Sb49 shaftfullscore

Page 1

Superbrass Music

Theme from "Shaft"

Score in C

Trumpet 1

Funky

  

Composed by Isaac Hayes Arranged by Jock McKenzie Edited by Roger Argente

        alt 0 & 1/3

  

  

  

  

Trombone 2

 

Trombone 3

  

 

   

Trumpet 2

Trumpet 3

Trumpet 4

Horn in F

Trombone 1

Bass Trombone

Tuba

Drums

Percussion: Shaker / Congas

    



mp

Hi Hat effects

 

mp

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

2

Tpt 1

5

A

   

mp

 

Tpt 2

    

Tpt 3

            

mp

 

   Hrn     Tbn 1

 

mp

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

alt 0 & 1/3

Tpt 4

 

Tbn 2

 

Tbn 3

 

B Tbn

    

mp

Tuba

Drms

Perc

     

mp

 

 

mp

 

 

Tpt 1

9

   

 

Tpt 2

    

Tpt 3

            

Tpt 4

 

   Hrn    

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

 

3

  

 

Tbn 2

 

Tbn 3

 

Tbn 1

    B Tbn   Tuba

Drms

Perc

     

 

 

4

Tpt 1

13

B

   

 

Tpt 2

    

Tpt 3

            

Tpt 4

  

Tbn 2

 

Tbn 3

B Tbn

Tuba

Drms

Perc

 

 mp



mp

 

 

  

 

  

 



     

    

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

mf

   

         

   Hrn     Tbn 1

  

 

 

 

  

 

  

 

 

Tpt 1

17

   

 

Tpt 2

    

Tpt 3

            

Tpt 4

  

   Hrn     Tbn 1

   

Tbn 2

 

Tbn 3

  

    

    

    B Tbn   Tuba

Drms

Perc

 

  

     

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

            

5

  

 

    

    

 

 

6

Tpt 1

21

C

   

 

Tpt 2

    

Tpt 3

            

Tpt 4

Hrn

   

    

   Ebma7 Tbn 1   

 

  

 

  

mf solo pixie + wah

 

Tbn 2

 

Tbn 3

 

 

    B Tbn   Tuba

Drms

Perc

 



     

 

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

         

 

  

   

 

  

 

  

 

 

Tpt 1

25

   

 

Tpt 2

    

Tpt 3

            

Tpt 4

  

   Hrn    

   Dm7 Tbn 1     

Tbn 2

 

Tbn 3

 

    

    

    B Tbn   Tuba

Drms

Perc

  

     

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

            

7

  

  

 

    

    

 

 

8

Tpt 1

 

D 

    

Tpt 2

Tpt 3

Tpt 4

29

 

 

   Ebma7 Tbn 1  

  



 

    

  



 

    B Tbn  

  

  Tuba    

   

gradually fade out

 

Tbn 2

Tbn 3

 

p

p

p

Drms

Perc

p

 

 

   

p

p

p

p

3

 

 

3

   3

   3

  

 

 

   

 

 

   

 



       

 

   

       

 

         

 

    

         

                p

3    

p

 

  Hrn   

 

   

 

   

 

Tpt 1

9

33

  

  

  

  

    

mp

Tpt 2

mp

Tpt 3

mp

Tpt 4

mp

Hrn

mp

 Tbn 1    Dm7

 

 

   

 

   

 

    B Tbn  

   

 

  Tuba   

    

 

 

Tbn 2

 

Tbn 3

mp

 

mp

mp

Drms

Perc

mp

 

mp

 

     

         

    

 

      



 

   

 

   

 

   

 

    

 

 

    

      



 

   

                    

10

Tpt 1

Tpt 2











Tpt 3

Tpt 4

37

E 

                        

f

      

       

                       

     

       

 

f

     Hrn        f

 Tbn 1 

    

f

      

           

          

   

         

     

   

  



 

   

  



 

   

    

  



 

    

  



 

  B Tbn    

 

   

    

  

f

  

       

 

   

    

  

f

  

       

Tbn 2

f

Tbn 3

f

  Tuba    

Drms

Perc

 

  

f

    

phrase + fills

   

 

      

   

    

 

 

    

 

  

     

 

   

 

      

   

    

long fall                    Tpt 1  

long fall                       

        

long fall                 

    

long fall                 

11

41

f

Tpt 2

f

Tpt 3

Tpt 4





        Hrn                          fall  long              Tbn 1  long fall

 

  

 

 

  

 

   B Tbn    

    

  

   

  Tuba    

    

  

   

    

   

   

 

Tbn 2

 

Tbn 3

Drms

Perc

 

  

   

 

   

 

 

long fall

 



long fall



long fall

  long fall



 



                       

                       

2 bar big fill

F       Tpt 1   

           

      

           

12

45

mp

Tpt 2

mp

                                                         alt 0 & 1/3

Tpt 3

mp

                                                          alt 0 & 1/3

Tpt 4

   

mp

 

 

 

Tbn 2

 

 

Tbn 3

 

 

 

 

  

 

Hrn

Tbn 1

B Tbn

Tuba

Drms

Perc

 

                                                    

mp

 

Tpt 1

48

G

13

                    alt 0 & 1/3

mf

                  alt 0 & 1/3

Tpt 2

mf

      

Tpt 3

  Tpt 4           Hrn     

mf

   Tbn 1  

mf

 

Tbn 2



mf

  

 

 

 

       

mf

       

mf

       

 

  

 

  

   

  

     



         

       

 

  

 

  

  

 

   

 

  Tuba    

 

Tbn 3

mf

B Tbn

mf

Drms

Perc

mf

         

 

 

mf

mf

14

Tpt 1

 

        

  

 

        

  

52

     

Tpt 2

      

Tpt 3

                            

Tpt 4

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

   Hrn        Tbn 1   

Tbn 2

Tuba

Drms

Perc

 

  

    

    

 

   

    

Tbn 3

B Tbn



     

   

 

  

    

    

  

 

 

          Tpt 1   55

          

Tpt 2

H

15

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

         

Tpt 3

     Tpt 4                         Hrn     Tbn 1   

Tbn 2

 

Tbn 3

B Tbn

Tuba

Drms

Perc



   

 





   

 

   

         

 

        

 

         

 

  

 

  

 

  

 

 

 

 

     

        

    

16

58

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

Tpt 2

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

Tpt 3

 

Tpt 1

Tpt 4





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

Tbn 2

 

Tbn 3

B Tbn

Tuba

Drms

Perc

 

   

         

   

         

   

 

         

  

 

  

 

  







    

    

 

 

         

 

  

    

    

   

 

Tpt 1

61

     

Tpt 2

           

        

  

        

  

        

              

Tpt 3

           Tpt 4        Hrn     Tbn 1   

Tbn 2

  

Tbn 3

 

B Tbn

  

  

Tuba

Drms

Perc

    

         

  

    

    

 

 



 



 

17

18

Tpt 1

                                     

Tpt 2

                                          

Tpt 3

Tpt 4

I

64





                                 

   Hrn        Tbn 1   

Tbn 2

 

Tbn 3

B Tbn

Tuba

Drms

Perc

 

   

         

  

 

  

 

  

   

    

   

       

 

  

 

  

 

  

    

 

    

 

        

 

    

  

  

Tpt 1

19

68

                                     

Tpt 2

   

      

      

  Tpt 4     

      

      

Tpt 3

   Hrn        Tbn 1   

Tbn 2

 

Tbn 3

B Tbn

Tuba

Drms

Perc

 

 

         

    

    

    

 

   

     

  

  

 

    

         

  

    

    

 

 

          

    

fill

20

Tpt 1

Tbn 1

   

   

   

   

   

 



 

Tpt 3

Hrn

            

Tpt 2

Tpt 4

J

72

f

f

f

       

    

        

                    

       

    

        

                     

     B Tbn    

    

       Tuba     

      

         

                     

Tbn 2

f

Tbn 3

f

f

Drms

Perc

f

 

              

f

       

          

                        

21

76

  

Tpt 2

  

Tpt 3

  

  

Tpt 1

Tpt 4

  Hrn   

 Tbn 1 

                       

                    

Tbn 3

                    B Tbn                        Tuba             

Drms

Perc

 

 

mf

mf

                    

Tbn 2

                          

 

    

    

        

    

    

        

    

    

      

      

         

mf

mf

mf

mf

mf

mf

 

f

 

f

 

f

  f

         

              

         

22

Tpt 1

Tpt 2

80





K  

                      

                         

ff

ff

                

                                          

          Tpt 4      

                                          

         Hrn         

                                          

Tpt 3

 Tbn 1 

 

 

 

 

ff

ff

ff

                            ff

       

    

        

       

    

        

     B Tbn    

    

       Tuba     

      

         

Tbn 2

f

Tbn 3

f

f

Drms

Perc

f

 

              

f

         

f

          

    

    

        

    

    

        

    

    

      

      

         

ff

ff

ff

ff

          

                     Tpt 1  

                    

                      

                    Tpt 4          

                    Hrn             

23

84

Tpt 2

Tpt 3

 Tbn 1 

                  

f

f

f

f

       

    

        

       

    

        

     B Tbn    

    

       Tuba     

      

         

                 

                 

Tbn 2

Tbn 3

Drms

Perc

 

 

            

2 bar big fill

 

to Congas

L     Tpt 1  

24

88

  

    

   

    

   

   



Tpt 2

Tpt 3

Tpt 4

  Hrn   

 



      3 3



3



3



      

      

          

      

      

      

          

      

      

      

Tbn 2

f

Tbn 3

f

        B Tbn               f

          Tuba              Drms

Perc

f

      

sfz

sfz

sfz

         

         

               

 

          

f

f

f

      Tbn 1     f

Tpt 1



3

  

  

3      

     

Tpt 3

3

  Hrn    

25



     



    

 

Tpt 2

Tpt 4

92

mf



3      

mf



mf



3

        Tbn 1 

      

      

        

      

      

      

        

      

      

      

Tbn 2

Tbn 3

       B Tbn                        Tuba                  Drms

Perc

      

sfz

sfz

sfz

mf

               

               

 

26

Tpt 1

 

Tpt 2

M 

 

    

    

  Hrn    

 

Tbn 2



mf



   

mf

   

Tbn 3

   

mf

   

 

    

3

                   

 

           

    

f

    

f



 

f

f



3



3

  



3

 Tbn 1 

    

  

Tpt 3

Tpt 4

96

                     

f

 

                

            B Tbn                           mf

           Tuba                          

Drms

Perc

mf

 

            

            

mf

mf

Tpt 1

100



3

Tpt 3

  

3     

Tpt 4

  

3     

    

3

  Hrn      Tbn 1   

Tbn 2

    

f

    

f

 

         

 

                 

Tbn 3

f

       B Tbn               f

      Tuba               Drms

Perc

f

 

f

f

         







3

         

27



     

 

Tpt 2



    

 

                     

 

                 

 

 

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

28

Tpt 1

 

N 

   

f



   



   

 

   

Tpt 2

Tpt 3

Tpt 4

104

f

f

f

   

 Tbn 1 

Tbn 2

 

Tbn 3

 

 

Hrn

B Tbn

       Tuba      Drms

Perc

f

 

      

          

f

          

             

          



mf

 mf

Tpt 1

Tpt 2

Tpt 3

Tpt 4

108





  

 

 

 

f

f

                             

f

                             

f

                                      Hrn                                Tbn 1 

f

                                        f

       

    

        

       

    

        

     B Tbn    

    

       Tuba     

      

         

Tbn 2

mf

Tbn 3

mf

mf

Drms

Perc

mf

 

mf

          

    

    

        

    

    

        

    

    

      

      

         

f

f

f

f

          

29

O

     Tpt 1  

30

112

 

  

 

  

   

     

                

     

                  

   Tpt 4   

                  

   Hrn      

                  

Tpt 2

Tpt 3

 Tbn 1 

 

 

 

 

  

   

       

    

        

       

    

        

      B Tbn   

    

       Tuba     

      

         

Tbn 2

Tbn 3

Drms

Perc

 

        

    ff

 

 

 

   

 

   

        

    

     

    

        

   

 

ff

ff

ff

ff

ff

      

 

 

    

    

    

    

    

    

      

      

ff

ff

ff

ff

                                            

f

ff

  

1.

2.

   

         

            

         

            

         Tpt 4     

    

         Hrn      

              

Tpt 1

Tpt 2

Tpt 3

115



 

mf

mf

        

mf



mf

 

Tbn 2

           



Tbn 3

           



         B Tbn      

 

  

Tbn 1

 

  

31

   

         Tuba      

Drms

Perc

 

         big fill     big fill                             

 

32

118

P

            

          

            

          

      

          

          

          

            Hrn    

          

Tpt 1

ff

Tpt 2

ff

Tpt 3

ff

Tpt 4

 

ff

ff

              Tbn 1 

             

         

             

          

            B Tbn   

          

             Tuba   

          

 

ff

Tbn 2

ff

Tbn 3

ff

ff

Drms

Perc

ff

 

         

          ad lib fill           ad lib fill as is                                                         

ff

 

ff

122

33

            

          

            

          

     

          

            Tpt 4   

          

            Hrn    

          

Tpt 1

Tpt 2

Tpt 3

              Tbn 1 

             

             

            B Tbn   

Tbn 2

Tbn 3

             Tuba   

Drms

Perc

 

as is

          ad lib fill                                

                                        



         



    

          ad lib fill                                

34

Tpt 1

126

Q

            

             

   

       

    

           

    

             Hrn    

    

Tpt 2

Tpt 3

Tpt 4

 

              Tbn 1 

sfp

sfp

sfp

sfp

          

           

    

           

   

           

    

           

    

ff

ff

ff

ff

         

sfp

sfp

sfp

sfp

             

         

             

          

            B Tbn   

          

             Tuba   

          

Tbn 2

Tbn 3

Drms

Perc

 

          ad lib fill                                 

          ad lib fill                                

Tpt 1

130

                         

Tpt 2

ff

                     

Tpt 3

ff

            Tpt 4    ff

            Hrn     Tbn 1

 

ff

         

     

             

             

            B Tbn   

Tbn 2

Tbn 3

             Tuba   

Drms

Perc

 

          fff

         

fff

          fff

          fff

          

fff

         

fff

          fff

          fff

         



35

        

fff

         



fff

          ad lib fill           ad lib fill                                                           fff                       fff

36

Tpt 1

R

134

             ff

Tpt 2

   

          

    

      

   

          

   

ff

Tpt 4

          

             ff

Tpt 3





sfp

sfp

             

ff

               Hrn       ff

              Tbn 1 

sfp

sfp

             

             

   

   

   

         

   

         

             

          

            B Tbn   

          

             Tuba   

          

ff

 

Tbn 2

Tbn 3

          ff

ff

ff

Drms

Perc

ff

 

      

ff

 

ff

sfp

sfp

ad lib fill  as is                    

sfp

sfp

ad lib fill

          

Tpt 1

Tpt 2

Tpt 3

138

            

          

    

            

   

       

    

            

   

       

    Hrn     

       

sfp

sfp

       

 

       

         

               

   

         

sfp

sfp

            B Tbn    

             Tuba    

Drms

Perc

 

as is

      

 ad lib fill              

   

sfp

   

             

sfp

 

                Tbn 1 

Tbn 3

             

  Tpt 4     

Tbn 2

37

                    

 

         

        

   

   

sfp

sfp

  

 ad lib fill              

   

38

Tpt 1

S

142

             ff

Tpt 2

   

          

    

      

   

          

   





sfp

sfp

             

ff

               Hrn       ff

   Tbn 1  ff

 

Tbn 2

ff

Tpt 4

          

             ff

Tpt 3

 ff

sfp

sfp

             

             

     

   



     

   



sfp

sfp

     

   

     

   

sfp

             

            B Tbn   

          

             Tuba   

          

Tbn 3

ff

ff

Drms

Perc

ff

 

      

ff

 

ff

         

sfp

ad lib fill  as is                    

ad lib fill

          

Tpt 1

Tpt 2

Tpt 3

146

            

            

          

   

           

   

       

    

            

   

  Tpt 4     

     

    Hrn     

     

   Tbn 1   

Tbn 2



sfp

sfp

 

Perc

 

 

     



     

   



             Tuba    

Drms

sfp



            B Tbn    

as is

     



               

     

   

     

   

sfp

sfp

         

         

 

         

 

                                   ad lib fill

sfp

   

sfp

sfp

 

     

              

Tbn 3

39

ad lib fill

         

T                         Tpt 1  

40

      

 

   

      

 

   

                        

più f

      

       

                       

     

       

 

150

più f

                         

Tpt 2

più f







Tpt 3

Tpt 4

più f

     Hrn        più f

 Tbn 1 

    

più f

      

           

          

   

         

     

   

  



 

   

  



 

   

    

  



 

    

  



 

  B Tbn    

 

   

    



  

più f

  

       

più f

  

 

   

    

 

  

 

        

     

   

       

   

  

     

   

       

Tbn 2

più f

Tbn 3

più f

  Tuba    

Drms

Perc

 

  

phrase + fills

più f

  

più f

  

 

 

  

   

 

 

     

  

  

  

 

  

   

     

  

             Tpt 1   154

Tpt 2

Tpt 3

Tpt 4

         

 

            

 

       

 

              

         

 

          

          

 

   

 





     Hrn         Tbn 1 

   

    

 

    

        

 

  



 

 

  



 

  B Tbn    

   

 

   

    

  Tuba    

   

 

   

    

 

 

Tbn 2

 

Tbn 3

Drms

Perc

  

 

  

        

     

 

          

   

   

 

 



          

    

  

off with kit

  

off with kit

  

off with kit

  

off with kit

     

off with kit

off with kit

  

off with kit

  

off with kit

  

off with kit

  

off with kit

  

           off with kit

  

off with kit

41

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