

Cl en si b

&

. ‰ . R f

y

in

Fl



˜

e

332

pi

^˜

^ ˜

y

y

 æ Ï

Œ

Ó

                                               ?       3

Pno

?

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3 3                                                      3 3 3 3 (1/2 °) 3 3

3

3

3

DF 16387

3

3


57

˜  ^ ´ ´

^˜

y

336 Fl

&    ‰ Œ ç sec slap ? r ‰.  v sfffz sec

Ó

Cl en si b

 i (susp) Vibraslap

Perc

ã

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

té

rié 3

3

 æ Ï

Œ

 . ‰ R ƒ

Œ

Œ



Vibraslap

ƒ

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

 

3

3

3

s

s on

iti

Ed

3

3

3

3



3

              

3                    3 3 (1/2 °) 3

Œ

3

3

cresc poco a poco

3

? 

3

3

3

de

3

r ‰.  v ç slap

^  . ‰ f p

Œ

3

P

r  . ‰ . f

Œ

op

Pno



r ‰.  v ç slap

j . . .  ‰ F ƒ

Ó

π

Caisse claire

Pr

?

ƒ

 ‰. R ç

    . r . ‰  ≈  ≈  . ≈   R ‰ .  3 P f F 

 ˜



Œ

3

3

3

3

&

 



an

ur D

d ot

Ph

--∑

Ó

le

Œ

el

rti

pa

3

 æ Ï

Ó

e êm

3

slap

^´ ´    ‰  ‰ Ó @J 3  Ï ç

p

m

3



Ï

Ó

te

Pno

Œ

 æ p



j ‰ Œ 

di

&

  

  



r te

ã

Ó

Œ

ß^ slap slap ^   slap         r ‰ . Œ        v  v ÏF sfffz Ï ç

Caisse claire

 æ ƒ

in

slap ? slap . ‰ ‰ r j r ‰.   . v ç f sfffz

Jet Whistle

e

Perc

ƒ

bisb Ÿ~~~~~~~~~~~~~~~~~~~~ Ÿ ~~~~~~  ˜ . thin sound bisb

pi

Cl en si b

&

o oc

^˜ ̃ ´ ́     ´ ´ ́ ´ ‰. Œ     3 R 3 ç sec f

˜ 339   Fl

À

∑

        8                                 3

3

3

3

3

(cresc poco a poco)

3

3

3

3

3

3

3

3

3                                        &          3 3 3 3 3 3 3 3 3 3 3 3 (1/2 °) 3

3

3

DF 16387


58

(Ÿ) ~~~~~~~~~~~~~~~~~~ smorzy irregolare sub 343 

˜ 

thin sound

Fl

Cl en si b

Perc

&

flz

@  @

F ƒ poss

? Œ

r ‰.  v ç

㠌

 ‰ J Ï

j ‰ @

@  @

Ó

de

3

s

3

3

3

3

3

                                 3

3

3

3

3

3

3

3

3

      

3

3

3

an

ur D

(1/2 °)

s on

3

3

    

iti

3

Œ ˜

           

Ed

&

  . . . æ v ƒ f

té

3

Ó

Caisse claire

rié 3

Œ

slap

op

Pr 3

p

r ‰.  v ç ( fff )

Œ

slap 3

(cresc poco a poco)

Pno

Œ

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

(8)

&

Ó

r ‰. ≈  ≈ v   ÿ ÿ ÿ  ÿ vsffz P sub ƒ ƒ Vibraslap  i Ó Ï

Ó

slap

Œ

 ˜

d Ph

--o oc

ot

bisb Ÿ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ ˜ smorz irregolare  ̃ ̃ sub y 346 flz R . ‰  æ & æ Ï ƒ poss

pi

 æ

e

in

Fl

di

r te

ƒ

(8)

& Pno

&

               3

3

3

3

               (1/2 °) 3

3

3

3

P

Ï

 i

Vibraslap

Œ

le

Œ

 æ

   æ  

el

Œ

 i

Vibraslap

smorz irregolare strid, grido flz

pa

j ‰ @  f

Œ

strid

e êm

Perc

 ã æ Ï

Œ

slap

m

Cl en si b

Ÿ~~ ?  @j(  ) ‰  Ï

slap  slap slap                 . r ‰         v v v sfffz P f ç ç ƒ ( fff ) ( fff ) Caisse claire 3   Œ Ó  . . æ æ  Ï f Ï smorz irregolare

flz

rti

te

flz

Ï

                                      Ï poss fino alla fine                                    3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

3

DF 16387


59

  ´ ´   ≈ Œ ! & ç sec

349 Fl

Ó

 slap

Cl en si b

Perc

?

 



 v SfZ( fff ) F sub

Œ

slap flz

flz

  æ Ï

Œ

ã

æ



æ

ƒ poss

grido

slap

Œ

Œ

Ó

3

slap

flz grido

       æ

 v sfffz F

 i

Vibraslap

Œ

´ ‰ Œ

Œ

Ï

  

Caisse claire

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Œ

‰

j @ ƒ

flz

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3

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op

Pr

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ç

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Œ

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3

æ

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flz

           flz     æ @J ‰ æ ç ç Ï ç Ï

Caisse claire

                                                   

(8)

té

rié

 

3

3

3

s

3

de

&

3

3

3

3

3

3

3

                  3 3  3 3                 ?       &             3 3 3 3 3 3 3 3 (1/2 °) 3

s on

iti

Ed

Pno

 

y smorz irregolare

an

ur D

d Ph

---

(1/2 °)

3

Œ

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Œ

3 3 ?              3

 

       3      3 3



3

3

    (1/2 °) DF 16387

2 4

r ‰. Œ  ç sec

^ ‰ . . .  42 Œ F ƒ 6

Œ

 @ ‰ 3 ç

r ‰. Œ  v ç sec

slap

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pa

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

flz

e êm

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        ‰ Œ J 

m

ã

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42 æ

æ  (  )

di

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flz

r te

grido

 æ.

´ ≈ Œ

in

æ

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& Œ

y

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flz

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352

 

o oc

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À Ÿ~~~~~~~~~~~~~~~~~~~ 

ot

Œ

 ‰ @J Ï

3 3        3 3 3 2          4           3   3 3 3 2      4                  8   (3/4 °) 3

3

3

3

3


60

 356 Fl

Cl en si b

? slap r ‰.  v sfffz Œ

r ‰.  v sfffz

Œ

R sfffz

Œ



 ‰ @ 3 ç

r ‰.  v sfffz

Œ

slap

^  ‰.



 ‰ @ 3 ç

Œ

p

3

3

    

 

3

  Ï

3

3

           

     

 

     3/4 °

o oc

ot

Ph

--e

pi in te

di

r te e êm

m le

el

rti

pa

Graveur: notengrafik berlin www.notengrafik.com

DF 16387

U ∑

3 3

3

 U ∑

,           

3

d

       



an

        (8) (3/4 °)

    

      

3

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U ∑

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Grand Tam-tam

U ∑

 ‰ , @ 3 ç

r ‰.  v sfffz

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∑

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slap

∑

op

ã

Œ

 ‰ @ 3 ç

Pr

Perc

& Œ



U ∑ sec


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