WUSHU DUEL

Michael-Thomas Foumai

Wushu Duel for Flute and Cello

武 術 雙 鬥

www.michaelfoumai.com

Wushu Duel for Flute and Cello Duration: 6:00

Program Note Scored for flute and cello the work is a duel/duo inspired by the composer’s love of martial arts cinema and the Kung-fu themed films of Bruce Lee. In some ways, the martial arts tradition is not unlike the practice of music making. It is from these common links, practice, harmony and control towards perfection and peace that the work combines these two instruments in the fashion of a tournament between masters of wind and string.

Wushu Duel

3

for Flute and Cello Zen, q=100

  Flute  

fltz.  

 

 



fp

        (wide vib.) pizz.

Violoncello

ff

MICHAEL-THOMAS FOUMAI

      



ord.

mf

Fl.

 

Vc.



   





   

f

   

senza misura

7

 







 

fpp

   



f

                  Vc.               f

    Fl.      

3                             p

(q) grad. non fltz.

 

 

A

ffp

 Fl.  Vc.

   

 

    

    

     

                   

                           cresc.

fp

      

       



p

fltz. ord.                                          

accel.

ord.

fp

cresc.

fp

cresc.

                                           

f

        

 

q=100

arco

                f

20

p

ff

B q=144                 

        Vc.  

ord.

ff

 11                    Fl.             

16

        

     

    

                      f   (q) grad. into fltz.

 

             

                     

 



          

        

           

           

  

 più f

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

© 2014. Michael-Thomas Foumai. All Rights Reserved (ASCAP) www.michaelfoumai.com

più f

  



 

 

          

 Fl. 

4

27



 

       





   fltz.     

            Vc.                            Fl. 

      

36

D

   Fl.    45

ord

  

      

 



        

mf

3

         

   

     

      

53          Fl. 

           p 

p

pizz.

  



 

 

fltz.



  

 

   





 

 

 f

                     più mf

arco



sub. p leggiero

          



mf più

  Vc.    

   Vc.   

mf

     

 

                        

       

 





mf espress.

fp

   



 



   Vc.   

C         ord.

  

    

    

      

 

     

    

p

f

  

 

61                                         Fl.          cresc.                                Vc.       

           Fl.   67

      Vc.   



 E        



f 3

             3

f



    

       

 

    





    

mf

  

pizz.



mf

 



 

                      Fl.  75

     Vc. 



     Fl.   





               Vc.    

       

f









    

arco

 

p

     

5



fp

fp

          

                                   

mf

grad. overblow

  

p



   fltz.

      F ord.                              

f

Fl.



f

83



   



89

          

ff

             Vc.           

fltz.   ord.             

 

fltz.

               

         

          

            

                   

f

 Fl.  93

           

      

            

                       Vc.    

G Meno mosso q=70               

    

mp

ff

                            mp    



dim.

 

 

dim.

ff

        Fl.       100

Vc.



 

  

     p

3



   p



3



3

 



 



fp



   fp

  

 

   fp

  

                     



      pizz.

   

 

fp

fp

       

   

fp

   

fp

fp

 

3



   

 

fp

H (q=70)  fltz.    Fl.      

3

3

3

    

110

Vc.

ord.

fltz.

fp

  

ord.

p

         3

3

fp

3

   

  Fl.   

6

Vc.

121



fltz.



Fl.

rit.

3

ord.

3

  

  



I

fltz.

 

  

fp

Lento q=60

      

  

fltz.

mf

sul pont. arco



fp

 

3

fp



ord.



ord.

      Vc.  

     

fp



f            

f

fp



sempre ff

  

         

fp

fp

  

f

pp

   



 

       



 

    

                     Fl.      p mf cresc.                      Vc.               p  f mf 141

     

        

     

fp

      



  

f

       p

  Fl.   154

                                     f



 

                    mf

J   148                                                    Fl.      Vc.



p dolce

    

  

    

  

q=144

grad. overblow

   135

ord.



 

           p

                                                                  

        Vc.  



mf

          f

                                

        163                         Fl.   

più f

               Vc.    più f

                                                                              fp

K                                              169                                          Fl.    ff

Vc.





 

    

ff

 

 

  

                 Fl.      fp Vc.

  

 

fp



175

     

    

  

7                

 fltz.           p

 

    

cresc.

         

               f 

cresc.

p

       

              

          

   fltz.                                                           f pizz.                                         f

L    ord.                    Fl.        181

Vc.

    

       188        Fl.    ord.

   Vc.    

195

Fl.

  

fltz.





          arco

mf

ord.



       mf

          

              p mf

 



 

fltz.



ord.



f

              fp

  

fltz.

    

 

        

 

 

                                  Vc.                      f

M                                          199                  Fl.        ord.

ff

               Vc.      ff

                  

  



               

8 Fl.

 

205

   

 

 



  

                                          Vc.                 212             Fl.                         Vc.           

 

         Fl.  218

Vc.







     

fp

Vc.



ff

        

ff

fp

  Fl.   238

ff

ff

 

 

più ff

   

 

                                               più ff

N              3

     

    

ff

 3                   ff

fp

                   

fp

   

fp

                Fl.   ff    fp           Vc.  

  

   

fp

232

fp



       

  

     

         

     

       fltz.                                        

         

   Fl.  224

    

  

ff

     

           

ff

  p

ff

 

    

   

fp

ff

  

 

  

 

fp

ff

fp

ff

fp

 

fp

ff

        

 

    

ff

fp

       

ff

     



     

ff

   

ord.

p

  

fp

     ff

fp

ff

fp

ff

  

        



    

p

O            ff

                       Vc.        ff

 

     

                

              

     

 Fl. 

243

Vc.





        

      



9

                                                                                  

                                                         Fl.      fp fp                                                      Vc.       248

fp

fp

P

  Fl.   252

     

più ff

    

           

        Vc.                più ff

     

fp

                     sub. p

                                            sub. p

Q  fltz.     ord.          260                                               Fl.   3

fff sfp

             Vc.         3  fff sfp

fff

                  

fff

sfffz

               

sfffz