Sb60 aviatorscore by devmac

Aviator Composed by Keiron Anderson An Original Composition for Superbrass.

4:00 Minutes 4 Trumpets 1 Horn in F 4 Trombones 1 Tuba 1 Drum Kit 1 Percussion 3 Percussion (Optional) Trumpet 4 doubles on Flugelhorn. Percussion section requires: Bongos or congas and Woodblocks. (Optional Percussion requires: Timps, Tambourine, Xylophone) Alternative transposed parts for Eb Soprano Cornet, Eb Tenor Horn, Bb Trombone, Euphonium or Baritone in Treble Clef and Eb & Bb Bass in Treble Clef are automatically included in both hard copy and download formats. If you require additionally transposed parts, please drop me an email at info@superbrass.co.uk

ÂŠ 2015 www.superbrass.co.uk

Aviator Aviator is a bright, lively piece, which attempts to show the fast moving and complex world of the stunt pilot who mixes simplicity and style with mad aerobatic prowess. The work shows the take off and landing but in the middle, a multiple time signature section mixes cut common and triple time signatures to take the Band on a white-knuckle ride before returning to the main theme for a safe landing. Keiron Anderson Keiron studied at the Royal Northern College of Music with Philip Jones OBE at a time when the Philip Jones Brass Ensemble was established as a real force in brass chamber music. He was fascinated by the methods used by Philip Jones to achieve the unique and sophisticated blend of the instruments and players and how to apply the techniques to other same-family instrumental groups. At the RNCM, Keiron experienced a wide range of musical styles including founding the college Big Band and Light Orchestra which involved arranging film music and jazz classics. After graduating, Keiron worked as a freelance trumpet player with many orchestras around the UK including the soon to be disbanded BBC Northern Radio Orchestra. He then spent several years with his own group as a Musical Director for Cunard Line before returning to the UK to compose, conduct and teach music. He now conducts the acclaimed Harlequin Brass Ensemble, Yorkshire Wind Orchestra, Nottingham Symphonic Winds, Phoenix Concert Band and works with many ensembles around the country. He has written music in a vast array of styles for Wind Orchestra, Brass Band, Clarinet Choir, Flute Ensemble, Brass dectet, Saxophone Groups and String Orchestra as well as several musicals and vocal works. Superbrass Music Since the start of Superbrass in early 2005, I have strived to commission new original compositions and arrangements for brass and percussion. Superbrass Music is committed to developing accessible new music for brass of the very highest quality. Illegal photocopying denies composers and publishers of their rightful revenue. A lack of revenue deters publishers from investing in new commissions. ALL MUSICIANS suffer the consequences of illegal photocopying. The future is in your hands. Now that you have the facts, you can help the future of the creative music world. If you do happen upon any errors please let me know by contacting me personally at info@superbrass.co.uk Roger Argente / Artistic Director

Superbrass Music

Aviator

Score in C



Composed by Keiron Anderson Edited by Roger Argente

h = 116

              fp f           Trumpet 2               f         Trumpet 3               f f     Flugelhorn     Trumpet 1   

     

   

     

                        f                Trombone 1  fp f fp fp             Trombone 2  f fp fp        Trombone 3    Horn in F

Bass Trombone

Tuba Timpani (Optional)

Drum Kit Percussion 1: Bongos or Congas and Woodblocks Percussion 2: Tambourine (Optional) Percussion 3: Xylophone (Optional)



 



  



  f  



    



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

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

     

  



   

 

           



 

   

   

  



Bongos or Congas

 

           



                  f

        fp

  fp





  

   

Tpt 1



Tpt 2

             



 

 



            fp



 

 



 

 



             fp     Flug  

Tpt 3



Hrn

 Tbn 1

 

Tbn 2

  

Tbn 3



B Tbn





Tuba

Timps



 



   f









 f

 

      

 

 

 



                  

 







 



                 

 

    

  



  

               



       





       



         



         









  







Perc 1





Perc 2

 



Drms

Xylo

 



  

             

Tpt 1









 





 

 





 



 

   



    



 

 

Tpt 2

  

 







 

Tpt 3

  

 



  

 

 

 

   



 

   



 Flug   

 

 



                              Tbn 1 Hrn

  

Tbn 2



Tbn 3









 

   

 

  

               mf      

 



  

 

 

  



   



 







 

  





 

 

 



        



              

      



         







Perc 1





Perc 2

 



B Tbn



Tuba

Timps

Drms

Xylo

  

 





  



 

Tpt 1





     

     

Tpt 2

     

Tpt 3

Flug

        

 

 

      p

 



  



 Hrn              p            Tbn 1 p             

Tbn 2



Tbn 3

B Tbn



 

Tuba

 Timps 

Drms

Perc 1

Perc 2

Xylo



     





         

  

   

            



     



 







  

   

               

 

 

     

 

  

     



       mp    







 





  





 

 



 

 

    p









 





     









 



 

 

 

 

    



Wood Blocks

 







     

    

 



Tpt 1



Tpt 2

 



     



     

  

Tpt 3

Flug

     



  







 









             

Hrn

  Tbn 1



   

Tbn 2

  



Tbn 3

  

 

     













   



  

   



  B Tbn 

 

 



 

 





    

Tuba

Timps

Drms

  

        

Perc 1





Perc 2

 



 Xylo  





 

 



       

   



  

                

 

 

   

 





 

   





   

  





      mf    

















   



                                 mp

 

 

     

 

 



 



                

     







Tpt 2





Tpt 3





Tpt 1

Flug

   

Hrn

   

 Tbn 1



Tbn 3



Drms

  

    

Tuba

Timps



   

Tbn 2

B Tbn

 



   

      



             



  

      





    

 

          

   



 

 

      



 

      



       

   















   







   

 



    



  

         

          





  

          

          

 





       

                             

Perc 1





Perc 2

 



Xylo

    







Tpt 2





Tpt 3





Tpt 1

Flug

    





    Tbn 1    Tbn 2











B Tbn

    

Tuba

   



Tbn 3

Drms



                 

Hrn

Timps

  



     









  

     

  











 









 





  







 

 









cresc



cresc

             

  

     cresc        

  

    





  



   



  



cresc

     cresc cresc





                             

Perc 1





Perc 2

 



   Xylo                  mf

     

  

cresc

  

Tpt 1



Tpt 2











 

  

 

mf cresc

 





             

 

   

Tuba

Drms



     

Tbn 3

Timps





Tbn 2

B Tbn



   

Hrn

Tbn 1



  

Tpt 3

Flug

          

   



       





    

  

 





    

  

 

     f    



   





 f

  



  



  



 





 

 

 f



   











   





  





 





  

  

                                        

Perc 1





Perc 2

 



Xylo

       

        





B  

 



     







Tpt 1







 

   

Tpt 3



 Tbn 1



Tbn 3

  

B Tbn





Tuba





  

  





 

  



  

  











       mf

      mf





  

   



       



    



     

    





         



Perc 2

 

 

 

  

 

 

 





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



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



         

       



         

           

  







 







 







Perc 1

Xylo



  

 



Tbn 2

Drms





    

Hrn

Timps



                           

Tpt 2

Flug

  

 

 



 

 





 

Tpt 1





  mf

 

Tpt 2



  

  

Tpt 3

Flug



 







 





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

 

  





  





Tbn 2

 

  



Tbn 3

 

  



 

  





  



Tbn 1

B Tbn



Drms



Tuba

Timps

  





  

 

 

           





                      

Hrn

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



 

                   

 

 

      

 



              

  



       

             



  



               f       



   

 

  









  



             

 



    

       

 

 

 

  

 

 

 

Perc 1





Perc 2

 



   

Xylo

 



Tpt 1



  

         





Tpt 2

  

  

           



Tpt 3

  

  





Flug





       

Hrn

 Tbn 1 Tbn 2

  

Tbn 3

  

  

 

  B Tbn 

 

 



Tuba

Timps

Drms

Perc 1

Perc 2

  

 

        



  

   

     









  



 

   

 



  

  

   







 



 

             Xylo  



  







    

  





                 mf     

 

       











   





   

  





      mp    







 



 

 



                                



   



   



Congas or Bongos mf

Tpt 1



Tpt 2

Tpt 3

Flug













       

Hrn

    Tbn 1 Tbn 2



Tbn 3



B Tbn



Timps

Drms

Perc 1

Perc 2

Xylo



  



   



    

Tuba



      

 

             

          



 

  

     



      

   

      







 

     





    

 

    

  

    



  

         

          





  

          

          

   

  



  



    

   

   

   







   

 







       

                                          

 



       

  









Tpt 2





Tpt 3





Tpt 1

Flug

      



    

                           Tbn 1      Tbn 2 Hrn



Tbn 3

 

   B Tbn      

Tuba

Timps

Drms

Perc 1

Perc 2

Xylo

     





  





  

  





 

 

  

   

     

 



 

  

 



 

  











   



 





  

 

     



    

 

  



  



       



 

      

 

         





 

                              



 



 

mf cresc

       



mf cresc



       

 

Tpt 1



Tpt 2









     

   

 Tbn 1



  



   

Tbn 3

Timps

 

  

Tbn 2

Tuba





Hrn

B Tbn

  

         

Tpt 3

Flug



 

 

 

            

 

     

 

    

 



    



   

       



  



  



  



 





  

               ff

            

                   ff

                   

                    ff

  



             ff

 



             ff



D                                         Drms                     ff

Perc 1





Perc 2

 



Xylo

 

Tpt 1



                                 

                         

Tpt 2

                                  

Tpt 3

            Flug                          

Hrn

Tbn 1

 

Tbn 2

B Tbn





Tuba

Timps

Drms



  

     



    



     





       

                   ff 



                            f 



 



 

                                                  

Perc 1





Perc 2

 



Xylo



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

                         

Tbn 3

    

 



Tpt 1



Tpt 2









  

Tpt 3

 Flug     f   

Hrn

    Tbn 1

     

    

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

   

     

    



B Tbn





Timps

Drms

  

 



         





 





 





 

        



 

    

                        

Tbn 3

Tuba

 

  



 

Tbn 2

 

    

    



 f





 

 



   



    

 

  f

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







 

                                                        

Perc 1





Perc 2

 



Xylo

 

Tpt 1



      

              

Tpt 2

        

Tpt 3

   Flug    



Tuba

      



Drms





    

  





 





    





 



    







    



   mf

  





 

 





 

 

 



 



  









  





 







 



 

 

  

                         

Perc 1





Perc 2

 

Xylo



   

       

 

   

B Tbn

Timps



   



   

Tbn 3



      Tbn 1 Tbn 2



    

Hrn



 







                       



Tpt 3

     

        



Flug

       

      



 



Hrn

    





   

 







  

 



Tpt 1

Tpt 2





        Tbn 1 

Tbn 2

    mf



     

Tbn 3

     

B Tbn



Drms

 





Tuba

Timps



  

 

  

      

 

                               mp f                mp



    

           



  





  





 



 





 

  





                                   

Perc 1





Perc 2

 

 

Xylo



 



Tpt 1



Tpt 2

Tpt 3

Flug









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





                    

                  

Hrn

         Tbn 1         

Tbn 2

Tbn 3



B Tbn





Drms

      

        

Tuba

Timps



  





pp cresc

cresc

                                pp cresc

                                              

pp cresc

     

                       pp cresc pp



  pp

                pp                 pp

cresc

      

       

 

           

   

 

       

   



    

       

   



    

cresc



     



                                

Perc 1





Perc 2

 

 

Xylo



    



 

cresc



Tpt 1



                cresc

    



  f

                     f

Tpt 2



Tpt 3





 





 

Flug

104

cresc

 

           

              f

 Hrn                             f    3  3         Tbn 1 Tbn 2



 

Tbn 3

B Tbn







Tuba

Timps

Drms

  

 

  

  



 

     3





Perc 2

 

 



   





Perc 1

Xylo



 

       3

   

  f



    



 

  

    



 

  

     



 

    



 

    



 

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

 

   





  



  





 

 





 





                           



      



Tpt 1



109



Tpt 2



Tpt 3



Flug



    



    



  









    





   





  f

Tbn 1



  

      

   

            



  

 



Tbn 2





Tbn 3





B Tbn







Tuba

Timps

Drms

  

 

  

 

 



 



       



                 

Hrn

 

         f

  f

        



    





   

 



    





   

     



    



                              

Perc 1





Perc 2

 





Xylo

 



114





Tpt 2

       





Tpt 3

 







Tpt 1

Flug



        

     Tbn 1

              mp          

   

Tbn 2

   

Tbn 3

 

     

Tuba

Timps

Perc 1

Xylo

   

  



    





  









   

      



   mp

      mp

  



     mp   

 





                               

          



 





                

 





                                   

 



        







 





                                           mp                                             Congas or Bongos

Perc 2

        



Drms

   

                                

Hrn

B Tbn

  

 



           

                                      mp



        



 

Tpt 1



119





Tpt 2    

   

Tpt 3

Flug   



Tbn 1

 

Tbn 2



Tbn 3

  

 

  B Tbn   

Timps

   



         



 



               

Perc 2

Xylo

        



               mp

     mp         

    

 

  

  

      

  

      

       

          

  

  

   



 

 





 

 



  

 

 



 



    f    f    

 





 









 









 



        





        

 



        







        







 







 



 

  

         

 





  f

   

       

 

                                                           

          

 

             

Drms    Perc 1  



              



Hrn    

Tuba



 



                 

                     

      

 



      



  

 



      

 

 

          mp



 Tpt 1  



  

 





 Tpt 3  



   

 Flug   



Tpt 2

124

 

 

                                         

 



              



   Hrn         

              



            Tbn 1  mp        Tbn 2 

  

 











Tuba

Timps

 



Tbn 3

B Tbn

 

    



  Drms    Perc 1

Perc 2

Xylo



               

  











   



      

   



          

   



          

 





 







 







 







 







  

     







  

     







  

     







  

     





  mp

  

     

                      mp

               

        









              

                   

 

     

            

 

 









  

                     





    

                 

          

      

 



     



  

 



 

Tpt 1



   

129

   

Tpt 2

    

Tpt 3

  Flug     f    

Hrn

     Tbn 1 f



Tbn 2

B Tbn





 

                      

 

           

           



      

 

  

 

   

 

 

                      

     

 

  

 

           



  



          

 

     f f

 

   

 

 

 

   

  

   







 







 







 





  

           

  

           

  

   

 

         

           

          

     mf

        

 



        





 



 



     

 

   

    

               Drms        

      

                            



Perc 1

                                       mf

Perc 2

Xylo

                     



 



     







  





  



 



Timps



  

          



Tuba

 



Tbn 3

          



                    







135



 

Tpt 2  



  





 

Tpt 1

Tpt 3







 

  





 



 







 

   

              

  

      Tbn 1

         



Tbn 2





 





Tbn 3





 







Tuba

Timps

Drms

   

Xylo



   

       

  

 

     

                   

          

        



        



  





        

       

  





   

 



      





 





 

 



      



  

 





     

                                                 

Perc 1   Perc 2



        

        

 









 

              



 









B Tbn

           





Flug      Hrn

 



      

          



                 

   

      

 

 



      



  

 



      

 

          mf



 

  

       

  



140

 Tpt 1   

Tpt 2

Flug

  

       

Tpt 3

  



   mf

                                             

                              Tbn 1  mp mf           Tbn 2  Hrn





Tbn 3

B Tbn





 



Perc 1

Perc 2

Xylo

 

   

      

       

          f

  

       f

 



 

                  f                              f                       

    

 

 

 

  



      





    



          

  

      

 

  

  

      

                          

      

      

 

     

 

  

 

  

  

Drms

 

 

  

Timps

 

 

          



Tuba





 

  



 



  



                                                     

      

 

      

      

       f

                                     f

Tpt 1



146



 

  

      Tpt 2    f       Tpt 3    f    Flug     

   Tbn 1 

Tbn 2



Tbn 3



Tuba

Timps

Drms

Perc 1

Perc 2

 

   

 

 

   

     

 

  

 

 

              

 

                     

 

 

             



   



   

    

          

 

   

      

   

  

  

  

 

   

 

  



  

    



  

 

  



 

    



 

    

 

  

        



  



 





   

 

 

 

 

                    

 

 

            

            

Hrn

B Tbn

 



  

       



  

                                                  

                                   

        

      

          Xylo     

 

       

      

            

 

Tpt 1



152



   

    

Tpt 2

  

Tpt 3

   Flug        

Hrn

     Tbn 1      Tbn 2      Tbn 3 B Tbn



    

Tuba



   Timps  

Drms

Perc 1

Perc 2

Xylo



     

      

   

                     

          

      

           

 

    

                     

          fp

         fp         



                

 

    

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

                  

                 



     

  

   





 

    

fp    



    

           





           







  fp





                                                                                   

      



            

        

                    f



Tpt 1



157





F                     



                                         ff              

Tpt 2

Tpt 3

  Flug            



Tbn 1



Tbn 2



 

 

Tbn 3









 







   















 

 fp



     ff

Timps







 

Tuba

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

Hrn

B Tbn

        

  

 

     ff





F            Rim shot                                    Drms         fp

Perc 1





Perc 2

 



Xylo

 

 

  ff



Tpt 1



Tpt 2



  

  

   

162



   

Tpt 3



 

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

               

 

 

        

 

         

     

                      Flug                             

Hrn

Tbn 1



Tbn 2

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

     

      







Tbn 3





B Tbn







 

Tuba

Timps

Drms

Perc 1

Perc 2

Xylo

  

 

  

          

 







  

 

 







 

  



  

 



      

    

 

     

    

 

 

 



 

 

  







 

    

  



  

Tpt 1



 

     



     



      fp       



   



   



 

   



 

    



 



                   

Tpt 2

Tpt 3

Flug

168

   

Hrn

Tbn 1





  f

 





Tbn 2





 

Tbn 3





 

  

  





B Tbn



      

Tuba

 





  



             

              







                                

Perc 1





Perc 2

 

Drms

Xylo



 













     



Timps





     





Tpt 1



172





     

Tpt 2

   

     

Tpt 3

 

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





 





 





 

Flug

 

                            

Hrn

 

                            

Tbn 1



     

Tbn 2



 

      

Tbn 3

 

          

B Tbn





  





  





  









Tuba

Timps

Drms

   

     



 

 







 





 







 

   

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







 

                                             

Perc 1





Perc 2

 



Xylo

 

Tpt 1



G        

176

               mf

Tpt 2



  



  



  



  

    

Tpt 3

               



 

  

   



 



   Flug    

    

Hrn



      Tbn 1

    

   

Tbn 3

B Tbn

   

    

Tuba

  

    

Timps

Drms

  

 







  

   

Tbn 2

  









 

  





 





 























 

  

Perc 1





Perc 2

 



Xylo

 



  



 



181



                       



Tpt 3

     

        



Flug

       

      



Hrn

    





 





Tpt 1

Tpt 2





        Tbn 1    



     

Tbn 2



Tbn 3

     

B Tbn



Drms

 





Tuba

Timps



  

 

  

       



 

 



 



  

 



                  mp f                mp



    

            

    

           



  





  





 



 





 

  





                                  

Perc 1





Perc 2

 



Xylo

 

 



Tpt 1



Tpt 2



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





                    

      

Tpt 3

Flug





187

                  

Hrn

          Tbn 1         

Tbn 2



Tbn 3

B Tbn



Drms

      

         

Tuba

Timps





  



cresc

              pp              pp

      

   

 

    

     

   



    

cresc

                                              pp

              pp 

      cresc

     

cresc

 

cresc

                pp                 pp

      

       

 

           

   

 

       

   



    

       

   



    

cresc



     



Perc 1





Perc 2

 

 

Xylo

 

cresc



Tpt 1



                cresc

Tpt 2



Tpt 3



Flug

   



      

Tbn 2



3

Tbn 3

 



B Tbn







Tuba

Drms

  



 3



Perc 2

 









3







 

cresc





 







       3

 

           

             3 



  



Perc 1

Xylo



cresc



Timps



  

Tbn 1



 

                    f



  

Hrn

192

   



     

      

     

  f



    

   



    



    

   

 



    

          



         



   



  

   





  







                                 



Tpt 1



197



Tpt 2



Tpt 3





     



     



 Flug   



      fp

     

  

  f





  f

                 

Hrn

                   Tbn 1 

Tbn 2



Tbn 3

 

B Tbn





Tuba

Timps

Drms



  

      fp

     



 



  









  f



 

     



        

     



        

     



     

        



        

  











     



      

        



        

  



 



 











 



 











                                                

Perc 1





Perc 2

 



Xylo

 

Tpt 1



201







                 

Tpt 2

   ff

 



   



 

  



 

     Flug              

 

 

 

 

 



 

 

 

Tpt 3



                 

Hrn

    Tbn 1   

Tbn 2



    

Tuba

 Timps 

Drms

Perc 1

Perc 2

Xylo



     

   

            

     

   

  

     

  

Tbn 3

B Tbn

     



 

 

       











 

 

 



 

   



 

 



 

    ff

  



                  

 

 

 

 

 

 

                       



                           

 

 

 





            

  

  

 

 

 