Sb57 blewzscore

Blewz Composed by Keiron Anderson An Original Composition for Superbrass.

3:30 Minutes 4 Trumpets 1 Horn in F 3 Trombones 1 Euphonium 1 Tuba 1 Drum Kit Trumpet 4 doubles on Flugelhorn.

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

Š 2014 www.superbrass.co.uk

Blewz There are many harmonic forms of the blues from a standard chord sequence to a more complex set with a circle of fifths. This bright, entertaining work is fun to play and easy to programme with a hint of jazz and a swing feel, complete with a little interplay section for bass trombone and tuba, which adds to the entertainment value of this piece.

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.

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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

Blewz

Score in C



Composed by Keiron Anderson Edited by Roger Argente

Medium Swing h = 72

  







Trumpet 2

  







Trumpet 3

  







Flugelhorn

  







Horn in F

  







Trombone 1

   





Trombone 2

   





   

Trombone 3

   





   



Bass Trombone

   





   



Trumpet 1

    mp

Drum Set





 

p

  

   



mp

mp

                  Tuba    p



mp

            

  

All Rights Reserved © 2014 Superbrass Music www.superbrass.co.uk

3

    

  

 

2



4

  







Tpt 2

  







Tpt 3

  







Flug

  





  





Tpt 1

Hrn

Tbn 1

Tbn 2

Tbn 3

B Tbn

       mf

       mf

       mf

       mf

   Tuba   Drms



 















  

mf

    

   

       



mf





    



    



   



   

mf

mf

mf

mf

            

    

    

    



    

  



3

7

  









Tpt 2

  









Tpt 3

  













Tpt 1

Flug

Hrn

Tbn 1

             

Tbn 2

 

Tbn 3

 

B Tbn

 

    

mf





         pp

   



mf





 



 

pp

cresc.



 

cresc.

  pp



 

cresc.

 

          

 

   

 

     

      

     

     

     

     

               Tuba          

     









mf

mf

mf

Drms



         

pp

pp

pp

cresc.

cresc.

cresc.

                    pp

cresc.

4

Tpt 1

Tpt 2

Tpt 3

Flug



11

   

  

mf

Tbn 1

cresc.

mf

   A                f

cresc.

f

              

             

                       

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

              



                    f                



      

        



      

     

      



   

 



        



   

 



f

        

 

            

mf

 



   

cresc.

cresc.



Tbn 2

 

Tbn 3

 

B Tbn

     

 

 

 

    Tuba    Drms



  

                                    

mf

Hrn



  



   

 

 

           

 

   

             

f

f

f

f

f

f

f

3

3

3

                    Tpt 1    3

                       

           

3

         

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

            

15

Tpt 2

Tpt 3

3

3                         

Flug

                 

Hrn

Tbn 2

Tbn 3

Tuba

Drms

      

          

      

   

          

      

       





  



   



    



   





  





    



    



  

 

   

   

B Tbn

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



   

 

Tbn 1

   

             

   

   

   

   

 

5

6

Tpt 1



             

18



         

Tpt 3

           

Flug

           

                           

Tbn 1

3

                           

Tuba

 





 

    

 

    

 

   

3

 



 



 

 

   



     

    





     

   

 

   

3

B Tbn

3

   3 3 3                                   

3

Tbn 3

3

3 3     3                   

                         

Tbn 2

3

         3     3       3



Hrn

         3        

3                        



Tpt 2

Drms

  





   

   

 

7                              Tpt 1        21

3

3

3

Tpt 2

            

             

Tpt 3

  

             

         

                 

             





Flug

                             

Hrn

Tbn 1

    

3

3

3

3

3

3

3

3

3

3

3

3

                  

Tbn 2

        

        

   



Tbn 3

 

       

           

    



B Tbn

 

  

    



  









Tuba

 

  

   



  









Drms





     



   

   

   

   

 

8

Tpt 1

Tpt 2

Tpt 3

Flug

Hrn

Tbn 1

Tbn 2

Tbn 3

B Tbn



         

24



      



              



      

     



       

     

mp

 



mp

 



mp

        





 

 

     mp

           

     



 







       Tuba       Drms





   mp

   mp

 

 

     

  







          

mp

mp

                        

 

   

 

     

     

  

   

 

  

                



                



mp

mp

         

       

       

Tpt 1

Tpt 2

Tpt 3

Flug

Hrn

Tbn 1



28

   

  



  

9

B 

               

 



 













 

 

mf

                    

 



  

             

 

 



 

  

 



   



   



mf

     mf

        



f solo ad lib 12 bar blues

 

          



    



      

 

 

 

  

   

    

   Tuba   

 

 



  

   

   

 

 

Tbn 2

 

Tbn 3

 

B Tbn

   

Drms



 

 

 

  

 

 

mf

mf

mf



mf

 









           

mf

 

      

10

Tpt 1



Tpt 2

Tpt 3

Flug

Hrn

Tbn 2

Tbn 3

B Tbn

Drms

















 

  



  

   

 



  

    

 







    

 



 

    

 



 

       

Tbn 1

Tuba

31



    

 

     

 

   

            





    





    



    

 

   

        

  

  



   



      



  

  



             

        

           



11

34









Tpt 2









Tpt 3









Tpt 1

Flug

Hrn

  

   

   

 

   

   

  

  

   

 

   

   

   

Tbn 1

    



  

   

       

Tbn 2





    

    

 

Tbn 3

  

    

    

 

B Tbn





   

      

     





Tuba





   

    

    





      

             

Drms



  

   

    

      

12

Tpt 1



Tpt 2









    









    

37

    





Flug

Tbn 1

   

 

   

      

Tbn 2

   

       

Tbn 3

B Tbn



Tuba





 

  

fp

   



                                       

Hrn

Drms





Tpt 3

fp

   

fp

 

     

 



fp



         

  

 

   

 











   



    



 



   



     



 

 

 

 

   

   

 

 

   

   

   

Tpt 1

Tpt 2

Tpt 3



C

       

41

            

mf







Hrn







mf









 

         mf

             

mf

Flug





       

13

  













































Tbn 1



Tbn 2

                                    

Tbn 3







mf

                         mf

B Tbn

Tuba

                                        mf

                                         mf

Drms

         

   

 

 

          

 

14

Tpt 1

Tpt 2

Tpt 3



44

     







        









Flug



Hrn



mp

     













mp





                



   

              

                 mp

Tbn 1



Tbn 2

                                

Tbn 3

B Tbn







mp

                         mp

                                        mp

Tuba

Drms

                                         mp   

    

             mp

   

 

 

 

Tpt 1



15

47

 

    





Tpt 2

3  3                                  mf

Tpt 3

 

   

Flug

 



3

Hrn













   













                        

Tbn 1



Tbn 2

                            

Tbn 3



                            

B Tbn

                                        

Tuba

                                        

Drms

         

   

    

            

 

16

Tpt 1

Tpt 2



50









D



                     



3

Tpt 3











Flug











Hrn



Tbn 1

Tbn 2

Tbn 3

B Tbn

                                                 



                      



                       



                          



      Tuba        Drms



    

 

            

          p

light fills with bass line

                                  p



54

17











Tpt 2











Tpt 3











Flug











Hrn











Tbn 1











Tbn 2











Tbn 3











B Tbn





Tpt 1

                              p

Tuba

Drms

             







                                         

18



58









Tpt 2









Tpt 3









Flug









Hrn









Tbn 1









Tbn 2









Tbn 3









B Tbn









Tpt 1

            Tuba              Drms

       

   

        

           

   

    

   



61

19









Tpt 2









Tpt 3









Flug









Hrn









Tbn 1









Tbn 2









Tbn 3









Tpt 1

B Tbn

Tuba

Drms

               

     





             

     

   

     

   

     

            

 

20

Tpt 1

Tpt 2

Tpt 3

Flug

Hrn

Tbn 1

Tbn 2



 

E                   

  

 

                

  

 

                      

 

                      

64

   

f

mf

mf

f

mf

f

mf

f

     

mf

   

f

 



mf

   

   

              3

   

mf

        

mf

         

       

     

Tbn 3

 

B Tbn

       

    

   

3

3

    



   





    



   

 

 

 

 

 

mf



     



 

     Tuba     Drms

  

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

        

  



mf

f

 

 

 

                    Tpt 1    Tpt 2

Tpt 3

3

                        3

         

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

            

3

3                         

Flug

                 

Hrn

Tbn 2

Tbn 3

Drms



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

       

          

      

   

          

      

       



  



   



    



   





  





    



    



  

 

 

 

    

 

 

   

B Tbn

Tuba

   

             

   

 

Tbn 1

21

           

67

 

 

   

 

22

Tpt 1



             

70



         

Tpt 3

           

Flug

           

                           

Tbn 1

3

                           

Tuba

 





 

    

 

    

 

 

 

3

 



 



 

 

   



     

    





     

   

 

 

 

3

B Tbn

3

   3 3 3                                   

3

Tbn 3

3

3 3     3                   

                         

Tbn 2

3

         3     3       3



Hrn

         3        

3                        



Tpt 2

Drms

  



 



 

 

 

 

23                              Tpt 1        73

3

3

3

Tpt 2

            

             

Tpt 3

  

             

         

                 

             





Flug

  

                          

Hrn

Tbn 1

    

3

3

3

3

3

3

3

3

3

3

3

3

                  

Tbn 2

        

        

   



Tbn 3

 

       

           

    



B Tbn

 

  

    



  









Tuba

 

  

   





  









 

 

 

 

 

 

 

Drms





   

 

 

 

24

Tpt 1

Tpt 2

Tpt 3

Flug

Hrn

Tbn 1



         

F

76

   

mp

       

    mp

3               3

3               3

       

   

       

  3       mp

       

  3     mp     

       

mp

       

   

     



3

3

            

mp

3

3



   







   





B Tbn

         

   





Tuba

          

   





 

 



Tbn 2

Tbn 3

Drms

       



 

   

 



 

mp

mp



mp



mp

 

 

Tpt 1



   

mp

3

3

3             

mp

3                mp 3                     mp                   

   

Flug

Hrn

Tbn 1

mp



           

   

Tpt 3

3

3

mp

Tbn 3

 

B Tbn

 

Tuba

 







3

3

  



   



mf







  



   











  

mf

   





     

mf

mf





         

                         

Tbn 2

Drms

mp

   

Tpt 2

25

          

79

mf

mf

mf

             

mf

f



26



  





Tpt 2

               





Tpt 3

                





              





Tpt 1

82







mf

mf

mf

Flug

mf

               mf     mf            

Hrn

Tbn 1

Tbn 2

 

Tbn 3

 

B Tbn

Tuba

Drms

3

mf







  mf



        



 

      





        

3





  

 





  





 





   







mf

mf

3

mf

 

                

 







             Tpt 1   





     





          





3                       









27

85

ff

Tpt 2

3

ff 3

Flug

3

         ff

Tpt 3

3

3

3

3

ff

3                            ff               3

Hrn

Tbn 1

ff

Tbn 2

3

       

3

Tbn 3

B Tbn

ff

    Tuba      ff

Drms









  



   





  



   





  



         

          3 3     ff



p

   

ff

      



  

ff

       



   

    

p

p

p

p

         3 3  3 p

  

 

28



88

  









Tpt 2

  









Tpt 3

  









Flug

  









Hrn

  









Tpt 1

Tbn 1

Tbn 2

Tbn 3

B Tbn

       



mp

       





 







 







 







mp

       mp

        mp

                  Tuba     3

Drms



 

mf

mf

mf

mf

      

mf

         

                                       

Tpt 1

Tpt 2

Tpt 3

Flug

Hrn

Tbn 1

Tbn 2

Tbn 3

B Tbn



92

  







  









  

  









  

        

   

mf





 

        



       

            

mf



       



mf



f

         

       mf

f

           

   



mf



mf

f

  



mf

      Tuba   Drms

29

   

G



f

f

            f

          f

     



     



mf

mf

              

mf

                         

  f

     

            

30



            

         

Tpt 2



 

               

          

Tpt 3



            

          

Tpt 1

Flug

Hrn

Tbn 1

96

  







           



 

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

          

         

          

    



 

     

     

           

    

Tbn 2

 



Tbn 3

 









B Tbn

 









   Tuba    Drms



 

    

 

      

 

 

 

 

                                            

Tpt 1

Tpt 2

Tpt 3

Flug

Hrn

Tbn 1

Tbn 2





    



   

               

         

   

               

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

99

  





  





                                 



  



  

 

B Tbn

   

                                                  

    

f



         

f

   Tuba   Drms





Tbn 3



 

 

 

 

 

 

 

 

 

 

   

 

 

   

                                            

31

32

Tpt 1



102



  

    

    

   

    

    

   

    

  

    

  

Tpt 2

 

Tpt 3

   

    

Flug

    

                

Hrn

Tbn 1

      



 

 



Tbn 3

 



B Tbn

    

Tbn 2

   Tuba    Drms



      

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

                      

   

    

    

   

    

        



        

    

 

 

 



 

 

 

 

 

 

 



 

 

 

 

    

        

                                            



33

105

       







Tpt 2

        







Tpt 3

      











     

     

Tpt 1

Flug

Hrn

Tbn 1

Tbn 2

Tbn 3

B Tbn

                                                   

   

                                                   

      Tuba       Drms

    



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

mp

 

mp

 

mp

 

 

 

 

    

mp

   

 

   

 

     

              mp

              mp

                                                  mp

34

Tpt 1



109

   

Tpt 2

   

Tpt 3

   

Flug

   

Hrn

Tbn 1



                



              



  

                     

    

    

                        

   mp

   mp

  mp

mp

          

Tbn 2

 

Tbn 3

 

  

     

  

   

 

   Tuba  

 

B Tbn

Drms



 

     

          



 

ff

ff

ff

         

 



      





     



     



     



ff

              

ff

   

ff

   

ff

       

       

ff

 





  

 

 

 

  

ff

                                     

                           Tpt 1    112

3

Tpt 2

Tpt 3

3

Tbn 1

Tbn 2

Tbn 3

 

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

   

      



3

                                                                

      3                 

3

3

                     



   Tuba   

 

     

   

3





 

 



3



3

                  



Drms



  

    

B Tbn

   

                          

3 3

Hrn

35

                               3 3 3

Flug

  



3

                        

   



  





  



        



3