Azalea Garden

Page 1

for the Sinfonietta of the National Youth Orchestra of Great Britain

Score in C

Flute

 

Clarinet in Bb

Horn in F

 

NICHOLAS MARTIN

for Chamber Ensemble

q = 76c.

 

  

pp





 

ppp

3

mp



mp

  

 

 

 

  

Percussion II (Glockenspiel)

Harp

p

 mp

 





  

 

  

mp

   

  

pp

mp

 

 p

 

   

3

sf in p

 

arco

 

      p

sfz

p

  

p

    3

sul pont.

   p



mf





 



sfz

 

3

mp

mf

 sf

sfz

   



sfp

 

p

q = 76c.

mf

Db Cb Bb Eb Fb Gb Ab

 

   mf 

pp

mf

Double Bass



pizz.

Violoncello

 

mf

 Violin I 

Viola

 

Violin II

 



Trumpet in Bb

Percussion I (Vibraphone)



3

Harmon mute (stem out)

Trombone



mf

3

pp



fp

 

   

3

p

 

3

mp

Oboe

Bassoon

Azalea Garden

  

sfz

 

3




2

  Fl. 

3

4

  

A



 

sf

Cl.

Bsn.

Hn.

Perc. I

Perc. II

Hp.

Vln. I

Vln. II

f



 

 

  

 

   

3

  

f



 

  sffz

p

   pp



pizz.

mp



p

  

 

   

mp

sfz

 

sfz

sfz

   

f

cresc.

     

  

f

 

 f 

f

 

 

 

ff

sffz

sffz arco

  



 

sul pont.

f

 

 pizz.

3

  3        

  

f

 

sf

  sfz

p

  

   

sf



      

3

 

sf

A



ord.



 

    

sfz

 

 

 

f

 

mf

3

f

 

  

  

p

mp

 

    

 

 

 

sfz

3

  

3  

 

 

    

3



   

  

  

f 3

 



3

f



3

mf

Db.

f

  



 

sfz

3

Vc.

mf

pp

  

f



      

 



f

sfp

Vla.

Tpt.

Tbn.

   

f espress.

 

Ob.



mf

   

sffz

 

sfz

 


8

Ob.

Cl.

 

 

3





3

  

  

mp







fp





      

 

3

ff

3

3

 Hn. 

    

  

Tbn.

Perc. I

Perc. II

 



Hp.

Vln. II

Vla.

 

p

f

    



  

mf



 



   

 

Db.





3



sfz

    

 



p



   



        

   

3

mp

sfz

   





 

 

mf

        

sul pont.

 

sfz

 

  sfz

  

 

ord.

 

sffz

ord.



 arco

sfz

 

f

   

     

sul pont.

 

 

pizz.

ord.

3

3

mp

 

sul pont.

sfp

Vc.

3

  

 

 

ff

sfz

pp

f

 

mp

 

p

  

 Vln. I 

    

 

Harmon mute (stem out)

sffz

3

 

sff

ord.

mp ord.

  



Tpt.



pp

3

espress.

Bsn.

ff

      



fp

p



3



 Fl. 

  

 

ff

3

 f



dolce

 

 

 3       II III f

 


4

 Fl.  11

Ob.

Cl.

Bsn.

Hn.

 3

   

      3

3

3

 

Tbn.

pp

Perc. I

Perc. II

 

    

 

 mf

  

   

ff

Db.

    ff

 

pp

mp

 

f



3

 

3

pp

3

  

 

I

arco

   3

II

 

     

 

ppp

ppp

mp

3

   

   

p

3

sfz



3    



 3  



p

sfz

f

   

f

3

Vc.



Vla.

3

dim.

mp

 Vln. I  

Vln. II

3

  

   

pp

sf

 

Hp.

 



sf

Tpt.

 pp

f

  

sfz







  

3



  





 

  p

sfz

p

sfz

 3

 sfz


B

 

        Fl.   14

5

mf

Cl.

f

   

Ob.



 

Hn.

3

f

 

3



 

3

  

 

3

f

 

  fp

sfz

 

f

 sfpp

      

5

  

3

p

Tpt.



f

 

mf



3

p

Bsn.



3

3

mf

 

 

pp

3

 

 

3

 

p

 

Cantabile

 p



sfz



 sfz

Tbn.

Perc. I

   

Perc. II

3





mp

f

mp





Db.

 



  3





 

3

sfz



pizz.

3

ord.

 

 

 

  





gliss.

 

sfz

sfz 3

 

sfz

 

pizz.

mf

 

sfz sul pont.

mp

   

mp

sfz

f

 

   

  

gliss. 3

f

dolce



f

Vc.

mf

 

 

3

3

B  Vln. I   

Vla.

   

Vln. II



Hp.

f



 

 

 

mp

sfz

   f



 


6

   17

Fl.



pp

Ob.

mp

      3

 

 

 3

mp

Bsn.

Hn.

Perc. I

Perc. II

Hp.

 

Db.

pp

 

  

3

mf







3

3

 

     3

mf

   

 

3

ppp

  



mf

 

mp

 

 

mf



  

  

  

     

3

3

 

arco

 

  

   3

  



  

 

mf

mp

 

 

  pp

ord.

   mf

p

 mp

 

     f

 

mf

   

  



3



p

 

mf

 

mf

3

p

    

sfz

3



pizz.

pizz.

   f

    

sfz

sfz

 

f

sfz

 

pp

 

p

 

  3

3

 



   

3

 

     p



3

mp

Vc.

  

pp

pp

Vla.

 

      

p

pont.  sul  Vln. I  

Vln. II

mp

  

  

pp

Tbn.

  

 

Tpt.

 

3

mf

Cl.

 

  sfz



sfz

 


 Fl.  21

Ob.

Cl.

Bsn.

Hn.

3

pp

Vln. II

Vla.

3

3



   



Db.

 

pp

  3

f

f

  



f

3

p

mp

 



p

3

3

   

 

    

3

   

3



 3

  

mf

   p

 

mf

3             3

3

f

mp

3    

 

   3

   

7

3

mf

    

 



3

3

f

 

  

3

  

 

 

mf



f

  

mf

3

       

p





f cresc.



mf

mf

  3   



  

mf



  

mp

mf

mp

arco



     

 

 3      

   

3

3

   

fp

arco

   

 

  

3  

sfz

 



 

3

mf

    

f

Vc.

 mp

3

  

 



 

  

5

Vln. I

mf

3

 

f

Hp.

3



 Perc. I 

Perc. II

 

Tpt.

Tbn.

    







fp

 

sfz

 

  

mp

 mp

  

   3

  

sfz

 

f

f

3    

sfz

mf

3

 f



   

sfz

 

 


C

8

 Fl.  25

Hp.



 

mf

3

   

Vln. II

Vla.

  

    3

 

  

3

  

3

 

mp

 

3

Db.







 

mf

 

    

 

3





 

3



(Glock)

3

 mf

 



mf

 

3

 

C

 

 

     3

f dolce

 3

 



3

 

f



  





mp

p

3

      

  



3

 

f

 

     3

p

3

   sf

sfz

sfz



3

  

mp



 

3

3

p 3

 

    

3

mf

pp



 

   

f





sf

3

  f

 

 3  

 3  

   

 

  

 

 gliss.  

sfz

 

3

f

 

   



sfz

  

sfz



3

ff

  

   



f

sfz

f

Vc.

f

3

 

sfz

sfz

 

p





 



f

 

 

3

espress.

     

  

ff

  

3

Vln. I

3

3

 

  

 

 Perc. I 

Perc. II

 

Tpt.

Tbn.



Cl.

Hn.



f

Ob.

Bsn.

 



  3

sfz


  Fl.  28

f

Ob.

Bsn.

Hn.

 

3

    

3

 

Cl.

 

3

3



3



sf

    3

ff

 

f

  

sfp

3





   3

3

mp

p



3



mf

f

    sfz

 

 



 

mp

   

3

 

pp

  

 3

3

 



  

 

3   

  

3

3

3

 3

3



 

f

 f

      

   mf

 

 

 

Vln. II

Vla.

 

Db.

  

3

 

  3

3

Vc.

3

Vln. I

mf

3

  

  3

 

3

Hp.

3

 



f

  Perc. I  

Perc. II

 

3

  

sfz

  

 

sffz

 

mp

Tbn.

 

3

   

Tpt.

    3

ff

3

  



   

3





  3

9


10

  



 

30

Fl.

Ob.

Cl.

3

 

f

 mf

Bsn.

Hn.

Perc. I

Perc. II

Hp.



Vln. II

Vla.

Vc.

Db.

 

5

 5





f

p 



 

3

mf

f

  

5

p

  

  

3

3

Vln. I

 



3

3

3

    

3

      

  

 



rall.

pp

3

  

 

 

   

f

 

   

Tpt.

Tbn.



mf





 3

3

3

  

  

 

   3

sfz

3

  

mp

to Tubular Bells!

3

rall. 5

  



  

sfz

f

  f

f

sfz



mf

sfz



 

    mf

3

 


D

 Fl.  

Ob.

Cl.

Bsn.

Hn.

Meno mosso

34

3

pp

 3

pp

 3

pp

Perc. I

Perc. II

Hp.

Vln. I

3



   

mp

 

3

 

3

   

     mf

 3

mf

  

3

       mp  3

      sfz

     

   



p



3      

mf

  

fp

mp

    

lv.

f



    mf

D

  

Meno mosso 3

pp

Vln. II

Vla.

 

 pp

 pp

Vc.

Db.

3

3

 



mf

Tubular Bells

3

  

3

mp

f

   

p

p



mp

p

mf

3

  

mf

3

pp

Tbn.

f

 

  

Tpt.

11

 


12

   38

Fl.









Cl.

Bsn.

Hn.

Perc. I

Perc. II

Hp.

Vln. I

Vln. II

Vla.

Vc.

Db.



 

 mf

 

 



 

espress.





   

3

f

3

 

3

3

    

  

mp

 

  

 

 

fp



p

3

mp

 

 



mp

  

Tpt.

Tbn.

 

 

mf

sfz

f

Ob.



    

3

    sfz

 

f

3

f



 3  

  

3

  f

3

fp

lv.

  

  

sf



3

  

sf

pp

 pp

 


E

   Fl.   

f

Ob.

    

3

41

3

mf

   

 

Bsn.

Hn.

3

   mp

 

 

 

Tbn.

p

 

  

  

3

 

  

3       Perc. I      f

Perc. II

Hp.

Vln. I



Vla.

Vc.

Db.

3

   

 3  

 

mf

  

sffz

mf

 

   

 

mf

  

3

   

 

 3  

 

 

  

3   

   

 

sfz

f



f

 3   

3

mp



mf

 

 



 mp

sffz

E

fp

13

mf

mf

3

Vln. II

3

 

mf

   



 

 

  

  

mf



mf

3

 

mf

mp



 

3

sfz

3

Tpt.

3

  

 



mf

  

3

3  

f legato

mf

Cl.

  

 


14

 Fl.  45

Ob.

 rall.  

  

      

3

ff





 

 

3

   

3









mf

 

 

 

ff

f

Bsn.

Hn.

Perc. I

Perc. II



 

  

     

3

f

 

sffz

3

sfz

3



  

 

  

3

Vla.

Db.

3



   

3

sfz

  





mf



3



ff

 3      

 sffz 



 

3

 

 

3  

   

mp

3  





 

3

pizz.

 



 

 

     3 3     3

   ff    

  

3

3

arco

 

sf

   

  

sfz

  f

 

  3

mf

mf

sffz

3

f

f

  

ff

Vc.

sfz

Vln. II

  

f

3       

 rall. 

f



 



sf

    

Vln. I

f

Hp.

3

f

 

Tpt.

Tbn.

 

mf



Cl.

 



 3


 Fl.  49

Ob.

Cl.

Bsn.

Hn.

 

 

Perc. I

Perc. II

  

 

   

3

3

mp

 3



Vla.



pp



p

       p

 

  3

 

  

 

3

   

 pp

 

pp

  



p

 

 



 3    

 

p

to Marimba!

pp

 



 pp

f

 f

 

 

   

pp

mf

Vc.

Db.



 

 3    

mf

p

  

mp



  

3

3

p

3

  

3

p

  

mf

 

3

ppp

        mf

  



mp

  

mp

 

f

mp

3

 

mf

 

3



3

  p

p

 

 

 

p

 

f

mf

Vln. II

p

mp

15

mf



Vln. I

mf



mf

  

   

  

 

Hp.

3

  

Tpt.

 

mp

mp

sfz

Tbn.



 

 


F

16

  Fl.   53

3

mp

Tpt.

Tbn.

h = 40

pp

 

 

mp

 

 

Vln. II

Vla.

Vc.

Db.

  p

  

 

    

 

mp

  

 p





    

 

 



p

 

 

  

 



mp

h = 40

   

p



mp



mf

 

mf

 







 

mf

  mf

F

 

  

sul pont.

mp

    

    

pp



3

 



p

    

mp

 

sul pont.

p

p

Marimba

p

p

mp

  



mp



mp

 

Vln. I

   3

  

3



mf

 

  



 3       



mp

 3      

Hp.

   

 

p

Perc. II

p

mp

pp

Perc. I



ppp

Cl.

Hn.

  

  

Ob.

Bsn.

 

sim.

 

mp

 

 

 

sim.

mp

 

 

 


  Fl. 







 





Bsn.

Hn.







f

mp

Perc. I

     

Vln. II

Vla.

Vc.

      

3

 

  

f



mp

 

    sfz

 

sfz

espress.

mp

mf

    

 

 

f

f

3



  3



  

    

to Tubular Bells!

ff

   

ff

    3

  

  ff

f

mf

 

 

    gliss. 

   



f



  

mp

mf



 

 

mf

mf

mf

f

 

mf

  



f

f

Db.



mf

Vln. I

3





Hp.

3

      

 f

3

          



mf

Perc. II





mf

3

mp

Tbn.

mp

  

Tpt.





mf

Cl.



f

mf

Ob.

 

17

57

gliss.

   

gliss.

espress.

  

   f

      

ff

 

ff

f

 

 

  

 


G

18

 Fl.  61

 

(q = 70)

     mf





3



   

3

p

Cl.

Bsn.

Hn.

 

3

3

5





 

 



Perc. I

Perc. II

 

p





p

 

 

  

mf

3

     

3



p

  

mp

3

  

  

mp

3



 







3

pp

3





 3

5

sfz

  

   

5





p



pp

 



mf

G

 

  

 

3





(q = 70)

5

               3

   p  

mf

5

      mf

5

 

  



  

fp

 





 

3

mp

3

 



 

     3

fp

sfz

   mp

3

  



  mf



mp

Db.

mf

    

Tubular Bells

  



sfz

mf

  

f

Vc.

  

tr  fp

p

mp

          Vln. I   

Vla.



  

Vln. II

 

3



 

mp

tr

mf

tr

Hp.



   



 3

3

p

Tbn.





pp

Tpt.



5

mf

3

mp

f

                     tr

Ob.

        3

   

3

 

 

3

gliss.

 




 Fl. 

Ob.

Cl.

Bsn.

     3

sfz

 

f

Perc. II

 3     

mf



Tpt.

Perc. I



   Hn.    

Tbn.

19

H

63

   



accel.



cresc.

f

Hp.

 Vln. I 

Vln. II

Vla.

H

 

 

 

 

  gliss.  

 

 

 

f

Vc.

Db.

  

 3

  

 3

mf

 

 

 

 

f

 

f

 

 gliss.  


20

I

 Fl.  67

Ob.

 ff

 ff

Cl.

Bsn.

Hn.

3

 

Vln. II

Vla.

Db.







3



  

f

 

sf

 





3

f

 

 

ff



 

3



 

mf





 f



 

3

dim.

  3

 

 



I

      

fff

    



gliss.

sfffz

gliss.

  

 3

 

   

  

sfffz

ff

 

 

  ff

 

 

 

ff

Vc.

 

Vln. I

 3

Hp.

3

 

    Perc. I    sffz  Perc. II

 

Tpt.

Tbn.

3

 

ff





ff

 

3

 



   f


J

   Fl. 

 

69

Ob.

Cl.

Bsn.

Hn.

Perc. I

  

3

 

3



     





  

21



3

    

3



mp

3

f

 3

dim.

 

  

  

p

3

p

  

3



 



 

 3  

mf

dim.

mp dim.

 

 



 p

 



 



mf

 p

 3

p

   

 3 

 

  

3

mp



 3  





    

p

 

 

3

mf

3



mf

 

mf dim.

mf

 

3

  

3

   

3

3

  

f

  

3

  

Tpt.

Tbn.

pp

mf

Perc. II



Hp.

Vln. I

Vln. II

    f

    

  f

Vc.

3

   f dim.





  3

  

mf

  

 p

ppp

  mp

ppp

p

 pp

 

   

 

f



mp

 

   f

Db.

J

dim.

Vla.

 pp

 pp


K 22

 Fl.    72

Più mosso

 

           

mf

pp

 

Ob.

3

 

  

  

Bsn.

Hn.

pp

p

  



Perc. II

Hp.

ppp

 

 

 Perc. I  

 

pp

  





mp





        mp  mf mf

3



 



   p



 



mf

 p

mp

  

pp

  

mp

p

mp

mp



mf 3

      3

(Tubular Bells)

 p





  

cresc.

 







mp

3





K    

Più mosso

f

 

 

 

  

sfz

    

f

sfz

f

sfz

  

 

 

  f

sfz

  

 

mp

mp

 

 

 

mp

f

  

mp

 

 

f

f 3

              mp 3

fp

3    

mf

sfz

 

Db.



 

Vc.

mf

 

Vla.

pp

  

3

 

 Vln. I 

Vln. II



3

  

3

p

ppp

3

  

 

  

   

Tpt.

Tbn.

mp

3

cresc.

  

pp

Cl.

3

       

 3

f


 Fl.  76

Ob.

Cl.

Bsn.

Hn.

 



L





  

   

ff

  

f



 

3

3

 mf

 





 

mf

   3

Tbn.





 

  

Hp.

Vln. I

Vln. II

Vla.

Vc.

  

  3   

3

3

 

 

f

  

  

 

 



  

3

f

mp

to Glock!

 

 

 

Tempo primo

f

3

 

3

     3

sfz

sim.

 

 

3

  



mf

3



p

mp

  

p

p

 

 

  

L

 

f

Db.

f

mf



f

  

 Perc. I 

Perc. II

23

ff

  

Tpt.

Tempo primo

 

sfz



p

 

 

 



mp

3



 

   

  

 mf

f

   

3

     3

sfz

3

f

 

sfz

 

3



mf

 

mp

  


24

 Fl. 

3

79

 

Ob.

  

3

 

 

   

Hn.

   

 

 

Perc. I

   

  

Perc. II

Hp.

  

mf

Vc.

pp



3

3

mp

5

  



pp

5

pp

mp

     f

3

3



 

    

 

   

       

 

p

mp

 

     

   f

  f

3

sfz

sfz

  

f

  

3

 

f

 

f

   

 

    



f

3

sul pont.

     3

3

  p

 

 

fp

sfz

p

 f

 

 

dim.

 3

       mp

sffz

 mf

    

  

  



mf

 

    



mp

3

 

3

mp

 3

 

   

p

mf

mf

3

mp

mf

3

f

Db.

5

3

mf

       

      

mf

Vla.



f

3

3

Vln. II

    

3



   



 

Vln. I

3

  

Tpt.

Tbn.

f

p

Bsn.

 

mf

  

p

  



ff

5

Cl.

3



 dim.

sfz


 Fl. 

accel.

82

 

Ob.

 

Cl.

Bsn.

   mp

 

pp

f

3

gliss.







 3



5

  

 

mp

 



Vla.

Vc.

Db.

  

  3

3

sffz

sfz



 

3

3

f



Glockenspiel





 

  3



 

f



accel.

pp

 

pp

 ord.

  f

  

sffz



3



  sfffz

 

 

f

 

sfffz



 

 

 

f





3

f

 

sfz

f

 

  

 

Vln. II

sffz

  

 

f

mf

  

sffz

 

Vln. I

sffz

 

 

Hp.

 

Db

 Perc. I 

Perc. II

sffz

3

3

25

ppp

  

3

3

   





f

Tbn.

    

f

  



pp

  Hn.

Tpt.

 f

 

3

  

 

sfffz

f

sfffz

f

sfffz

 


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