Transit Of Venus for flute(s)

Transit Of Venus for

flute(s)

John Wesley Barker 2"4

flute

  

Transit Exercise











David Cubbin





"Aim to match the timbre of each note using the natrual timbre of one or the other."

Transit Of Venus

                   Vivace h. = 72

flute

mf

        

6

p

John Wesley Barker 

  

p



    

mf

,                     mf

 ,                         1. 

12





 2.               ,         

17

                            p cresc. f  , 27                                    p cresc.    32                               22

,

f

      

pp

          

 ,                             

37

pp

cresc. poco a poco

                              

42

© 2004 John Wesley Barker (Publishing). All Rights Reserved.

2

 







A

,

                         ff p p subito 52                                   47

  

Lento

                                  54                     ,         

53

espress.

        ,             ,      

55

espress.

     ,                           

56

     ,                           

57

     ,                           

58

    ,                            

59

                               

60

© 2004 John Wesley Barker (Publishing). All Rights Reserved.

  

61



 

62

 

 

 

     

 

     

 



3

    

     

                                            64  ,                            , 65                                63

 

66

 



 



 



 



                          67                                 68   ,                 

 

,



B

                             

69

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

70

© 2004 John Wesley Barker (Publishing). All Rights Reserved.

4

   ,    ,    ,    ,         

71

ppp

p

                       

73

pp

dim.

C Vivace h. = 72                    

75

mf



  

p

      

80

p

      

86



,

     

ppp

    

mf

,                 mf

       

p

f

cresc.

                        pp

91

 ,             p

cresc.

                                         

96

f

                               

100

mf

mp

f

mf

© 2004 John Wesley Barker (Publishing). All Rights Reserved.

ff

p

 

Transit Of Venus 2

   flute 1  

Vivace h. = 72

flute 2



   

           

mf



    



mf

mf

      p

   



p

p

          





   







     

          

                    5

John Wesley Barker

 

,

    

mf

mf

    

                                 10

          15         1. ,               

  





     2.



    

   

     

           



20 ,              

p

cresc.

p

cresc.

,                    © 2004 John Wesley Barker (Publishing). All Rights Reserved.

2



                                          f pp            f 25

,

                                              30

,

p ,

f

cresc.

                                            p cresc. f                   35

,

                  

         

pp





                                40

cresc. poco a poco ,

                                  pp cresc. poco a poco      45                         

    

ff

   





 





© 2004 John Wesley Barker (Publishing). All Rights Reserved.

p subito



p subito





      50

Lento

    

,

                   





A

 



,

3

   p

  



52                                   

  



,



   p

53                                   

                                         54

  







       

    

,

                               55          

,                 

,

,                                © 2004 John Wesley Barker (Publishing). All Rights Reserved.

4

                                   56

                                                                 57

                               58                                

                                                              59

                                 60                                

             © 2004 John Wesley Barker (Publishing). All Rights Reserved.

          61





                     62              

   

           

  

5

              

                               63                              





     

                 

        ,                   ,                64

                                  ,  65

                           ,      © 2004 John Wesley Barker (Publishing). All Rights Reserved.

6

   66

 







 







 







 







                                         67                                                                68   , ,                               ,  ,                                                     69



B

p    

 





p



70                                           © 2004 John Wesley Barker (Publishing). All Rights Reserved.

7

    ,   ,   ,  ,             ppp pp                  71

                       rall.

73



  

  

dim.



C

Vivace h. = 72                      75

mf

  

p

                    mf

80       





 

     



mf



p

    

mf

85              

             



 

p

pp



    ppp    ppp

 

    

mf



      p

             

mf

           

mf

  

p

cresc.

                

p

cresc.

© 2004 John Wesley Barker (Publishing). All Rights Reserved.

8

         f        f 95           90

 

p

cresc.

            100          mf

mp



                                pp        p                                      f p                             p            f           ,

f

mf

ff

                                 mf

mp

f

mf

© 2004 John Wesley Barker (Publishing). All Rights Reserved.

ff



Transit Of Venus 3

John Wesley Barker

to David Cubbin

Solo Flute 1

Vivace h. = 72          pp

Solo Flute 2

        

        Flutes 1  

pp

Piccolo

Flutes 2

Flutes 3

   



  

   Flutes 4   Solo Alto Flute

Alto Flutes

Bass Flute

     

























    







   



p

p



          p          p



 

p





p

 p











 











p

 







    



   





  







  

 



  







































 



 

   

                     

 











 

 











                   



   

















 





p

 





p



 















      

13



p

     

  

p

    



 

    













 





pp

pp









 







1.









 







pp

pp



                                             









                                              pp             











  





pp







 

  





















 







 



 

mf













© 2004 All Rights reserved.



 





 

 

 



mf

 







mf







 

 

 



2.

 







        pp

        pp        

    

 







mf



     mf

     mf

 

mf

 

mf



  mf

 









mf

2

A

 

23

                   



 

       

mf



     mf

  mf

 

         

   

mf



     

  

f







   f





f

   f



 





 





 





     f

     f

 







     mf           p



 

    

 

 



    



 



 



 

 



 



mf

mf

 

p





mf



 



 

 



 

mf

mf



 













 













   

    

 

  

 





  



   

 mf

 

mf



mf



mf

mf



mf



p



mf



    

p





 







f







    



mf

    mf

    



   

p

f



    

                 





,



    

mf

      

















































                                            1. 

32

 

               p            



p



  

    p

p

   p

    



p

             



 





 





 



             











 



 



 



 







 



 

p





 

 

  

  





  

  

p



  

  







  

   











                      



                                           





 









 





 











 







 

              



© 2004 All Rights reserved.

















                        





,

 



  

  

 2.      







                             

         

 



3

B

,                      

41

       

                    



  



   

mf



mf





































  



  

p

    p    

 

    p    





 



mf

cresc.

 

p

       

 

mf

     

mf

          



mf

  mf

  

  

  

p

  

 

   p   

  

  

p



mf

     



     



mf

mf

     mf f             mf f        mf f          mf f        

 

  

p

     f           

    



p

mf

p

f



mf

 

cresc.





  

p

                           





  

,

       

       

 



mf

  





p

 

    

p

p

  

p

    p    

 

p

 

f

    p    

 

p



      

51

       

              ,

,

                     p mf               p mf             mf p                   

 

 

f

f



f

  f

          

          

p

cresc.

p

cresc.

                

    





    



   

pp

pp



p

p

  

     



 

 

pp



    

p

    

p

    

p

p



p





 

          

      f                     mf f pp                    mf f pp                       



    

,                                         f pp

mf



    

mf

     mf

     mf

mf



f

pp

        f pp        f        f           

© 2004 All Rights reserved.

  

f

mf

f

pp

            pp





      

            



      

        

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

  

   



   

    



    

pp

pp

   

   

   

   





       



4

                                   f cresc. p                              p cresc.            f                                          

                               pp      

61

,

             

pp



       

pp

sfp

sfp

           

      pp                pp

     

  

pp

 

  



 









  



         pp



      

   

 



   

mf

p

      

mf

      

mf

 



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

p

  

  





  

















  



pp

 

pp

   

  



   



 

       



  



p

p

f

  

p

  

  

   

pp

sfp



  



  

  





p

 

p

  

      

p



f



  

  

mf

              cresc.

,

       p cresc.         p          p



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

  



  

  















  



  



f

   





              p

p

f

  

p

  



      

p

   

,

  

p

 

p



  

      

p

f



                                            71



        f

        f             

                    

  



 



       

         p

f

 



mf

    

 



            

                 

              mf         

                    

mf

                                         p                              mf p                                         mf

 

mf



mf



mf



mf



mf

   

     

   

 

 





 



   

 

p

 

p

  



   

© 2004 All Rights reserved.

p



    p

pp

   

pp

  



p

p



                           mf

       

          

                 

 

                                   

     

       pp      pp

       pp        pp

                              

81

                     pp  p              

 

pp p           



pp

     



p

                                             mp pp

                           

 

p





      mp        

mp

mp

mf

                    mf          mf         



       mf       

mf



mf





f





     

ff

 



 ff            f             f

          

f

f



f

       f         

                    mp mf                     mf

   



f

    

   







                       

 

            f

    

   

   

mf

 

  

 

 

p subito

p subito

 



  

    





 



   





   

 



   





   

 



        mf

             

 

   mf      mf    mf      mf

h. = q

     

mf          mf

5

Lento

 





ppp

 C

 

91



          

   ppp

    ppp          ppp     ppp

ppp

   



 

ppp



         ,                                                              p ,                                          p 



  





  





  





  





  





  





  





© 2004 All Rights reserved.

6

      ,                                               espress. espress.                                                        espress. espress.      94

    



 

       































                                                             









   





   





  





   





pp

   

pp

pp

pp

pp

pp



                                       

97

  

       pp sempre       pp sempre              pp sempre       pp sempre

       pp sempre    pp sempre

      

                                                                                                                                           





      







   



    pp sempre



 

 

   





   





   





   





   





  





   









   

© 2004 All Rights reserved.



   



   



   



   



   



   

   





         

           

      

   

   

   

   

       

                                                                                                                                                                                               100

                          

   

 

 

           

 

                



         



 



   

        

                      



 

 



 



 





 















          

 

 



 

























   

   

     





 



7







 





                                  

 



 



    



 

 









 

   

        

 

           

 

     pp

         



    









   

















   ,                                                              ,                                                                                                     

103

       

















    





 





    





 





   







 











   





  



© 2004 All Rights reserved.







8

 

106

                                        

 

 



     mp       mp  





























 

      

mp

 

                       

                   ,        ,









   









































mp

                                                      



                          mp

mp

mp mp





,



   

       

,

  

mp





   mp mp













                     

mp

                     



mp

 D

 

109



p    

    p       p

p

   





  

             

  

 













 





 

          

 



          

               

p

  

                                p    



    





  











    







   









 





 













  









p

p

  







p



p



















 









© 2004 All Rights reserved.

 



 



 







          

111

 

             

   











,

                 

 



















  

,









 

 









 





 



                             



 









  





   



 



pp



pp

   

 



 





   ppp   





ppp



 



 





p

  

     



          



    



    

   

  

    







 



  



     



p

mf

mf

mf

     

p

mf

     

p

mf

     

p



mf

 





  



 



 



 



p

p

p

p

 

  

p







  











 



 



  



 



     

 



 

 

 



mf

© 2004 All Rights reserved.



p



p















 



p

p



  

















 



 

  

 



 

mf

 

mf



mf

mf



mf

  

p

         mf





   

 

mf





    







 

ppp

p

 



ppp

    

 

mf

ppp

 

p



ppp

p

p

 



          

mf

 



     



mf

ppp



 



 



  ppp      ppp     

 

 

  



    

p

     

mf

 



   



    

mf









p



p



 

   



   

 

ppp





mf



 





mf

                   p                 

 

 

ppp

                     ppp mf mf                           

  



               

   

 



Vivace h. = 72

ppp

  

 



dim.



pp

E

  

pp

   

              





               

   



  









rall.

114

  

ppp

ppp

                                                    

  ,        

   

 

 

 ,      

9



























   

f

   

f

10

  

   

122

mf

       

p



    

     



  

mf



   



  

                





    



p

mf

   

p







p

mf

  

mf

 

 

     

    



  

p





mf

mf



mf

   

mf

 

            

     

mf

    

        











    

 

 

  

    

  



  





   



 

    







  



   





  

  

 



 

    

p

cresc.

p

cresc.

 

    

























 

  

       p

f



    f

f



   

 





mf

f



  

f

 







 

                

p

f

 

mf

      



     f

  

             

p

   

  

mf

     



    

               

p



f

  



  

       

f

  

mf

f

       

131

p

cresc.

    p  cresc.             p              p            p      mf      p

     

mf      

mf       mf

 

        f

           f              f              f              f            f                     f                 f                   f         

                          

f

 ,                                              pp ,



      

   

    

                        









pp

     pp      pp    pp





               









  

pp   

pp

© 2004 All Rights reserved.







             



               

  





  

  





  

pp

pp

  

   





  

   



       



p

     p     p    

p











  



p   

p

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

  

p

  

p

  

      

 

141

 

           

                     mp            mp          

   



   



p













  







 

p



p

      

                  

150



    

      









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

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

      

        p        p

             f p              p

mp

mf



     

   

p

 

 

 

       mp

f



      

 

 

 

 

 

cresc.

            cresc.       p          

          

               

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

   

f

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

               



 

cresc.

        cresc. p p             p             p           



       

                                                           



 



  

11

 

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

                 









f

mp

  

        p        p

mf

               

 

 ff

  mf mp f mf ff                                            mf

p

            mf

                    mf

               mf              mf  



    



    





























 

     

 

     

           

           

   

© 2004 All Rights reserved.

    

 

 

 

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

               

mf

           

ff





ff



mf

           

                ff mf                    

 

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

 



mf

mf               mf

ff



 

        

                                                          f mp mf ff                                                                     

 



ff

ff

 

 

   