danny elfman - batman theme.pdf

May 8, 2017 | Author: adrimenamusic | Category: N/A
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b Batman Theme 

Danny Elfman

Distant (q = 70)

  

















 

















Oboe 1

 













Oboe 2 (English Horn)

 











   

  







 







Flute 1,2

Flute 3 (Piccolo)

Clarinet in Bb 1,2

Bass Clarinet in Bb

 

Bassoon 1,2

Contrabassoon

Horn in F 1,2

   



 













                   p  p   a2

p

Horn in F 3,4

  

Trumpet in Bb 1









 

   p

      





 

p

     p

(-1.)





      





  

   +1.p      







    

2.

    

   



mp

 



 p

 

 

 

p

















Trombone 3

 

















































 





















  













(Felt Mallets)

 















 





 





 

 







Violin 2

  





Viola

 



Violoncello

     

 

Keyboards (Church Organ, Piano, Clavichord)

Violin 1

Contrabass











 

a2

p











Harp







(Glockenspiel, Vibraphone, Xylo.)







Mallets Percu.









mp

 



   

p

 



p











p



B. D. p

p

p

















 





       

       

       



        pp 

               p cresc. 

               







































































 









a2

Trombone 1,2

































Percussion 2





mp



(Tam Tam, Piatti, Large Sus. Cymb.)



mp



(S. D., Bass Drum)



mp a2





 Timpani   Percussion 1





  

   



mp



Trumpet in Bb 2,3

Tuba

mp

p

a2

pp





mp

 





a2





Glockenspiel

MNMONNMM



p

p









 

div.



p div.

 



 

p









   



2

 8

Fl. 1,2

 

Fl. 3



Ob. 1

  



  



  

 











 



 

 

B. Cl.



 

Bsn. 1,2

Hn. 1,2

    



 

Cl. 1,2





 

Eng. Hn.

Cbsn.



poco accell.  

 





 

a2



mp

mf

Perc. 1

Perc. 2



 

Mallets.







 

   

 

 

  



p







 







 











 

Vln. 2

Vla.

Vc.



ff

  



ff

 



  

 











  

  

 



 



mf

mf div.

mf















 







 







 



  

  

 

 

  

 

 

  mf

   

 

   f

 

 





 

  



   







  





  

  

  

 

   

ff

f

ff

ff

ff

   Piatti     

 

    

     

Pipe Org.



ff



      



     

 



ff

  

 

div.

    ff     ff

3



3

3

           3

ff

ff





   





 

  

f

ff

                             





f

Tam Tam



  

 

f



  



 

 

ff

f

 

  

  



ff

  

 

ff

  

p



 

                                                     



Kbd.

Cb.

mp

  

 

  



                                            

Hp.

Vln. 1









mp

ff

 

 





 



mp

 

  

  

  

mp



Timp.

ff



  





  

 











Tpt. 2,3



 







ff

 

 

Tba.







 

 





Tbn. 3

ff



   



 

Tpt. 1

Tbn. 1,2

 

 

   

ff

 

  

 

  

  

 

Hn. 3,4

           



  



 



   



Più Mosso (q = 146)   

   

14









  









  

 

      

 



  

 



Fl. 3



Ob. 1

 

Cl. 1,2

B. Cl.

Bsn. 1,2

Hn. 1,2

Timp.

Perc. 1

Perc. 2

  

 

  

 





  





Vln. 1





 





  

Vc.





3

 3



          

3

   

3

   

3

3

3

3

3

3

3

3

3

    

p

S. D.

    





 f         

            p

 

  

Vla.

Cb.

 

    

Vln. 2





to Piccolo



































 

 

 

to Oboe

      











 3



 3



  3



   3



mf

   

f

       

3











   





 f

f div.

f

  

 

div.

  

 

div.

f

 

      

 

  



3

mf

3

  

a2

Cuivré

a2

Cuivré

3

 

        

ff

3    

   













  

  







  3     

 

3



 3

   

3

    3

3

3

3







3







3









3









3





 

   

mp



 3

3

 

      

mp

3

3

3

3

div.

3

unis.

div.

3

unis.

3

unis. 3

div.











3









3



3

3

3

3

3

div.

3

3

mf



3









3





unis. 3

   

mf div.



3

3

3

3

3

div. 3

         3

3

      mf  3 3  3             mf   3 unis. 3  div.            mf

div.

        



unis.

div. 3

         3

unis.

3

        

3





              3  3 3   3 3                     3 3 unis. 3 div.                    

3

 

3  3        

mp



          

3





 3





mp

3

                                   



mp

 

3



mp

3

   

   





3

    

3







   

mf



          

3



 





 

 

3





f

   

ff

 

 

 

3 3





   



 

3

     



  

Kbd.

3

3

 Hp.

3

3

           





Mallets.

3



  

     



  

Tbn. 1,2

Tba.



  

Tpt. 2,3

Tbn. 3

 



Tpt. 1

 



f

 

Hn. 3,4

  





Cbsn.

   



 

Eng. Hn.



Fl. 1,2

3

  

3

3

unis. 3

    3

    unis.

  

3

 

4











Ob. 1,2





Cl. 1,2









Fl. 1,2

Picc.

B. Cl.

Bsn. 1,2

Cbsn.

  

 





Piccolo

 3    mf 3 mf

      

3 3

  

   





  





   

 

Tpt. 1









Perc. 1

Perc. 2

Mallets.

Hp.

Kbd.

Vln. 1

Vln. 2









3

   

Vc.

Cb.





3



3

3

3































3















unis.

3

  

3

div.

3

unis.

3



3

div. 3

unis.

3

3

unis. 3

div.

       

 3  3            3  div.                3

3























 

 

mf



  

3









3













3

div.

    

mp





3

3

3

3  3  3                 3 unis. 3 div.                  

3

  f

   



mp



3

mp

3

    

   

3

3

3

3





 

















3

3

       

div.

3

3

3

3

3

3

           3  3                3 3  

3

3

    f f 3

   

3

     

3





div. 3

unis.

3

unis.

div.

3

3

div.

3

unis.

3

div.

   





3



    

 





mp 3

3

   





3









3



 

3









3







3

3

3

3

div. 3

unis.

3

unis.

div.

3

3

3

3

3

div. 3

3

3

div. 3

        

            

3

3

   



                 3  3  3                       3 3

      



   

         

3





3





  

3



            



3

    3

      

      f

 3

         







3







3

mp



 



3

   

3









3

 

     



 

                     f          

3

  

3

   f 3

f



   

3



unis.

3





   

3

3



3



div. 3

    

        3

33

 

unis.

unis. 3



      

mp

3

     

3

3

3



            

 

 3

3

3

 

    

3

      f          

3

mf

f

       



        

         

      



  

3

         

unis.



 3









3



3

 



 3



f

 

3







      





3 3                f        



    3



f

3

     



           mf 3 3  3            

 



mp

3





f







               

mp





   

 



 



  



3

 

div.

Vla.

3

  3    

  Timp.  Tba.

3

f

f 3

Hn. 3,4



3

  

3 3

 

Tbn. 3

     f 

     

   

Tbn. 1,2

f

f

     mf          



3

  



Tpt. 2,3

3

3



Hn. 1,2

   f



      

mf

 



   

3 mf

3

 

3



      

a2

19

            3

3

                 3   3 3                       3 3 unis.

            

3

div.

  

3

3

3

      

3

   

unis.

      

3

 

Fl. 1,2

24

Picc.

Ob. 1,2

Cl. 1,2













 





  

 

     





mf

3



  

     



     



 



Cuivré 3

  

   



   







Mallets.

Hp.

3

















Vla.

Vc.



 







3

3

3

div.

3

3

3

3

     3

3

        3 unis.

         3



 

 

 

 



f

 

f





 

3

      

 

    

 

3

3

3













 

 

 

 

ff

mf

 

 

 

 

 

 

 

 

 

 

 

 

 3



  3







 





 



3

p





3

f

3

  f



 

3





3

3

3



Piano

f

 f

 





 









3



3

3

3

           





  mf  



 



 

 

 





 







 



  

 

     

 

  





 





 p

3

  



3 3    3                                3 3 3 3 3

  









 

 

 





  gliss. 

   



  gliss.  









 

 

            

 

             









3

3

    





  

3

3





              3

 



 

3

5

 

  

 

 



             mf  

  3

mf

3







3





 

  

 

    

               

3

3

 



f

 





 



 



3



3

 





f

3



3

  

 

3



3





                      a2       

             f      



 3

3

f

3

        

             3 3                  3 3   

 

 

 

 



      

unis.



3

    

f

 



3

 

 

 unis.



 

 3



 

ff 3







MMMOMNMM

   







 

3

3



 

f

3



  





 

f

          



Vln. 2

Cb.

3





Vln. 1

 





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

  

3



mf

3



 



ff

mp



3





Kbd.

3



a2



mp

   

mp



   



 

 





mp



  





  

  Timp.  Tba.

Perc. 2

2. p



Tbn. 3

Perc. 1

p



 



f



3

 

Tbn. 1,2

a2



f

Tpt. 2,3





Cuivré 3

Tpt. 1



 

f

f

Hn. 3,4





a2

f

  

Bsn. 1,2

Hn. 1,2





B. Cl.

Cbsn.





3

 

 

3

 

3

 

 

 

 

 





  gliss.  .   gliss       

6

Fl. 1,2

29

   



B. Cl.

Bsn. 1,2

Hn. 1,2





 

   







 

 





Tpt. 1

 



 

      f

Tbn. 3

Tba.

Timp.

Perc. 1

Perc. 2



  

Hp.

f



 

mp 3

f

3

3



 

3



 



3

3







       3

     

      





       

  

3

3

3

3

          

3



3

3

          



     





     

  

     3

3



3

3

     3

           



3





3

 





3

3

























3



 3  3  3  3                          



 

3

           



3

   





















              

3

3

3

3

3

  3 3 3 3                                       3 3 3 3

     

div.

3

3

3

3

3

3

3

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

div.

              3

3

3

3

3

3

3

3

div.

           

 

3

3





mf 3

3



 

3



3













3



3

3



2.





2.

mp

    

3

3









  

 

3

3     

 

3

3

3

3

3

3

3

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



    



mp





 

3

3    

   



3

3















3

3

3

     

mf 3

          mf  

 

   

f

3











3

  3

 

3

3

   3



 3

   3



 

 

    



  3

 

     

  3

    

3 3

     3

             3

3

  



3





3

3 3



unis.

3

3

3         

3







    

3

3

3           

3

3

 

     

mf 3



     

3

3

 







3

3         

3

  

   







mp

3

3

 





3

3

          

     

 

      



    







3           

3

3



mp 3

3

3

  

mf

       

           

3 3              3





3

  

MMLOMMMM



3



   



                3



   



3

  

 

3

3



3

3

    

3

mf



f

3

3

   



    3

3 3            

      

  

      



  

3

3



       f



 

 

 



3

Cb.

 

3

  

f

Vc.

3

3



            



  

3

3

3



      

Vla.

3

3

 3



Vln. 2

3

3

   

Kbd.

3

3

3



3





3



3

3

   f   

Mallets.

Vln. 1



f

3



      

3

3

 

mp

Tbn. 1,2

3



             

Tpt. 2,3

3

3

 



3

3

3

3



3



Hn. 3,4

f

f

        f

3

3 3 3 3 3   3  3                                    3   3 3 3 3 3 3 3 fa2 3                                       3 3





f

3





  

Cl. 1,2

                           





Ob. 1,2

Cbsn.





Picc.

                a2                   

a2

3 3

3

3

3



3

     

 

3

         

3

     3

       

   





Picc.

3

a2

 

Ob. 1,2

mf

3                

Cl. 1,2

Bsn. 1,2

Hn. 1,2

3





f

+



mf

mf   

+

f f

+

Hn. 3,4



Tpt. 1

3

Tbn. 1,2





 Timp.  





Mallets.

Hp.











3 3 3 3                    





 3

3

3

 

 

 

 3      3              3

3

3

3

3

3

3

3

3

3

                                 

Vla.

 

Vc.



 

 



mf

+

+

 

3

           3

3



 

 3

3

3

3  3       

 

cresc.

  

                

 



 

 

 















 

 



 





    

             3 3  3                 3    3            3

 

  

mp 2.



mp



div.

mf



mp

 

 























S. D.

 

      





























 

 

   



               



















 



 



 

 



 

 

 

 

 



p



   

                    mf

  mf



p

mp







 

div.

f



a2

p











div.

f



mp

mf

mf





p



  







     





 



      







        



f

 



     

 



p cresc.

              

 

f

     



 

 

3

 

            mf mf

 



f

f

 







mf

mf





 









 







 

 

     



mf

 3      





Vln. 2



+



        

  



f



 

     

   f

+



3



f







3



Cb.

3



 

Kbd.

Vln. 1

3

3

 

Tbn. 3

Perc. 2

3

                

Tpt. 2,3

Perc. 1

+

 3      3       3

Tba.



mf

mf

f

 

 

 

 

 





 



 



mf   

3

3

 

 



                  



  

   

a2 f

3

 

B. Cl.

Cbsn.

3

 

mf



 

  

 



a2

  

Fl. 1,2

7

   3 34            a2 3                  3 3 3                   3 3

 

 

           

     

8

Fl. 1,2

40





Cl. 1,2



B. Cl.



Tpt. 2,3

 









Tba.

Timp.

Perc. 1

Perc. 2







 

 

 

 

mf











Hp.

Cb.

 







 







1.



(-2.)



3.

(-4.)

 





 





        

             

     

           

       

           

    







 



 



 







 mp

























mf

 mf

 mf



  





  

  

  

  









div.





   

mf

mf



  mf      

             

      

       



a2















             

   

   

         

             













mp

      

       

 





 



f

      

 

mf





mf

 













 







 







 







  







      



  











 







f









f





mf





mf









 



mf

mf

 





mf

NNLOMNNM



mp



   



f

mp





 

 

S. D.



mf



 



f

mp



3

 f



a2



3

3

 

mf

                                       

 

3

3









                           3

mf

            





3

mf













 3

mf

























Vc.









Vla.





 





Vln. 2







 

Pipe Organ

Vln. 1







mf

 Kbd.









mf



Mallets.



 

f







mf

 

 

 

 



mf



mf











  







mf

Tbn. 3

 

 



Tbn. 1,2



 

mf

mf

Tpt. 1



a2



Hn. 3,4

 

 



  

mf

mf





f



Bsn. 1,2

Hn. 1,2

f





mf



Ob. 1,2

Cbsn.

f



Picc.





a2

f

  

  

f

   f





   

Fl. 1,2

46

 

Picc.

 

 





mp

      f       

Ob. 1,2

Cl. 1,2

f



B. Cl.

Bsn. 1,2

Cbsn.

Hn. 1,2



  

f



  



  





Tpt. 1



Tbn. 1,2

Tba.

Timp.

Perc. 1

Perc. 2

Vln. 1



Cb.

  







 

 

 



mp

mp

  

    





  

   



    

 

p

 



























 

 



 



 



 







    

p

 

















mf

mf

 mf gliss.

 



  

 



 



 



 



 





        





mf

   

  



























  

    

    

    

 





        



B. D. p





 

      

Vibraphone

mp cresc. poco à poco

       

  

 

 

p





  



p





       

 

mf



     



 

p



    

 

mf



    

p

mf





cresc. poco à poco

 

  

div.  

p



 







p

 



           p cresc. poco à poco            

f

p



 

mp

 

p

    



f

 







Harmon.

Harmon.

 

                 

p

mf

               



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

p cresc.





 

                             

f +



Large Sus. Cymb. (soft mallets)























f





mp

 

 

  +                 

a2



 

       2.            4.    

  

    





  

 

       

 



 



 



 



    

9

mp cresc. poco à poco

       









  





 

    







   





Vc.

   

  

 

mp

 







Vla.



mf



Vln. 2

   





Kbd.

    

     

   



Hp.

    



  

Mallets.

     







    



mf

Tbn. 3

         

 



Tpt. 2,3

         

 



Hn. 3,4

mf



 

    

 

 

 

 











       

  

   

mp cresc. poco à poco













  mp cresc. poco à poco

   

mf







      

mp

cresc. poco à poco

mp

cresc. poco à poco

      

10

Fl. 1,2

53

Ob. 1,2

Cl. 1,2





 

 

p



 



 

 mp

 



Hn. 3,4

mp

Tpt. 1

Tpt. 2,3

Tbn. 1,2

 

  

Cb.











mf



 





+    p

 

mp cresc. poco à poco

  f

  p +

f



 

f

 

 

 

+

+

 

+





































                        mf

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



  

  



  







 

 





 

  











 

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

mf

  

   

mf

 Klav.

 mp

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



mp



                                 

 

mf

  







  







  

  











 

 





   

 







 

mf

                        mf

mf

                  mf

 

 



           

 

           

f

 



  f



f













mf

mf

 

  

  

 

 f











mf





      

 

           

  

f

 



f









   

  f

  

   

f





 

             

  



  











            





mf

 



f



           

 

f



 







 

mf

  



 



      







  





 mf

 

   





            

 

 



f

p







p







a2

 

+



f



    





















mf



   









a2

2. mp cresc. poco à poco

 





f

 

mf

mf

4.



   







mf





f







Vla.



 

 













    

 





mf

  



   















   

















Vln. 2

Vc.

 

mf

mp





 





    





 

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



Vln. 1



 





Kbd.

p







Hp.



 







Mallets.









Perc. 1

Perc. 2











mf



   



  Timp.   Tba.

   





Tbn. 3





mf





a2







Bsn. 1,2

Hn. 1,2

 











B. Cl.







Picc.

Cbsn.





   

f



  f    













f

   

  







f

                f

f

            f

Fl. 1,2

Picc.

Ob. 1,2

62

  

Cl. 1,2



B. Cl.



Bsn. 1,2

Cbsn.

Hn. 1,2

Hn. 3,4

Tpt. 1

Tpt. 2,3

Tbn. 1,2

Tbn. 3

Tba.

Timp.

Perc. 1

Perc. 2

Mallets.

Hp.

Kbd.

Vln. 1

Vln. 2

Vla.

Vc.

Cb.



 

 

11



   











   









       



         



 









     

          



 



  

  

 

 

ff

ff

    



sf

   

   



 

 



sf





sf        f    

    





































































 



 

  f   

      

   

  

 



   



  

  

              

           







 

 

 

 









 





 





  

  

  



















 p

p

p



p

    

p

  

p

p



p







                





p



 p

      

   

 





 

      



 



      p







 

 

 

     

cresc.

     

 



    



   

  

p

    

   

    







div.









div.







 

p

p













   

 

   

 

   

  

 

 

 

   div.      

 







     

   



 



  

 

ff

  ff

     

p

 

ff

ff

p



  

ff





ff





 

  

f





   

mf

p



 

  

 



 



p

   

    



   



   







   

   











                        

 

   







p



















 





























   







              

















         

  







   



         



         

ff

Xylophone









 



   







  







 

             

f

   

  

   ff     ff    

f





   



f

f

f



ff







ff





 

  ff   ff     ff  





 

ff

         f p                                           mp mp      

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



ff



                                         

   a2

 



  



   



 



  



   



p

     

  

  

  

12





68

Fl. 1,2

Picc.

Ob. 1,2

Cl. 1,2







ff



to Flute

ff

 



f

ff

  

   f



f



 

f

Bsn. 1,2

Cbsn.

Hn. 1,2

Hn. 3,4

   ff

  

Tpt. 2,3



f

   f

Tbn. 1,2

 



Tbn. 3

Tba.

Timp.

Perc. 1

Perc. 2

    f    





    



   

fp



mp

       





  

 



 

  





 

 









   





     

 



fp

fp

fp

p a2

mp





 





 





 

 

 



 







 





f

Hp.

Kbd.



 

 

 



 

 

 



 

p

Vln. 1















 

















 









 





 

     

              



      



Vln. 2

Vla.

Vc.

Cb.



















                                           

 





                            

 





mp

 

 

 







p

p

p

 















 













 































secco



dim.         

f

          



     





unis.





unis.







                               

      

     dim.    



mf



mf

mf

 

p

         

  

pp

 





Glockenspiel



 

mp



 



















 













 













 

mp

     







f

Mallets.





            f                                   f f

      





 







 

f





mp

dim.

 



 



fp

Flute



 

ff

Tpt. 1

dim.

             dim. ff f                                     





     



ff

 

mp

dim.

 

Meno Mosso         mp

dim.

 

ff

B. Cl.

rit. 

  

  

      fp      

   

     

   

    

 

 

 

 

 

 

 

 

 

















fp

fp

 

unis.

p

p

   

   

 

 

 





 





   

      

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