Piece De Concours - Guillaume Balay

PIÈCE DE CONCOURS Guillaume BALAY Pour CORNET à PISTONS en SI b avec accompt de PIANO  Trumpet in B  4    

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PIÈCE DE CONCOURS Guillaume BALAY

Pour CORNET à PISTONS en SI b avec accompt de PIANO



Trumpet in B 

4





 





Mouvt. modéré 

  



            



  

    

  

                       6   6

6

6

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

à volontè avec élégance

Mouvt. modéré 

   

Piano

Chef de la musique de la Garde Republicaine

Long



              



 









Rall.

  

 



6

6

6

  

6

  





        

 



                 

    

         

 

   



   



         

        



         

Andrés Camilo Marín Arias



   

                 

avec expression

12



 



  



 

  





  

  

       



                                                   18









          23











    

                           



29









trés dour





  

3

                                     



 

   

                                  

dim.











              

      





                                    





  

        

     

        



                                                                    

33





 

37



  













  

      

trés dour





                                                                       Retenu Tempo                 



               42



Tempo



 



 

Retenu

   





              



                        



   

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

 

 



     

                 

dim.

               

 



   



 

  



  



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

47









      

                        

51





          





  

        

  

         

                                      



    

                          

56







       





                             









                                          













                                      

62



 

  













 

 











  



                                                         avec élégance

      

66

   



                                               

70



Allegro 

   



            

       







  

  

    76











 







                                  



   

 

long



   



 



           













                                                                                     Allegro 

 



               



                 

         

             





         



82









                          

88



    

         

94







 





        

  

         

     

     



 

            

   dim.                        

     

          

      

     



   

              

                     

      





      

     

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

              

                    

              



       

                              

                         

100









                   



          

      

   

    

106









                          

111



Cédez un peu





    



 





          

      

 

              

               

121





     

  

  



  



   

   

  

  

      

       

    

 

  

      

  



 

          

    

     

              

   

    

       

        

         

 

        

         

   

          

           

 





               

        



116

 

 



        

Cédez un peu





   



1er Mouvt.

 

      

 1er Mouvt.        

126





  132

















Retenu                                                                                     Retenu





 







aceleré















1er Mouvt

       



                               1er Mouvt                                      

138





  143



 

 



  

aceleré

       

                  

     

        

   

        

     

     

       

           

        

   





                                3 6 6 6 6  

           

6

















148





 



 









                                                            

154





      

160



     





     

   

             

165



 

 







 

      

                                   

             







 

 







                                   

        

   

           

            



              

                  

           

                         





                      

     

 





       

               

      

170





           



            

175



 



           

182





                                                    6

   





                



            

 

6

           6

        

         



  



6 6 6                                6 6 6   

 

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





















      



 

      

          

188

      

              

       

   

   

   

   

   

 





         



                  



 

         

   

                

       