Fraser Euphonium Fantasy Solo Euphonium

EUPHONIUM FANTASY Solo Euphonium               pp       3              

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EUPHONIUM FANTASY

Solo Euphonium

    

        

pp

      3



      

    

  

  

3



3

   3            

         

6

12

Bruce Fraser (b. 1947)

Commissioned by the 2009 Euphonium Foundation Consortium Commission

Andante q = 80

  

  3  





  



Poco piu mosso - agitato

                                 

18

A

mf

20





    

    

                  

                       

22

B

rit.

   

Tempo Primo

pp

27









   3      

33

41

  

Allegro brillante

 

3





3          

      

rit.











© Copyright 2009 Euphonium.com,LLC All Rights Reserved. Printed in the USA

  



 

q = 130

 

Solo Euphonium

2

             

45

C

f

                   

50







54

      

    



  

 p

     f

f

p

f



58

p



  

p



                          

62

p

    

67

D

  

f



73









E

           

79

p

86





  

  

f

p

f

    



     

        

p

   



101



cresc.







  

 





        

 

         mf



                               

  

f



  

              

91

95

  

f

F



p





  







  

f



  



   

 

109





122





127





G



  

    

Solo Euphonium H





3

 

f

  



  





  

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

                

                                       

131

p

f p

f p

f

    

136

142





 

f p

f p



p





f



                                             

           

147

            



152

           

160

I





    

      



  



      

                                        





167

  

    

172

176



  



    

  

                        

    

    



    