Bang! for Chamber Ensemble

Bang!

Pe

ru

sa lS

co

re

for flute, clarinet, oboe, trumpet, viola and cello

Michael-Thomas Foumai

Instrumentation Flute Oboe Clarinet (Bb) Trumpet (Bb) Viola Cello

Pe

ru

sa lS

co

re

Score in C Duration: 4:00

Bang!

Score in C

for flute, oboe, clarinet, trumpet, viola, violoncello

q = 152

Oboe

Clarinet (Bb)

    

  

sfz

   sfz

   sfz

 

MICHAEL-THOMAS FOUMAI

 



 



 



w/ st. mute always

Trumpet (Bb)

      



sfz

            p

 



 



 



 

Cl.

Tpt.



f

 



       p

                  f

             Vla.   f Vc.

f

ru







 



sfz

 



 

               f



sfz



                     sfz p

            sfz

p

sfz

 

  



p

                             p



      

Pe



 

co



          





sfz

sa lS

 



Ob.

         

sfz

arco

 

sfz snap!

p



sfz

f

pizz.

 Fl.  

 

 

p





sfz

        

sfp

6

 



 

         

sfz

f

sul D                          Viola    

   Violoncello   

 

re

Flute

 

sfz



sfz





sfz

   A     

      

f

mp blend

        p





sfz

sfz





   

    





sfz

p



            sfz sfz       



sfz

  

   



f

sfz

               

mf sempre

  







mf

 



 

                                         sul D

    sfz

mf

sfz p

sfz



   sfz





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

  



f sempre





 



  

2

  Fl.      12



Ob.

Cl.

   

      





          

       p

f

   

     



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

sf

p

       f

f

               p

        p

f

                                                       

Tpt.

          



     p 



sf

sf

   



f

     

  

   

                                                            Vla. 



sf

p

sf



   f



  

re

 

     



co



       





ru

Pe

                 

        

Ob.

p

f

f

f



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



       f







sfz

sfz

            f

  

sfz

f



    

       

     f

f

 



sfz

                                        f

Tpt.

       



     B                                             Fl.     p sfz sfz 18

Cl.

  

sa lS

Vc.

  

  



   

        

                        mf sfz

sfz

                                                              Vla.       f

Vc.



 

p sub.

f

                       p

f

sfz

mf

                     sfz

sfz

sfz

sfz

sfz

f

  





         

  

  24        Fl.  f

   

Ob.

Cl.



      



f

          

      



      



   

 

      

    

           

           p f p f

                                    

         

  

          

3

    

               

 

Tpt.

      



  

  

fp

sfz

                                                         Vla.  

   Fl.       p sub.

   

  

 

 

Pe

29

ru



Ob.



            

p sub.

Cl.

              p sub.

Tpt.

                    p sub.

Vla.

  

     

                      p sub.

 Vc.  

                   p sub.

f



C       sfz

 

  sfz

f

p

f

p

f



 



p

      

re

 

        

co



  

p

f

sa lS

Vc.

                 

p



 



 

loco

    





f sempre

 

 





 

  sfz

 



                                          f sempre

      sfz

       sfz



                 

p



sfz

                       

f sempre

                              sf

( f sempre)

 

4

     33                                                   Fl.  

Cl.

Vla.

Vc.



 

    

      



   

    

    

        

    

         

    

        

     

    

    

           

    

         

    

    

              

     

 

 

    





Tpt.

   Vla.    Vc.





         

     

     

Ob.

     

  

       

   

   

f

D  

        









  

sf



       

    

f

     

    

Tpt.

    

     Vla. 

p

 Vc.  

  

sfz

                       sf                            



  

  

sfz

sfz

     sfz

    

sf

  

sfz

sfz



   

  

sfz

  

sfz

   

sfz

   



   

   



p





                    

      sfz

 



            

sf

                   sf                     f                          sfz sfz                   

   

         p           

                                                         p

Cl.

    

        

       

ru

   

     

Pe

Fl.



       

    

 44

    

co

   

sa lS

Cl.

re

     39                                        Fl.   

mf

    

mf

         

    Fl.  50











Tpt.



 

5

                                        cresc. poco a poco

    



p

                             





 

cresc. poco a poco



                                              

       

p

                               

mf

  

re

                                                                        

sa lS

co



                                cresc. poco a poco

         

                         Vla. Vc.

  



    

       

Ob.

Cl.

  





ru

 E                                                                     Fl.    

Ob.

Pe

56

f

                                                            

          

f

Cl.

Tpt.

Vla.

  

                                     

         

 

p

f

  

                                       p

f

                                     f

                                     Vc.      f





   

p

  

fp

                    

p

fp

  

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

 

                 



6

  63

Fl.

           

               

                            mf poco

   

cresc.

                                                                mf poco

 

Ob.

cresc.

              Cl.                             

              

             

             

mf bring out

f

         

Tpt.

f

p

mf bring out

   

     3

sfz

  



sfz

                                                Vla.             poco mf cresc.

re

     



    

  

    

Ob.

Cl.



    3

sfz

   

Tpt.

  

     

Pe

69

ru

 Fl.  

  

sfz



   

   3

sfz



   sfz



   

   3

sfz

  

sfz

poco

sa lS

mf

co

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

 

 

cresc.



 

sfp sub.

  



sfp sub.



 

 

 



   sfz

  f





Vc.





    

F         p

       

p

                          3     

 



 

  

 



 

 



 

 



 

sfz

sfp sub.

 

sfz

            

p sub.

f

            sfz

                                              Vla.   

     

sfp

f

                                         sfp

f

                         Fl.     73

mf



 



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





p

mf



pizz. | sul tasto

 Vc.  



mf





Ob.

Cl.

Tpt.

 

sfz

   





sfz

  

f

      sfz



     sfz

   arco    Vla.   sfz

arco        Vc.  sfz

 





 

sfz



ru

 

  

 



 

Pe

  

 

 









 

sfz

  

  



   sfz



 

 

sfz

 

  



   sfz

sfz

     

            

sfz

sfz

                  sfz

sfz

sfz

           



p

 

  

f

           f

                  

 



 

 



f



  





 

(G.P.)

G          

 



 



 

 



 



 

            



 



 



  

  

sfz

f



sfz



p

f

 



    

         

sfz





    

sfz

p

f

             

     

pizz. | sul tasto

Fl.

   

       



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

    

cresc.

mf with pop

    Vla.       

79

p cresc.

re

Tpt.

  

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

co

Cl.

                   



mf

cresc.

sa lS

Ob.

           

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

7

 

sfz

sfz



sfz

     

 

 

sfz



   sfz

sfz

sfz

 



 

sfz

sfz

                  

sfz

sfz

sfz

                sfz

sfz

sfz



p



pizz. | sul tasto



 

p f pizz. | sul tasto





 

f

       p

8

                     Fl.                                 

85

p

Ob.

 

 





         



mf

mf

 

 



 



    

       

 



p

mf



 



  Vla.  



 





 



 

 



 





  



 





 





      

 

p

p

f



 

f

 

 

 



 





  

 



 



 



 



 



 

     

 

       

mf

mf



  



0           

f







p

p

f

 

sa lS

 Vc.  

 

re

Tpt.

  

co

Cl.



Pe

ru



92                                                        Fl.            

  

                        p mp f

  

                             mp

 

p

Ob.

      





f

mp

mf

mf

Cl.

        

  Vla.    Vc.  



p

  

l.v. sempre

 

f

 







   

l.v. sempre

f

p

 p



f

mf



   



   

   

 



    



 

p cresc.



             

  

p cresc.

    

 



   

  





   

arco

f bring out arco

  



f bring out

H                                  

 

         

 

         

   100

Cl.

    Vla.  

    



sfz

    

    



sfz

  Fl.   

Tpt.

    

   

    

   

sfz

   







sfz





  

  

 

  

   

 

sfz

sfz

sfz

  

sfp cresc.

p







Pe

sfz

  

  

sfz

  

      

  Vla.  



 

sfz



 

   

fp

p

fp



     





       



    



      

            

 

 

                                

sfz

sfz



 

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

sfz

sfz

ru

  

105

Cl.

   

  



sfz



Ob.

                 



sfz

  

sa lS

Vc.

sfz

                       

 

Tpt.

   

sfz

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



   

re

Ob.

  



   

co

Fl.

9



sfz

sfz

 

sfz





  



        



   





ff

ff



    



 

sfz

sfz

p

 



ff

sfz f

                             Vc.      

      



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

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

fp



 

  ff

    ff

    

    

        

sfp

    

    



 

     

     



 

10

                                    Fl.    



110

f

Ob.

 

                        



 

    

     



f



I        

            

   

      

sfp

              

 

sfp

  

           

   

p

sf

3

                    3

3

p

3

sf

3

3                          

                    

3



sf

p

f

sf





 



 





 



 

sfz pizz.

    

       

                    



mf



        

 

 

    









3

f

                              

 Cl.   



sfz

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

ru



 

pizz.

Pe

  Fl.  



fp

                      

p

115

Tpt.

sfmp

re

p

 

                       

co

          



Ob.

   



sa lS

Vc.

ff

f

  Vla.   



sfmp

sfp

                                    

 

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

                              Cl.       Tpt.



3

p

3

3

3

3

sf

3

3

3

p

sf

     p

3 3

    

p

3

   

p



 

         3

sf

3

           3

3

sf

3

3          

sf

   Vla.   





 



 



 





 

      





 



 



 







sfz

Vc.

sfz



     

  

p

 

sf

          



sf

p

sf

p

 

sf

sf

   



p



 



sfz

   Vc.             3

3

p





p

p

f

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

f

 



sfz

Pe

f

    

f

p

  p

  f

  

ru

   125               Fl.  



 

f

   sfz

 

   

sfz

   sfz

f

                p

sfz

      

     

  

      Vc.    

     

  

            

Vla.

           

   



        

 

 

f

f

f

          

       

            

       

f

f

f

f

f

f

f

      p

 

f

11      

 

f

 

f

 

          f

f

norm.                             sf

   

        f

Tpt.

f

sf



                 p

     

sf

norm.                                          



sf

sa lS

sfz



 

 



 

 

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

sf

arco | sul pont.

  

p

       

   



 3  3            Vla.     

Cl.



sf

f bring out

arco | sul pont.

Ob.

 

    

                       

 Cl.     Tpt.

sf

 

co

Ob.



sf

poco

  

re

    120             Fl.   

   

  

sfz  

   sfz



 

 

 

sfz  

   sfz



       



               p

f

                p

           

p

f



f



        

      f

    

           p

           ff

                              

f





p  

f

          

12

 



 



    



 



 



 

     

 



 



    



 



 



 

 



 



    



 



 



 

     

 



 



    



 



 



 

      Vla.  

 



 



                        

sfz

Ob.

sfz

     Cl.    sfz

Tpt.

sfz

sfz



         

                                                                    

   

co

Vc.

f

re

J  129        Fl.  

sf

sa lS

mf



  Fl.  



 

  



 

 



136

Cl.

Tpt.

Vla.

  

Pe

ru



 



 



 





 





 



f leggiero

 



 

            

 





  

   

   

mf

   

mf

   

   

      fp

     

               Vc.       fp





                            

             

           

                              

    

              



   



   

   

     

142      Fl.  

Ob.

Cl.

Tpt.

 

  

   

 

    





                     



   

     

 



 



     

 



 



 

          

 

     

 



f

f

 



 

Vc.



 

f

                    

  

 

 



mf

  

 

 



 

      



 



 

   



 

mf

  

 Cl.         f



    







p

       

ru



        

Pe

   Fl.    147

sa lS



Tpt.





   

 

co

f

mf

 

re

       Vla.                  



13

          

 

f

f

Ob.

  



sf



    

     



  

    



 





sfz

     f





 

sfz

sfz



      

  

f

sfz

fp

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

    

sfz

 

 

sfz

sfz

 

 

 

 

 

sfz



 









  



   

sfz

 

     f





    



sf



sf

sfz

     

sfz

K   

   

sfz

sfz

 

sfz

 

 

 

  

sfz

         sfz

 

  

                              Vla.     sfz f

fp

 



 

 

sf

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

sfmf

          sfz  sfz







   

sfz

Fl.

   

  

Cl.

  

Tpt.



Vla.



Vc.



 

 

    sf

 



                         



f

  

 









 



  

 



sf



     

  



 

   





    

       





sfz

sfz





 

     

     

 



  

 











p

      

f

sfp

sfz

                               sfp

                               sfp



                     

     

                                                

    

 sf

                

Pe

  Fl.   153

 

      

    Cl.                              sf

      

ff

ff

sf

Vla.



sa lS ru



Tpt.

 

   



                         

sfz

Ob.







Ob.



 

re

   150

co

14

          sfz

sfz

  

   

sfz

      f

             3         ff sfz

       





3        

sfz

3

    

                                                                                                sfmf

     Vc.     sf

f marcato



                                                           sfmf f marcato

3

    

                   

Ob.

          Cl.  

        

         

       

3

Tpt.

3

3

 Vla.  

        

     

       

3



       

 

 

3

    

   

       

       

   

p

sfz

   

            





 



 



sfz

                    

              sfp cresc.

     

      

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

ru

L                            

Pe

  

    

f sempre staccato

      

     Cl.    Tpt.

    

sfp cresc.

163

Ob.

p

3



Fl.

sfz



15

sa lS

Vc.

3

3

    

                 

re

Fl.

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

co

 

158

    p



     

fp





      

  

                                  f sempre staccato





       fp





    

f sempre staccato

        



f sempre staccato



        

                       Vla.                             Vc.   



f sempre marcato



     



       

  

   



     

  

   

fp

fp

  

f

f

f

f

      

                                fp

f sempre marcato



(x=x)                       

             

 



 





f

                            



fp

 

f



16

Ob.





                    

       

                  

         

            





               

           

sf

                          Vla.   



                         Vc.   

 

     

 

Ob.

Cl.



 

    Vla.

    

 

 

     

Vc.





              

     

           

       

     ff

       

  

   





         



       



ff





  

 

   

 

     ff

   

       ff

 

 

sfz

  sfz

ff

ff

          

Tpt.

    

ru

     

    

Pe

 

   

cresc.



cresc.

   

sa lS

        173  Fl. 

cresc.

sf



  

  sfz

  

sfz

sfz

  sfz

        

  

    

 

    

   



     

   

   



  

 



      

cresc.

sf





cresc.

sf

   Cl.                   Tpt.



re

              



         

                    

co

            Fl.    168

 

  

 

sfz

 

 

sfz   

 

 

 





  



sfz

sfz

  sfz

  sfz

 

 

  

   sfz

    

  

sfz

  sfz

  

  

sfz

   sfz

  sfz

 

  

 

sfz   

 

sfz

 

 

sfz

  

  

sfz

  sfz

  sfz

 

17

 Vla. 

Vc.



   sfz

 

  sfz

 

  

sfz

   sfz

  sfz

 

sfz   

 

sfz  

 

sfz

  

  

sfz

  sfz

  sfz

 

 



sfz   

 



sfz  

 



sfz

  

sfz

  sfz

  sfz

 

     

  

  

sfz   

   sfz

 

  sfz

  

  

sfz

   sfz

  sfz

 

  

 

sfz   

  sfz

 

 

 



(G.P.)

 



 



 



  

 



sfz  

sfz

  sfz

 



 

sfz



 

     

   sffz

   sffz

  































        sffz

sffz



re



  



  

co

Tpt.



sfz





sa lS

Cl.





  

ru

Ob.

 

Pe

 Fl.  177

  



      sffz

        sffz