A tribute of michael jackson.pdf

A TRIBUTE TO MICHAEL JACKSON Thriller - I'II Be There - I Want You Back

(Thriller) Moderato Rock 

Piccolo

Flauta 1

Flauta 2

Oboe

Bassoon Clarinete in B  1 Clarinete in B  2 Clarinete in B  3

Alto Clarinet

Bass Clarinet

Sax-Alto. 1

Sax-Alto. 2

Sax-Tenor.

Sax-Baritono. Trompete in B  1 Trompete in B  2 Trompete in B  3

Horn in F 1

Horn in F 2

Horn in F 3

Horn in F 4

Trombone 1

Trombone 2

Bass Trombone

Bombardino C Bombardino B  Tuba E Tuba B

Timpani

Cowbell

Guiro

Glockenspiel

Bongo.

Conga.

Bateria

Marimba

Cymbals

Arranger: Naohiro Iwai

    





















    





















    



    







             

  

    









  

 





 

           

                 







 





   



  



  







       















  

 

 

 

 

 











 









 





















   

























   

 





  

















  

















  









             H.H



       

















 

 

     









  



























  

      



 













    

 

     











  













    

 

     







  

 

 

 















 

   















 





          





 

 





 

    

         

 

               

   

 

       

 

  

       

        

 

    

     





     



     



 

   

             

    





      

         





  

            

     



   

   

     





 







 







  



         



    



     





 

 

          



 

     

      







 







































 



     

   

    



  





 



























 



















        

































  























 

  

 













    





  

   







               















   

















 











 









       





 



A

     

       

                



 

        

     

     

    

     

     

  

  



                     Cymb        ---------Fill in---------                                                         



  









  

   

   

 

          

   



    13     13   



13

Picc.

Fl. 1

Fl. 2



    

Bsn.

              

13

B Cl. 1



13

B Cl. 2



13

B Cl. 3



 

13

A.Cl.



13

B. Cl.





13

A. Sx. 1



13

A. Sx. 2



13

T. Sx.





13

B. Sx.



13

B  Tpt. 1



13

B  Tpt. 2



13

B  Tpt. 3

  

Hn. 1

          









            



          

                   









  

Hn. 3



              13             13

Tbn. 1

Tbn. 2

               

13

B. Tbn.

13

Bomb. C

  

13

Bomb. B

  

13

Tuba E

 

13

Tuba B

   





Gro.

Glk.

13

Bgo.



13

Conga.



13

Bateria.



  

13

Cym.



                  

          

           







  



        

          Cup Mute    Cup Mute      Cup Mute         



        

             Cup Mute     Cup Mute      Cup Mute                

        

         

      



 









     







    







                                                    

13

Mrb.

                



        

13





  









      







      



                          





    

  

   

B

      





                                     

               13      13

C. Bl.



      

13

Timp.

    



 



13

Hn. 4

 



  

13

         



13

Hn. 2



 

                

  

13





13







13

Ob.

                        





 

                  

   

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

                                                         



  



 

   

        

 

 

       

       

                          

                                                           























 

 

 

 

 



     

Open



 

          Open        Open                         









Open









                                                









    

                 







     



        



Open

 













  

  

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



                 Open        



        

             



                   



       



                   



               



                                                       

 





 



                        













  

                                     

                                                                      



                                                                    



       





                           

   

     

                            

           

            

       







                                                 

      

 

   

                                    

        

 

  



            

  

A TRIBUTE TO MICHAEL JACKSON  





 





23

Picc.

23

Fl. 1



  



23

Fl. 2

   



23

Ob.

 

                

23

Bsn.









23

B Cl. 1



23

B Cl. 2

23

B Cl. 3





23

A.Cl.



23

B. Cl.





23

A. Sx. 1



23

A. Sx. 2



23

T. Sx.





23

B. Sx.



23

B  Tpt. 1



23

B  Tpt. 2



23

B  Tpt. 3

 

                                                                                                      



  



23

Hn. 1

  

23

Hn. 2

        



   



23

Tbn. 1

   

23

Tbn. 2

23

B. Tbn.







23

Hn. 4





23

Hn. 3

      



   

               

23

Bomb. C

  

23

Bomb. B

  

23

Tuba E

 

23

Tuba B

  

23

Timp.

23

C. Bl.



23

Gro.



   

23

Glk.

23

Bgo.



23

Conga.



23

Bateria.



 

23

Mrb.

23

Cym.





       



                        Option     Option      Option                                                

                          

   



                

    



  

                            

  

              

  

      

  



 







 



     



   



           

            

    Option  

 





    

   

 

 



 



   

           





 





  

 

     

 



 

  



 















  

 

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

         







                                

    



           



  

        



                                          

 









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

  

       



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

                               



  





 







 















 

       





 









 











 









 



 

    

 

       



 

 







 

Option

  



 

Option







 









                                 









            



                                                               



        

            



     

                                  

            



  

 

    

          



        

          

                         

  

   

        

   

  

 

  

           



         

 





       

  

          

  

    

                                  





  

   

     

     

  

                   

                       

            

    

            

        

           

          

  

                                              

             

  



              



  





  

 

  

 

        



  

  

   







 



 



 

 



 



 

         

















 

  







        

 



   

 

3

     

  



       

                      

A TRIBUTE TO MICHAEL JACKSON

4    31     

    

    

    

31

Picc.

Fl. 1

    

  

    

       

    

31

Fl. 2

31

Ob.

31

Bsn.

    

31

B Cl. 1



31

B Cl. 2 B Cl. 3











31



31

A.Cl.

31

B. Cl.



31

A. Sx. 1



31

A. Sx. 2



31

T. Sx.



B  Tpt. 1 B  Tpt. 2 B  Tpt. 3

Hn. 1



Hn. 3



   

31

Hn. 4

        31          31          31         31    31

Tbn. 1

Tbn. 2

B. Tbn.

Bomb. C Bomb. B

  

31

Tuba E

 

31

Tuba B

  

31

C. Bl.



31

Gro.



    

31

Glk.

31

Bgo.



31

Conga.

 

   

31

Mrb.

31

Cym.



 













    

 

    



                   





  

   

    







            

  

    

 

   

      

    

      

     

 

  

          

 

 

   







   



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

        









 





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

    

                  

  



        

           

       

         

                           





       

                  

  



          



     



    

 

 

  

   



    



                



 



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





            



  

         

  

       



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



  





     

    

    

 

    

 

 

 

    

     

     

     

 

     



        

                                                   

 

 

 

             



   

 



           

  

          

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

        

       



 





 

                         

    



               



    

         

  

  





                                                                                 

    



             

  

    



    









 



        

 

            





      



  

                     





  

        





           

          



        

       







  

                  



     



           



 

       

      







  







      

        







                                    





             

 

    



 

 

    



 

  

    



 

  

    



 





            

 



 

 

          

            



    

 

                                                                       

 



  

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



  

                   







    

                                                                                                           



31

Bateria.

   

                

31

Timp.





  

          

       



 

31

    

       

       

           





  

         



     

   C     

          





         31        31        31   

 



    





 





31

Hn. 2



      

31

 

       



31

B. Sx.

    









 



   

                      

     

A TRIBUTE TO MICHAEL JACKSON  

40

Picc.

   

40

Fl. 1

 

40

Fl. 2

   

40

Ob.

   

40

Bsn.













40

B Cl. 1



40

B Cl. 2

40

B Cl. 3





40

A.Cl.

40

B. Cl.



40

A. Sx. 1



40

A. Sx. 2













40

T. Sx.



40

B. Sx.

40

B  Tpt. 1



40

B  Tpt. 2

40

B  Tpt. 3



 

40

Hn. 1

 

40

Hn. 2

 

40

Hn. 3

 

40

Hn. 4

  

40

Tbn. 1

   

40

Tbn. 2

   

40

B. Tbn.

  

40

Bomb. C

  

40

Bomb. B

                               

                           

                                 

          



  



  



          

        

   

      

                           



















      



















  



 

1st time only              

              

 

 

Timp.

  

40

C. Bl.



40

Gro.



Glk.

40

Bgo.



40

Conga.



40

Bateria.



 

      only 1st time    only 1st time    ad lib. 2nd time solo (9)  C7    

1st time only

 



40





 











 





 



               





  



  



   









 

 







    





       

 







 







 













  





 







   

     

 

 

       

  







 





   

        

   

  (9) B7

       



  

       





     





            





  





 



     

     

 

               

             

















  

 



   

         



   

     





 



   













 



 





 

 





   

   

    

 





 

  

     







     



 

           

   

 

  

 





     

    Fm7





     







         





    





    







    

     Gm7





 



   

  



     

    











   











           

   

  



       



           

  

   

(9) C7

 

    

 

 

 

  







  



 



     

Fm7





     

        















   







 



 







 







       







Gm7





 



                                     





    

            



 













 



  

       2nd time only        2nd time only         nd 2 time only       2nd time solo ad lib.  (9) 7  B   



Cym.





     Option     2nd time only           





2nd time only

     

                                                                                                                             













 

1st time only



 

40

Mrb.







   

40







1st time only

                                 

40





1st time only

40

Tuba B





40

Tuba E

5



  

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

D

       





















             





               







  





          





 

A TRIBUTE TO MICHAEL JACKSON

6 E

 



50

Picc.

Fl. 1

Fl. 2

Ob.

Bsn. B Cl. 1 B Cl. 2 B Cl. 3

A.Cl.

B. Cl.

A. Sx. 1

A. Sx. 2

T. Sx.

B. Sx. B  Tpt. 1

          50           50       50              50        50               50               50            50      50     50             50              50            50        50    

50

B  Tpt. 2



50

B  Tpt. 3

 

 

50

Hn. 1

    

     

  

50

Tbn. 1

B. Tbn.

Bomb. C Bomb. B

        50        50      50        

50

Tuba B

Gro.

Glk.

Bgo.

          50      50       50    50

Conga.



50

Bateria.



 

50

Mrb.

50

Cym.



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

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

       



      



   

 

50

C. Bl.

       





       



  

 

  



  







                

 

   

 

       

  

   



     

 

  

  

  



  



  



    

 



  

      







  





      

 



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





      

     









            

 



  

    

           

  

      

   

      

   

    

   

  















      



      

   

      

   

   





   



  







 



                                                 



       

          

         



  







  











   

 

  

  

 







  

   

        





        



  

     





   

     













    

 

 

    

 

    





   



            

      

           

 

 

              

 

   

 





      











 





 

 





 

























  

         







           











  

           

                     







 

 













    



    







 





  





  





   



  



   





         





















  

  



 









                        













     



 

  







  

 

  

      



  

              

        

   



  



  



 

             



       

 

  





  

       



  

   

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



 

      

  

      

          

      



  

   

                                                                     

 



 

              

            



 

       

    

 



  



  









 



              







50

Timp.

      

  



                           

  







 

50

Tuba E







50

Tbn. 2

       



50

Hn. 4

        



50

Hn. 3

       





50

Hn. 2









  

 

            

 

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



                   













 



      

    

A TRIBUTE TO MICHAEL JACKSON Picc.

Fl. 2

     

 

  

59



Fl. 1

     



    

59

     

 

  

59

            

59

Ob.

    

59

Bsn. B Cl. 1



59

B Cl. 2 B Cl. 3



 

59

A.Cl.



59

B. Cl.





59

A. Sx. 2



59

T. Sx.





59

B. Sx. B  Tpt. 1



59

B  Tpt. 2



59

B  Tpt. 3

  

 

59

Hn. 1

           

        

 



59

         





59

A. Sx. 1







59



    





59

          

         

  

59

Hn. 2

  

59

Hn. 3

  

59

Hn. 4

   

59

Tbn. 1

    

59

Tbn. 2

           

                 59           59

B. Tbn.



Bomb. C

  



59

Bomb. B

    

59

Tuba B

     

59

Timp.

59

C. Bl.

59

Gro.



   

59

Glk.

59

Bgo.



59

Conga.



59

Bateria.



 

59

Mrb.

59

Cym.





 

 

2nd time only

   

2nd time only

 

   



                                      

 



 



 



 



                                                                                         

                          

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



  



  

 

 



 



 



 



 

     

2nd time only

 

 



 

  

 

 

 

        

              

 



 

  

  

 

    

   





 



 

 

 







             



              

               

 

 



                           

            

 



                       

         







                                 

         





 



 

                                                                                       



  





         



  



            



  







     







  

 

  

  



     



              

 



 

  



       

 













     







                                             

                     2nd time only                                                                                                          nd 2 time only           

 



59

Tuba E

         2nd time only      2nd time only                                                                                                                                                                2nd time only       2nd time only     

F nd 2 time only





                                                                                             

   

     

     

  



  



  



  



   

 

                   

  

     

         

 

  





 

      

    

   

 

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

                        



       

 

 

    

 



   

 

 

  

 

 

   











  



 



 



















    

     

 



 

























  







         

 





 





     















 

  



  

  

 

         







     

       

















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





          

  





 

 

 





  









     





   



    



  



     



 





   

  

 



 

                          



  

  

 



7





                                           Option                     ----------------------Solo ad lib.-----------------------                               

                       





 

Option







A TRIBUTE TO MICHAEL JACKSON

8 68

Picc.



68

Fl. 1



     

 

68

Fl. 2





poco rit.







       68     

Bsn. B Cl. 1





B Cl. 2 B Cl. 3

A.Cl.



68

B. Cl.



A. Sx. 1



A. Sx. 2

 

68

T. Sx.





68

B. Sx.









68

B  Tpt. 1



68

B  Tpt. 2

68

B  Tpt. 3

Hn. 2

 

Hn. 4

 

   

Tbn. 2

B. Tbn.

Bomb. C

  



 

  

68

Bomb. B

   

68

Tuba E

68

Tuba B

   

68

Timp.

68

C. Bl.



68

Gro.



     

68

Glk.

68

Bgo.



68

Conga.



68

Bateria.



 

68

Mrb.

68

Cym.





    



            











 























      Fake Solo D        Option   Option   







   

 







 A7     

   











 











 



















    

  









           Cup Mute     Cup Mute     Cup Mute       

        Cup Mute

Cup Mute

   

























 











 

 



 





    



 



 





    

  

 

 

 



      

    







   

                               

     











         













 











  

 



 





 









D

  

   

 A7   















 





  

   

 

 









 









    







 







 



   





  











 













      



























 

   

  



   















 









 



 

 



 

 

  













  

  





 













 































  

     





  

  





   



  

F#m7



  





Bm7





                            





                               







 



    

   





















                









 









 







  





               





      

 Cup Mute            















3







 





 

































        



   

A7







   

             D         

   A7sus4   3

 



Em7



























                       

















































G









































       















F#m7









          





  









Bm7





       













  







  









  





































 

  

 













   

    

















   68         68         68    















68

Tbn. 1







68







 



   



68

Hn. 3





68

  

 

















 



       

 

68

Hn. 1



















68









68



  





68



  



      68     68   68

(I'll Be There) Slowly ()

     



68

Ob.

G



  

 



A TRIBUTE TO MICHAEL JACKSON 

82

Picc.



82

Fl. 1



82

Fl. 2







 

82

Ob.



82

Bsn.

82

B Cl. 1





B Cl. 3

A.Cl.



82

B. Cl.



82

A. Sx. 1







  

    

82

B  Tpt. 3



 

82

Hn. 1



 

  



82

Tbn. 1





   









 



  







  

82

Bateria.



  

82

Mrb.

82

Cym.



 



 















82

Conga.

 

    

   

  



   

  































 

 

 



 

    

 











       



      

     





 







 

 

 













 





 



 

 



   



   









 







      











    





         



   

      

 

  



 

 













 





 





 





 

   

  







 

        



        



      



      





       



















 

































               















       

   

 

          

      

   

 

             

                

Open

Open

Open

     







                  

9

 



                                                          







         



 







         

                                                      

       

















 



        

        



                 



 





  Soli    Soli    Soli    Soli    



 



   

Soli

               

       



   







         



      







  

     Solo end  





H

                             



   





   







   







 

      





82

Bgo.

 





82

Glk.

 





  

        





82

Gro.





 



82

C. Bl.





      

3



 



82

Timp.







82

Tuba B







82

Tuba E





82

Bomb. B

     





82

Bomb. C

  

           A7 D      

 

82

B. Tbn.



   





82

Tbn. 2







82

Hn. 4







82

Hn. 3

 





  



82

Hn. 2

 







  

  

82

B  Tpt. 2





  

82

B  Tpt. 1



Em7  A7sus4       

82

B. Sx.





82

T. Sx.



G

   

82

A. Sx. 2







          82            82       82

B Cl. 2







     



        

   

 

      

 









              





                  

          

                      

   

 



       







 

























 

 





                                           



   

 



 



             

      

A TRIBUTE TO MICHAEL JACKSON

10    93   93

Picc.

Fl. 1



93

Fl. 2



  

93

Ob.

 

93

Bsn.

93

B Cl. 1



93

B Cl. 2



   

  

93

B Cl. 3

   

93

A.Cl.

93

B. Cl.





                 



   

93

A. Sx. 2

93

T. Sx.





  



93

B. Sx.

93

B  Tpt. 1



93

B  Tpt. 2



93

B  Tpt. 3



 

93

Hn. 1

 

Soli end

  Soli end

93

Hn. 4





93

Tbn. 1





 

  Soliend

 

93

B. Tbn.

93

Bomb. C



93

Bomb. B





   







                     



   

 

  

  

 



 



     





 

  

   



             



93

Tuba B



93

Timp.

93

C. Bl.





93

Gro.





93

Glk.

93

Bgo.



93

Conga.



93

Bateria.





93

Mrb.

93

Cym.











  

  

     



   

  

 

 

         

           

 



  

  

 

   

  

 





  

            

           

    

  

 

  



 









  

3





3









  

  

  

     



  





   

    

   









   

               

 



 



  





   

 

            







  

  







   



  

 

       

      

       



      3

     3

   







       

  

3

        

              

               

                                



       

    

      

   

   



                

       





      

           



      



    

 



        



           

 





             







           Oblig. Solo Fake          

   

 







   

 







  



 

 



   

   

    



   

     





  

 

     







         



             

  

          

    

     

   

  





 





























                                                      

 

3



    



     



   

  

     

      3

  





    

        

  





    

     

     







    

      3    3









3



  

   

    

     

 

  



    

      

    

3

 

        



     







    



  







  





   



       





  

                           

  

  





 

    

  



  

    

  







  



        



                              

 

   

  

      Open        Open        Open                    

93

Tuba E

  

legato

             legato                    

 









 





   

 

   

I

  



      





  





93

Tbn. 2

       

93

Hn. 3



  Soli end







Soli end

93

Hn. 2

 



   

  

   

93

A. Sx. 1

  







     











 

 

 



              

          





A TRIBUTE TO MICHAEL JACKSON

J

  

   

104

Picc.

  

   

104

Fl. 1

   

   

104

Fl. 2

        

   

104

Ob.

      104     104

Bsn. B Cl. 1

104

B Cl. 2



104

B Cl. 3



  

   



   

       104      D 104         104

A.Cl.

B. Cl.

A. Sx. 1

    



104

T. Sx.



          

104

B. Sx.

104

B  Tpt. 1

104

B  Tpt. 2



104

B  Tpt. 3



   



104

Hn. 2



104

Hn. 3



104

Hn. 4





104

Tbn. 1

Tbn. 2



104

B. Tbn.



104

Bomb. C

 



104

Bomb. B





104



   

104

Hn. 1



                         

     104   

Tuba B



104

Timp.

104

C. Bl.



   

Glk.

Bgo.

          104     104

Conga.



104

Bateria.

Mrb.

104

Cym.



 

          

  

   









   

  

          



    



  





   Bm   



  

























   

   

   

 





    





 

 



    

3



 

  





  

     

















 A7sus4 A7      













 



 

 





 



   3





  

  





  



 

   

  



  



  



  



  



 

  



       





  

















  



 

 

 

 

 

     

 













 

  















  









 

 

   



          

        

3









 









  

   





   

  

  











   

 











    

     





  

 







           

    



    

    

    



    



     



     



A7



    





     



        



          

 









     



       







       

     







             









           

     

    

    

   





     





         









       













     



                              

 

 







  

   



          D    D G                           







  









  





   3

3





G     Em7  





  

 

  

 



3





 



 

   3











   3





   

  



  

 



  



 











  





 



   3  3





  

3

   F#m    











  



   3











  







 















          







  







  







                     



  



 



  









 

  















  





  







  







  







  





   

          104         104    104

Gro.

  













 

 



A











104

Tuba E





 





           

   





  

104

A. Sx. 2

  



11















 









   



          



             



    



           6                         

A TRIBUTE TO MICHAEL JACKSON

12 

113

Picc.



113

Fl. 1



113

Fl. 2



     

   

    

      

113

Ob.

     

113

Bsn.

113

B Cl. 1



113

B Cl. 2



113

B Cl. 3



113

A.Cl.



113

B. Cl.



            

 



    



    



           

113

A. Sx. 1

       

113

A. Sx. 2

113

T. Sx.



     

               

113

B. Sx.

113

B  Tpt. 1

        113   113

B  Tpt. 2 B  Tpt. 3



         

113

Hn. 1





113

Hn. 2



    



   

113

Hn. 3





        

113

Hn. 4





113

Tbn. 1

       

113

Tbn. 2



113

B. Tbn.



113

Bomb. C





113

Bomb. B





113

Tuba E



113

Tuba B



113

Timp.

113

C. Bl.



113

Gro.



           



    

    





 

     

113

Glk.

113

Bgo.



113

Conga.



113

Bateria.





        

        

         

113

Mrb.

113

Cym.



    

K

       

 

  

       

    

 



( I Want You Back) Moderately Slow (with Beat)()





















            



                 

  

 

  





       



     

 

             

     

                        -------------Solo ad lib.------------                                  



        



                 

 

 













                                        









  

     

    

 

 



   



 



     

 

 

       





  

 

  

 

     

      









 



















     



       







                                                                                            



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











   





                                    



                             

                             

 







     

               







    



 

 





       





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





                

               





       









  



   





    

      













          



         

 





















                                                   









 

                                                                                                                            

      





 

                     



        



                   







 









         

           







     



           







     









        











                                                                   





















   

 



A TRIBUTE TO MICHAEL JACKSON



121

Picc.



  



121

Fl. 1

121

Fl. 2



 

    

121

Bsn.

121

B Cl. 1



B Cl. 2



121

B Cl. 3



121

A.Cl.





 



  

 

        





121

B. Cl.

       





  





121

 

121

Ob.

  

  



 

  

A. Sx. 2







T. Sx.



121

B. Sx.







 

121

B  Tpt. 3



   

121

Hn. 2







          

  

121

Tuba B



      

  



121

Timp.

121

C. Bl.

 



121

Glk.







121

Bgo.





121

Conga.





121

Bateria.



   

121

Mrb.

121

Cym.







 

    

          

         

     

 

   



     



  



  

   

 

  



    

  





   

         

  





  

   



                      







 







 

     



 

       







             

  

          







        

























 



 

















        





  







 



           



               









 





     





  







 



         

    

 



          





 

  

   



























    

 

   

 

   

    

       





 



 



      

         

       

      



    

      

















 

    

    

        





 



        

                 



          











    

          





 

                                     











                                 









                  







 



                  

 







                          









        









       

       

    







                  





 





       



                                                                





 

 

        







 

    

    

                   























       











 











    

 



                          





      

    





                              



         





121

Gro.

    



121

Tuba E

    

    

121

Bomb. B









        

         

           

121

Bomb. C







121

B. Tbn.

 



121

Tbn. 2

                                                             





         

 

121

Tbn. 1







                      

 

121

Hn. 4

   

 

121

Hn. 3

  

 





121

Hn. 1





121

B  Tpt. 2



      

121

B  Tpt. 1

  



     

121





    

                  

121

L





121

A. Sx. 1



13

  

A TRIBUTE TO MICHAEL JACKSON

14  











129

Picc.









129

Fl. 1



129

Fl. 2

129

Ob.



   

129

Bsn.

  

                 

129

A.Cl.

              129             129           129

B. Cl.



129

A. Sx. 1

A. Sx. 2

T. Sx.

129

B. Sx.





 

129

B  Tpt. 1

 

Hn. 4

Tbn. 1

  







129





129









 

     



  



 

129

B. Tbn.

    

129

Bomb. C



129

Bomb. B

 

129

Tuba E



129

Tuba B

  

129

Timp.

129

C. Bl.



129

Gro.





129

Glk.



129

Bgo.

Bateria.



 

 

  

   

       



  



 



 

  

  

                                                                                             













   

129









129

Cym.







129

Mrb.

 







129

Conga.





 

129

Tbn. 2

    

  

129

Hn. 3

    



129

Hn. 2

    



129

Hn. 1





    



129

B  Tpt. 3



   



129

B  Tpt. 2

   

            

129

B Cl. 3



            

129

B Cl. 2



            

129

B Cl. 1









M



   

                                                       

                       

















 

 

 

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

   

         

 

                     

  



  

                                                                   







 

   

 

 















     

   

 

 

  

   





          

  





 

 









 

  

 

 

 

 

 

 

   

 

 

 

 

  

 

 









 

 









 

 

 

   







 

 



  



       

 

                                       

                        

                            

       

 

     



     



         

                                     











      































                                 







 











      











             









 

 



           



  





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

 



     

 



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

 











   

 

 

 

  

 

  

 

 

 

 

 



  

  

  

 

 

 

 

    

 

 

 

            

      

   



    



 

















 

   





 

   

  



 

   

 

















     





  



               

    









 

   



    

  

 





        

   



   

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







 







 

















         





 

  

 



 

 







       



 

       

 





                



   



      

 

  

 

      

 

  



                      

 

  



    

 

 

      

     

 

  

 



               

 

    

 

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

 

 



       









  

   









 

 



   





 

 







 



 



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

 

       





 





       



        

  

        



         





         





        















A TRIBUTE TO MICHAEL JACKSON



138

Picc.



138

Fl. 1

138

Fl. 2





 

 



138

Ob.



 

   

138

Bsn.



138

B Cl. 1





138

B Cl. 2



 

138

B Cl. 3



138

A.Cl.



138

B. Cl.



138

A. Sx. 1



138

A. Sx. 2





 

     

138

T. Sx.



138

B. Sx.









138

B  Tpt. 1





138

B  Tpt. 2



   

138

B  Tpt. 3



138

Hn. 1

   138    138

Hn. 2

Hn. 3

      138     138

Hn. 4

138

Tbn. 1

Tbn. 2

   

138

B. Tbn.

   

138

Bomb. C



138

Bomb. B

 

 



138

Bgo.

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

 

     





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

 

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











Mrb.

Cym.

 1.   1.  

 1.

 1.   1.   1.  1.

1.

1.

                        



   

    

  

 1.

 1.

 1.

 1.

1.









1.

1.

    

       

  

   

       

      



   

  

 



       

  

 

   

                  

 

                1. 





 

   

     

 

   

  

   



   





 

 



       

   



     

2.











   









2.













     

nd

 

                            1st time only           1st time only       2nd time only           1st time only         1st time only

                   2nd time only

                            

2.







2.



2.



2.

2.

2.

                  2.                         2. Mrmb.            2.     2.



nd

                  

          2.   





          

2.

 



          

2.

          2.           







2.

          





 

2.

2.





2 time only           2ndtime  only     2ndtime  only     2nd time only                  N

           

 



  

           1st time only            2nd time only

 



  

                                

        

2nd time only

          







         



   

  



        

                  

            





                

  



 

   

     

     

           

  

   

  

 

 

   

   

 

 

          

   





 

 

                 











  

      



         

   

 

      







 



 





          

           

   



   

    

 

         

  

   

                             

   

   

               





                                       



2nd time only

                 

   

 2 time only               1st time only 2.                            2. 2nd time only                            2.                 2.                         2.                

          2.   





       

2.







2.

     2.        2.      2.               2.          







              



 

2.

2.



   

      









    

 

2.

             2.   





2.

2.



 



     

     

   





         









   





1. Tom

        









   





1.

1.

    





        



     

   

   

   

   



   

   

   

  



   

   

  

        1.     1.   1.



   

  

1.

1.



  

1.

1.

      



 1. 

     

                          138         

 1.  1.

1.



138

 1. 

     

138

Bateria.

 1. 

1.

138

Conga.

 1.

     

   



1.

1.









138

Glk.



  

138

Gro.





   



138

C. Bl.

   





138

Timp.

   

  

138

Tuba B

   





138

Tuba E

   

15



         

        



       

A TRIBUTE TO MICHAEL JACKSON

16        

         

                       147              147                   

    

                         147                147         147

Picc.

Fl. 1

Fl. 2

   

147

Ob.

Bsn. B Cl. 1

147

B Cl. 2



 

147

B Cl. 3



147

A.Cl.



 





        147         147       147      147

A. Sx. 1

A. Sx. 2

T. Sx.

B. Sx.

147

B  Tpt. 1



147

B  Tpt. 2



147

B  Tpt. 3



                                      

147

B. Tbn.

147

Bomb. C



         

 

147

Tuba E



147

Tuba B



  

  

Bateria.

Cym.

   

    









                                              



  









147





       147 

   

   

























147

Mrb.

         





147

Conga.









        

                        





 

                                



    

                

                           

 

     

  





       



   

 



 

 

   

    

                                                                  

    





                          



   

  







         

 

   





   





   





   



      



  

   



 



 

               

   







   

 

 

       

            

   

          

 

  

 



   



   

           

 

         



    

 

   



   

 

       

 

 





 





   

    

    







    

    



   

           

 

 

 

 



     





 

  





 





         









   



         



                 



         





         

         





         

         

      



   









 



        



        







 

                        







                 











                   









 







         

            

      





           



        







           



        









                         







                                                                                                     



147

Bgo.



    

    







    

     



147

Glk.

    

 



 

 



147

Gro.

 

 

  



147

C. Bl.

 

     

 

147

Timp.

     

 

 

147

Bomb. B

       







147

Tbn. 2

   





 

147

Tbn. 1

              





 

147

Hn. 4

       

     

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



 

147

Hn. 3

 





    

       



 

147

Hn. 2

 

 



                                           

147

Hn. 1

 

 

                      

147

B. Cl.

 



   

  



        

A TRIBUTE TO MICHAEL JACKSON

 

O

154

Picc.



154

Fl. 1



154

Fl. 2



154

Ob.

Bsn. B Cl. 1 B Cl. 2 B Cl. 3

A.Cl.



154

A. Sx. 1



154

A. Sx. 2

 

154

B. Sx.







154

B  Tpt. 2

  

 

154

B  Tpt. 1



  

154

T. Sx.





 154    154    154    154     154    154

B. Cl.







    

    154   154

B  Tpt. 3

Hn. 1



                                               

Tbn. 1

Tbn. 2

      154    

Bomb. C



  

154

Tuba E



154

Tuba B

      

154

Timp.

154

C. Bl.

154

Gro.



Bgo.

Conga.

Bateria.

Mrb.













  

                



                           

                                

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



















                                          







  



   



         





 







 





  

 









 

     

 

 

 

   

 

 

 

 

  

 

  





 

   

 

   

 

   











 

 





  



       

 

     



     



         

  

                               

                        



                           

                                     











      

















 













     



                                                 















 











      

 







  

            





















   

 

 

 

   

  

 

  

 





         

 



   

      

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

    



 

 



        

 

 

 

 

   

   

 

 

 

 

 





 

 









 

 

 

 

  

 

  

 





   





 







       



 









               







   





















      



   

         

         

  

  

         

 



                

   





                         

  



    

     

         

  

 

    

                                     

      





 



 

     

  

         

  

 

   

  

       

 

     

     

 



    

                

     

 



 





         

  

 

 



                      

  

 

 



 



         

  



    



 



P

  



 







                     

  



   











  

   







 

 





     

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





  







 





       

  



























       

       











 

      

       



 

 

     

       

 





                

 

 



      

   

   

 

      

 

  



                      

 

  



     

 

  





 

      

     

 

 



  

  

 



               

 

   



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

 

  

        

154

Cym.



        

     

  







 

      







 

  

154



            





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

154

154





 

       

          154       







 

154

Glk.







 

 

154

Bomb. B







 

 

154

B. Tbn.







 

 

   154     154  





 

154

Hn. 4







154

Hn. 3



       

154

Hn. 2



17





     

        

  

                                                                                

   

  











   

    

                             

A TRIBUTE TO MICHAEL JACKSON

18    164    164   164    

164

Picc.

Fl. 1

Fl. 2

Ob.

 

164

Bsn.

164

B Cl. 1



B Cl. 2





164

B Cl. 3



164

A.Cl.



  

164

B. Cl.



164

A. Sx. 1



164

A. Sx. 2

 

164

B. Sx.















164

B  Tpt. 3



  

164

Hn. 1

  

164

Hn. 2

  

164

Hn. 3

    164    164     164

Hn. 4

Tbn. 1

Tbn. 2

     164     164

B. Tbn.

Bomb. C

 

 

 



  

  





  

    



Bomb. B

 

164

Tuba E



164

Tuba B

Timp.



Gro.





164

Glk.

164

Bgo.



164

Conga.



164

Bateria.





164

Mrb.

164

Cym.



 



 

 

 

  















      

    

                       





 

 







 



 





  



 



 



 

     

 

        

 

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













 

  

    





 

 





   

 

 



 

 



     

         







         

      

      

  









     















 











                       



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





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

           

       



           





   



            



           

     











  





 

  







 









   



 



  

  



 

















 





              

 



 

  

        

--------------------Solo ad lib.-------------------------





                 





            









         







         







                 



 

            





  

         

   

               







   

         









               





         







       









              

        

 













                          

                   







164













164

C. Bl.





 

   

        

         

164







164















 







 

        

164

B  Tpt. 2











   

164

B  Tpt. 1

 





        

164

T. Sx.



 

            

164

   





      

          

        

               

    

                                                                                        



           



                           









           

     







                



 

                                                                                                                                                

  



      







         

     



  

  

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

   

               



   



                

   



                    

   



          



    



   

         



 



     



    

    



 



   



       

    





   

             

    

                      

          ad lib. Style 6 6 ----------------------Solo ad lib.-------------------------------------                                

   



 

            

  



                              

   

     