Page 1

As Recorded by Superbrass on their Cd "Under the Spell of Spain"

TIENTOS y DANZAS

Score in C

Trumpet 1

Trumpet 2

Percussion

 

                 

f

                

muted

 

 

 

 

 

 

 

sfz

f3

            

f

               

   

     

         

   

      

          

      

          

f

f

    f

Tenor Drum                   f

      

Trombone 3

Tuba

Trombone 2

Bass Trombone

 

French Horn

Trombone 1

Movement I.

Allegro q = 132

 

Trumpet 3

Trumpet 4

Composed By Gareth Wood Edited By Roger Argente

        

sfz

All Rights Reserved © 2012 Superbrass Music www.superbrass.co.uk

              sfz


2

Tpt. 1

Tpt. 2

Tpt. 3

Tpt. 4

7

 

 

        

 

3

3

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

          

3

 

Hrn.

           

Tbn. 2

                    

Tbn. 3

B. Tbn.

Tuba.

Perc.

6

 3         

   

   

 

   

 

   

 

   

 

   

muted

f

muted

                     sfz

   

f

    

sfz

 

       

Tbn. 1

 

3

                     

       

3  3         

3

                         

        

        

 

   


3

Tpt. 1

 

 

   

                

Tpt. 2

3

   

Tpt. 3

Tpt. 4

12

                        6

6

          

3           

               3

      

 

 

          

 

          

6 6                      

       

Tbn. 1

  

      

       

Tbn. 2

  

      

       

Tbn. 3

 

 

   

 

 

B. Tbn.

 

 

   

 

 

  

Hrn.

Tuba.

Perc.

sfz

      

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

sfz

      

  

         


4

Tpt. 1

  

        

  

   

ff

Tpt. 2

ff

Tpt. 3

ff

Tpt. 4

ff

Hrn.

   ff

Tbn. 1

Perc.

mf

       

     

           

3            

3

   

     

mf 3



    mf

   

   

        





 

 

 

open

f

f

  

   

 

f

        

 

 

        

                    3

mf

f

ff 3

ff

f

open

                   

       

    

f

ff

Tuba.

3

ff

B. Tbn.

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

ff

Tbn. 3

     ff

Tbn. 2

 

  

17

           

mf

3


5

23

Tpt. 2

        

Tpt. 3

  

Tpt. 1

Tpt. 4

   

Hrn.

           3

f

 

        

f

3

       

      

Tbn. 2

 

 

 

f

 f

                                     3 3



f

Perc.



Tuba.

f

Tbn. 1

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

        

        

B. Tbn.

mf



Tbn. 3





f

mf

              

mf

 

3

 

       


6

Tpt. 1



  

Tpt. 2

 

open

       

    



         

    



 

         

   



  

    

     



  

      

  



ff

ff

ff

ff

  

  

 

 

    

  

  

   

  

 

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

Tbn. 2

f

Tbn. 3

f

Perc.

         



 

f

Tuba.

f

B. Tbn.

f

  

Hrn.

Tbn. 1

f

Tpt. 3

Tpt. 4

29

f

ff

 

    

ff

ff

ff

 

ff

f

f

     f



3

     

3              

ff

 

ff

   


7

Tpt. 1

Tpt. 2

Tpt. 3

Tpt. 4

Hrn.

36

  

 

   

    



        

      

    

            

    

    

      

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

     

       

        

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

     

    

  

     

3       

    

    

    

     

      

    

 

      



 

3

3

3

3

Tbn. 1

    

     

      

              

      

    

Tbn. 2

   

    

        

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

    

    

   

      

        

               

    

    



     

3    

 

        

 

   

        

   

Tbn. 3

B. Tbn.

Tuba.

Perc.

   

 

 

3 3 3                                            

         

          

ff

ff

3

3

3


Movement II.

8

Tpt.1

1

Moderato

  

h. = 60

Tpt.2

 

Tpt.3

 

 

 

 

Tpt.4

Hn.

Tbn.1

   

B.Tbn.

Tba.

Dr.



 

 

 

 

p

p

 



 













p

   

p

Tbn.3

p



 

Tbn.2

p



 


9

Tpt.1

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

 

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



     

   

6

muted

 

p

muted

 

Tpt.2

 

Tpt.3

Tpt.4



    

   

   

Tbn.3

Tba.

muted

 

p

Triangle

Dr.



Tbn.2

B.Tbn.



Hn.

Tbn.1

p

 

      

 p

  

    





  



 



2nd time only





    3 3 3                    



 





 

p

   p

   

 



               

mf

p

(muted)

                

 

 


10

Tpt.1

16

3        

Tpt.2

3

mf

         

3 3             

mp

3

mf

Tpt.3

Tpt.4



 

Hn.

Tbn.1

 

Tbn.2

Tba.

Dr.

 

     

mf

  

  

 



   

Tbn.3

B.Tbn.

 

             3

  p

 

  

  

 

    

     

f

 



mf



      





3

3

3

            

f

3



 





mf







mf

 



 

 

 

 

 



(muted)

mf

 

 

3

3

mf

mf

mf

 


11

Tpt.1

Tpt.2

Tpt.3

Tpt.4

Dr.

    

mf

3



3         3

 

3

 

 

 





    



  

      

 

 

  











  



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





p





 

 



 

f

p

p



                





 

3  3 3           



3





p

f





3

3

f

              

1.

         

 



      

f

  

Tbn.3

Tba.

  3          

Tbn.2

B.Tbn.

        

open

  

Hn.

Tbn.1

23

 



  



  

  

 

  

 

       

p

p





  

p







    





           



p

p







  


12

Tpt.1

33 2.

Tpt.2



f

       f

3

         

3

3

3

          3

3

 



 



   

  









  



 



 



f

 

Hn.

f

3

3







f

Tbn.3

f

B.Tbn.

Tba.

  





f

   f

 

  

 





f

Dr.



 

 

        



p

              

p

 

 

 

 

  





 





 

 







 



p

 

p

open

 

 

p

p 3



p

              

  

3



 

p 3



 

p

f

Tbn.2

p 3

   

f

Tbn.1

           

 

Tpt.3

Tpt.4

   



Side Drum (snare off)

   pp


13

42

Tpt.2

Tpt.3

Tpt.1

Tpt.4

  

Hn.

  

 

Tbn.1

Tbn.2

Tbn.3

B.Tbn.

Tba.

Dr.



 





   



mf



   

 







 

p

    

    

    

    

 

    

    

    

    

 

    

    

    

    

   

   

   

   

  

 

  

 

  

   

   

 

    

 

 

    

 

    

mp

  

 

    

open

mp

mp

mp

mp

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

mf

mp


14

Tpt.1

50

Tpt.2

                 muted

Tpt.3

f

Tpt.4



Dr.

f

    

     

   

     

    

    

     

    

     

    

      

    

     

    

     

    

     

   

    

   

    

   

    

   

    

   

    

   

   

     

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

     

      

Tbn.3

Tba.

f

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

muted

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

   

Tbn.2

B.Tbn.

      muted

     

Hn.

Tbn.1

mf

    

mp

mp

mp

mp

mp

            


15

Tpt.1

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

       

       

       

   

  

   

   

       

    

mf

    

    

    

   

     

    

    

    

   

    

   

   

   

  

   

  

  

    

   

    

   

Tbn.3

Dr.

    

   

     

Tbn.2

Tba.

             

Hn.

B.Tbn.

Tpt.3

Tbn.1

                

Tpt.2

Tpt.4

56

mf

mf

mf

mf

mf

                           mf


16

61

Tpt.2

Tpt.3

Tpt.1

Tpt.4

Tbn.1

    

        

      

        

      

      

        

      

        

       

    

       

       

 

   

 3 3 3           

f

       

 

    

    

    

    

     

    

    

    

    

    

   

   

   

   

    

    

    

    

    

    

    

    

         f

Dr.

Tbn.3

Tba.

       

     

Tbn.2

B.Tbn.

        

 

Hn.

          

mf

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


17

Tpt.1

Dr.

   

      

open

 

   



     

     

    

    

    

 

 

open

              

      

 

  

           





              

f

 

 

f



 

f

  f

 



ff

ff

open

ff

 

 



 

 



    

ff



      

ff

                 ff

 

 

 

 

             

 



    

f





f

Tbn.3

 

f

       

Tbn.2

Tba.



 

Hn.

B.Tbn.



   

       

Tpt.3

Tbn.1

 

Tpt.2

Tpt.4

66

 

    

     

ff

                              f

ff


18

Tpt.1

72

        5





        



  

5

                             3

3

3

Tpt.2

 



 



 





 

 

Tpt.3

   

  

  

 

 

 

 

  

 

 

Tpt.4

5          

3      

         

 



 



 

Tbn.2

Tba.

Dr.



    

Tbn.3

B.Tbn.

 

 

 

5         

  3        

5

 

 

 

Hn.

Tbn.1

 

 



  



  

 

   



      

      

      

     

     

     

 

 

  

 

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

        5

3    3    3                        

 





              

  

   

  

    

         

  

    

     



 

 

  

  

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


19

Tpt.1

Tpt.2

Tpt.3

Tpt.4

Hn.

  

79

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

fff

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

      

  

fff

 

    

    

           

  

    

      

   

 

   

        

 

   

    

  

fff



fff

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

fff

Tbn.1

Tbn.2

Tbn.3

B.Tbn.

Tba.

Dr.

 

 





 



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

fff

 

   

        

 

   

    

  

 

   

           

 

   

      

   

fff



  

fff

   

 

  

    

          

    

    

  

 

 

     

   

        

 

   

     

  

  

    

           

    

    

  

  

  

fff

fff

 

fff


20

Tpt.1

   

       

          

   

   

     

  

  

Tpt.3

                       

 



    

        

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

                        

  

                                      

Hn.

Tbn.1

     

                             

Tpt.2

Tpt.4

                      

84

 

     

                         



 



     

  

   

      

      

       

       

 

     

 

   

        

      

       

       

 

     

  

   

     

  

  

     

Tba.

   

   

       

     

Dr.

  

   

              

Tbn.2

Tbn.3

B.Tbn.

5

5

 

5

5

5





 

5

Tambourine

   

fff


21

Tpt.1

Tpt.2

Tpt.3

Tpt.4

Hn.

Tbn.1

Tbn.2

Tbn.3

B.Tbn.

Tba.

Dr.

          

           

          

         

90

         

D.C. AL 

  p

   

 

            

 

           

 

            

 

        5

  fp

       5

  fp

       5

        5

 

p

  





    

    

       

3

3

      



3



         

3

p

           

      



  p

  p

 

p



p


22

Tpt.1

3

97

  

Tpt.2

3

  

Tpt.3

Tpt.4



 

Hn.

Tbn.1

  

Tbn.2

Tbn.3

B.Tbn.

Tba.

Dr.



 

p

  

p

    

 

   

       



3     

 

3     

p

 

  

 



 

  

 



 



 

 

  

 













open



 





       



   

     

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

p


23

Tpt.1

103

    

muted



muted    

Tpt.3



    



    



p

 

  

Tpt.2

    

 

     

 

     

3  

 



 

     

 

p

Tpt.4

 

   3   

Hn.

 

3

         p 3

 

   



   

Tbn.1

   



 

        

Tbn.2

 

 



      

 

Tbn.3

 





      





      

B.Tbn.

Tba.

Dr.



  

 

                         

3

  

      p

  

 

   

pp


Movement III.

24

Tpt.1

1

  

Andante q = 69

 

Tpt.2

muted

muted



 

  

     



     



   



 

  

p

p

         

          

mf

     

muted

      f

Dr.

f

Tba.

f

muted

 

f

B.Tbn.

       

Tbn.3

    

 

Tbn.2

muted

Tbn.1

f

 Tpt.4    

Hn.

    

  

Tpt.3

   

 

   

 

 

   

 

   

 

 

   

   

   

   

muted

    

 

f

 

 





 





 





 



 

  

p

p

  p

 

p

 

 


25

Tpt.1

7

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

molto rubato

(open)

mp

3

f

Tpt.2

(open)

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

molto rubato

mp

f

Tpt.3

 

 

 

Tpt.4

  

 

  

     

Hn.

5



 

Tbn.1

  



   

Tbn.2

 



   

Tbn.3

 



   

 

 

B.Tbn.

Tba.



   

Susp. Cymbal (soft sticks)

Dr.

mf p

 

 


26

Tpt.1

Tpt.2

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

  

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

12

  f

f



Tpt.3

Tpt.4

Hn.

Tbn.1







p

muted







p

f

p



f



Tbn.3

B.Tbn.

Tba.

Dr.

    f

 f

 p

 

 p

   

f

p

                   

 



mp

Triangle

p

      

(muted)

   

f

(muted)

   

(muted)

Tbn.2

p

         

(muted)

 

f





     

mf


27

Tpt.1

19

3

f

Tpt.2

3                               6 9

6

3 6      6                                   9

3

f

Tpt.3

 



 

 

  

 

 

Tpt.4

  



 

 

  

 

 

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

5

Hn.

5

mf

Tbn.1

  





 

  



 

Tbn.2

 





 

  



 

Tbn.3

 





 

  



 



 

 

 

 

 

B.Tbn.

Tba.

Dr.



 

mf

 f


28

Tpt.1

Tpt.2

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

 



    

    







     



     



     

  

 

 

Tbn.3

Tba.

Tbn.2

B.Tbn.

Hn.

Tbn.1

Tpt.3

Tpt.4

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

24

p

p

f

     

mf

Dr.

  

f

Side Drum

         mp

f

 f

 f

  

  

f

f

 

         

 

f



  



  

   

 

  

mf

    

   mf

   


29

Tpt.1

Tpt.2

30

 

 

 

  

 

 

 

p

 

Hn.

p

Tbn.2

f

  

 

 



 



p

Tbn.3

p



p

Tba.

     

Dr.

 

 

 



 

    

  f



 

 

 

 

 



 

f

 

f

6

   

  

f

  5                

3

p

B.Tbn.

                    f

p

Tbn.1

f

 

Tpt.3

Tpt.4

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

f

f

 

 

   

 

f


30

Tpt.1

3

6              6    3  3                                    

6

Tpt.2

3

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

34

3

3

3

6

3

   

(muted)



Tbn.1



Tbn.2

Tbn.3

Triangle

Tpt.3

Tpt.4

Hn.

B.Tbn.

Tba.

Dr.

  p

(muted)



p



mf









                mp


31

Tpt.1



Tpt.2

Tpt.3

Tpt.4

40

Hn.

 mf

         

         

               

         

         

          

Tbn.2

p

open

            

Tbn.3

p

open

  



      p

            

    

 

Tambourine

Dr.



         

open

Tba.

p

B.Tbn.



open

               open

Tbn.1

p



            

    

  

     



            

    

  

     



         p

            p

 3          

expressive

open

    

  

     





        

   

          

        

  


32

Tpt.1

45

muted

 

muted

 

Tpt.2

Dr.

      

    

   

p

p

         

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

         

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

           

 

     

5

          

    

   



                                

        

   

         

         

    

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

    

Tbn.3

Tba.

   

Tbn.2

B.Tbn.

    

Hn.

Tbn.1

          

Tpt.3

Tpt.4

   



  

    

 

  



      

          

   

  

 

   



    

    

 

 

     


33

Tpt.1

Tpt.2

50

  

 

     

  

Tpt.3

 mf

mf

   

     

mf

Tpt.4



Hn.

 





        

     





        

     

          

    

mf

    



Tbn.1

   

 

 

   

     

   

Tbn.2

 

 

 

  

    

  



Tbn.3

B.Tbn.

Tba.

Dr.

  

        

           

 

  

         

            

 

  

  

  

    

 

  

      

    


34

Tpt.1



 

  

   

      

Tpt.2



Hn.

Tbn.1

Tbn.2

f

       

 





Tba.



           f

         f

Dr.

 

     

 f

mp

 

f

open

       

  

  

  f

        f

   

p

f

f

3

           

p

 

p

 

  

   

  

p

 p

            f

       p

             f

   

p

            f

      



f

      

 

           

Subito mp

         

   

p

    

f

B.Tbn.

open

     

f

 

Tbn.3

         

f



f



 

Tpt.3

Tpt.4

55



       



  

f

f

    

    f

  


35

Tpt.1

3

 

      

Tbn.3

p

 

muted

 

 

muted

p

        

p

   

   

Tbn.2

   

       

   

Hn.

3

3

              

  

Tpt.3

Tbn.1



 

Tpt.2

Tpt.4

59

Tba.

Dr.

       

      

  

        3

   

    

3

  

3

    

          

       



 

p

p

 p

 

6

      



6

6

f

   

     p



6

f

       

6



       

6

         

 

  

6

f







      

  

      

f

p

B.Tbn.

   f

6

  

 

  f

 f

        

ff

        

 

f

6


36

Tpt.1

       

     

        

     

63

f

Tpt.2

f

6

3

3

ff

3

   

  

 

           

  

  

  

    

      

Tbn.2

Tbn.3

Tba.

Hn.

B.Tbn.

            3

  

    

Tpt.3

Tbn.1

3

 

3

Tpt.4

3

ff

6

              

ff

ff

f

    

          

ff

f

                               ff

p

ff

          

 

6

6

6

       f

     

6

6

  f

 

ff

     

f

6

      

p

           

      

       6

 

 

6 6 6   6                                     

ff



muted

p

p

f

 p

Dr.

         

     

f

    

f

6


37

Tpt.1

Tpt.2

      

      

     

      

67

f 3

3

f 3

3

 3      

       

Tpt.3

f 3

Tpt.4

      ff

5

           

           

            

            

    

p

       ff

p

5

p

     

   

  

 

  

 

  

     

      

 

Tbn.3

Tba.

5

          

     

Tbn.2

B.Tbn.

ff

          

  

Hn.

Tbn.1

      

ff

      

 

 

 

 

ff



ff

  

  

 

ff

     f

   f

   

   

    f

   

muted





p

Dr.

f

muted

ff

 



     



muted

   

 

p

muted

muted

    ff

     

    

ff

 

f

   

 

   

   

  

f

  mf


38

Tpt.1

Tpt.2

B.Tbn.

Tba.

Dr.

  

 

 

 

 



  

      

   

   

 

  

Tbn.3

 

Tbn.2

 



   



   

p

p

  

mf

Tbn.1

 

 

Hn.

 

Tpt.3

Tpt.4

72

  

  

 

 

 

 

 

   

 

 

       



p



p



p

p

Susp. Cymbal

pp

mf

 

       

  mp

mp

  

  

p

   

   

   



 

 



mp

 mp

 mp

   




39

Tpt.1

Tpt.3

 

   

p

   

   

           

   

 

 

 

   

                       

open

      









  

  

  

p

p

    

mf

 

p

 

muted



  

   

 

   

           

   

                       

   

                       

 

 

open

              5

mp

p

p

   

p

pp

   

p

    

       

p

mf

mf

Dr.

           

 

 



  



Tbn.3

Tba.

 

   

Tbn.2

B.Tbn.

  



Hn.

Tbn.1

Tpt.2

Tpt.4

78

Triangle

 p

  


40

Tpt.1

Tpt.2

85

 

 

 

 

                 

   

   

p

mf

                   p

mf

Tpt.3

Tpt.4

 

 

open

 

 

open

3

Hn.

Tbn.1

Tbn.2

Tbn.3

6

 

 

muted

B.Tbn.

   p

Tba.

Dr.

        

 

        

pp

 

open

 

open

 

 

open

 

pp

pp

       

    

pp



     



        



        

        



         

pp

       

Side Drum (snare off)

 

       

 

      

pp

pp



pp

 

       

pp

lunga



        



        

     

mf

  

pp

 


Movement IV.

Tpt.1

                     

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

  

                     

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

  

                      

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



                      

              



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

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

Allegro q. = 126

1

ff

Tpt.2

ff

Tpt.3

ff

Tpt.4

ff

 

Hn.

Tbn.1





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





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

           

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

 

 

 

 

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

 

    

Tbn.3

Tba.

ff

 

Tbn.2

B.Tbn.

41

    

ff

 

           

ff

ff

ff

ff

ff

ff

Dr.

  

2 Tomtoms



      

ff

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


42

Tpt.1

7

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

Tpt.2

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

Tpt.3

 

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

Tpt.4

 

 

Hn.

Tbn.1

Tbn.3

Tba.

Dr.

    



Tbn.2

B.Tbn.

                             

   

ff

 

 

          

f

           

      

 

         

  



 



 

 



 

 

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

 



 

 

          

 



 

 

 

f

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

          

 

im

       

     

Side Drum (snare off) 

f


43

Tpt.1

Tpt.2

Tpt.3

Tpt.4

12





     

Tbn.1



       



mf

   



B.Tbn.

Tba.

Dr.





 



mf

     





p

     

    





  



  

mf

p

p

Tbn.3



                 

                                   

Tbn.2

mf

p

p

mf

                 

                                 

Hn.



     

         





     





     


44

Tpt.1

Tpt.2



     





         



mf



muted

 

 



p

 









     

 

mf



     

   



mf







  



mf

     

    





                  

                                    

Tbn.3

Dr.

Tbn.2

Tba.



mf

B.Tbn.

            

  

Hn.

Tbn.1

      

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

Tpt.3

Tpt.4

     

17

 

       



  

   

              

 





p

     


45

Tpt.1

 

f

        

       

f

f

                 

    



f



f

open

 



     

      mf





         

     





f

f

 

      

f





f

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





     f

                 

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

            

f

     

          

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

Tbn.3

Dr.

        





Tbn.2

Tba.

  

          

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

Hn.

B.Tbn.

  

Tpt.3

Tbn.1

 

  

    

Tpt.2

Tpt.4

22

     


46

27

Tpt.2

Tpt.3

Tpt.1

Tpt.4

                           p

                        



p

   

  

Hn.

mf

Tbn.1



   

            

B.Tbn.

Tba.

  

 

p



p

Tbn.3

                          

                         

Tbn.2

     mf

Dr.

 



     





     





     





     





     

 


47

32

       

muted



     

Tpt.2

Tpt.3

                

Tpt.1

Tpt.4



 

Hn.

Tbn.1

Tbn.3

Tba.

Dr.

                                    p

         

            

                 

Tbn.2

B.Tbn.



mf

  



   

    

       



       

       



p

                     

 



     





     







     

    





     

     





 

     




48

Tpt.1







   











  











   

                       



      



Tpt.3

Tba.

Dr.





p

muted



p

muted

p

  

  

mf

                         



   

 

Tbn.3





Tbn.2

B.Tbn.

 

    

Hn.

Tbn.1

     



Tpt.2

Tpt.4

       



37

 



 

    

mp





     

p



 





     









      

 





mf

        

      

 

     



 



 



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

Tomtoms

p


49

Tpt.1

Tpt.2

Tpt.3

Tpt.4

Dr.

   

    



    

  

   

     



    

 

    

    



        

 

      



 

   

     

      



 

      



         



    



    



  



      



  f

             f

  



f

    

     

    

Tbn.3

Tba.

 

Tbn.2

B.Tbn.

    

 

Hn.

Tbn.1

42

     

 f

f





  f

 



     

mf



  

mf



fp

Tambourine                                          f

      







         p Sempre


50

Tpt.1



Tpt.2

Tpt.3

Tpt.4

      

Hn.

Tbn.1

Dr.





            

open





              

open



           

   





mf

       f

 

             p

       

     





      

mf





  

            

 

    



  mf

f

        

f

p

            

 

f

p

         



mf

mf

f



  

  

f

mf

       

f

mf

Tbn.3

Tba.

   



open



Tbn.2

B.Tbn.

47

f

p





             

  



   

f

 

p

f

Side Drum

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







p


51

52

muted





    



 



  

Tpt.2

Tpt.3

Tpt.4



Hn.

mf

 



Tpt.1





   f

    

      



f



  

Tbn.1

 

     

     

   

   

   

   



Tbn.2

 

        

        

        

   

   



 

     

     

   

   

   

   



     

     

   

   



   

Tbn.3

B.Tbn.

Tba.

Dr.

    



       



       



       



       






52

Tpt.1

Tpt.2

Tpt.3

Tpt.4

57





        



muted



        





f

f

  

         



   

    



   

   

   

          



   

    



   

   

   

Hn.

Tbn.1

     



   















Tbn.2

    



   



 







 



    



   











 



   















    







Tbn.3

B.Tbn.

Tba.

   

  

mp

Dr.

    



       



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


53

Tpt.1

Tpt.2

Tpt.3

Tpt.4

Dr.



open



   



open



   



open

   

   





  

 

     

 



  

 

     

 

f

f

f





  

 

    

 

    



    



 

 

     

 



 

  

 

  



 





  

Tbn.3

Tba.

Tbn.2

B.Tbn.

    

Hn.

Tbn.1

62

    

    

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

f

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

f

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

f

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

f

    

f

   

                                f

   

          

  

          


54

67

    

Tpt.2

    

Tpt.3

    

Tpt.4



Tpt.1

Hn.

   

  

   

  

f

f

Tbn.1

Dr.

  

 

       

 

  

 

       

 

p

p

            

            

        

Tbn.3

Tba.

  

          

Tbn.2

B.Tbn.

   





  

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

mf

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


55

72

Tpt.2

Tpt.3

Tpt.1

Tpt.4

   

Hn.

 

 

       

       

      

           



          



 

  



mf



Tbn.2

Tbn.3

Tbn.1

B.Tbn.

Tba.

Dr.

 

       

       

      

 

p



      

            

mp

      

  

   

       

Tomtoms



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


56

77

Tpt.2

Tpt.3

 

Tpt.1

Tpt.4



Hn.

Tbn.1

Tbn.3

B.Tbn.

Tba.

Dr.

      

  

Tbn.2

      

      

      





    





 



mp

     

p



           

     









          



mp





 



      





p

           

          

     







mp

                                             


57

Tpt.1

Tpt.2

Tpt.3

Tpt.4

    

    



    

Tbn.3

Tba.

    



    

mp







mp

Dr.









mp





   

     





  p

    

       

     

 



  



p

       



 

  

mp

       

   



   



   

Tbn.2

B.Tbn.

 

       

Hn.

Tbn.1

82

 

p

      

p

   

       









    



















    



                                                    


58

Tpt.1



 

      

 

          

Tbn.2

Tbn.3

B.Tbn.

Tba.

Dr.

 

     



  

   



 



 

p



   

     



   

     

   

  

    









    

     



          



    

     

 

          



p

p

   

        

   

          





p





       



     

 

   

   

   



 



p

          

  

Hn.

Tbn.1

    



          

Tpt.3



  

Tpt.2

Tpt.4

87

                                                 


59

Tpt.1

 



  

 

    

   





          



   

   

   

 

       

 

          



   

     

    

  

 

Tbn.3

 

     







 

 









p

Dr.



   

 

Tbn.2

Tba.



       

Hn.

B.Tbn.

     



Tpt.3

Tbn.1

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

 

  

Tpt.2

Tpt.4

92



 

 











 



 



 



 

   

















 









                                              


60

Tpt.1

97

 





   

 



 

       

   

     

       

       

     

     

Tpt.2

Tpt.3

    

 

   



   

     

     

 

Tpt.4

     

 

   



   

     

     





















  

  

 

  

 

 















   





   



   

  

   

  

Hn.

Tbn.1

  

Tbn.2

 

Tbn.3

 

















   



  

       

 

          

Tba.

  

  

       

 

          

Dr.

                                           

     

B.Tbn.

   p



     



 


61

Tpt.1

      

 

          

 

          

     



       

      



f

     

     

 

Hn.

f

f

f



  

f

 

       



    

B.Tbn.

Tba.

Dr.

 

 

    

       

    

  



      

f

f

        f

muted

muted





  



 

ff

ff

ff

                f

   

                 f

ff

       f

    

ff

  

 

Tbn.3

f

ff

ff

          f

Tbn.2

       

           

    

Tpt.3

Tbn.1

 

Tpt.2

Tpt.4

102

    

               

 

    

               

 

    

                

ff

ff

ff

f

f

f

                                                     

Castanets

ff

f


62

Tpt.1

Tpt.2

Tpt.3

Tpt.4

Dr.

    1.        

      

         

                    



          

       

      

                 



         

     

   

 



   

     

           

 



   

    

           

 



                                                  

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

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

Tbn.3

Tba.

     

   

   

Tbn.2

B.Tbn.

   

      

      

Hn.

Tbn.1

107

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

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

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


63

112

   2.

   

     



Tpt.2

  

           

Tpt.3

 

           

Tpt.1

 

      

        

      

      

 

      

      

        

   

Tpt.4

     







   

 

   

      

        

Hn.

    



  

   

 

   

     

        

Tbn.1

                                                         

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

Tbn.2

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

Tbn.3

B.Tbn.

Tba.

Dr.

  

                                                              

                                                                                                                                

   




64

Tpt.1

117

Presto q. = 152

    

    



Tpt.2

    

  

    



Tpt.3

         

    



    

    



     

     



    



     



                



Tpt.4



Hn.

Tbn.1

            

           

Tbn.2

Tbn.3

ff

ff

ff

B.Tbn.

Tba.

Dr.

           

 

ff

     



 

ff

Tomtoms





















mp





mp



mf

   

    

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

ff

mf


65

Tpt.1

Tpt.2

Tpt.3

Tpt.4

122



mp

Tbn.1

f





 





   

          



   

          

f

f

  

      

  

  

  

  

  

       

  

  

   

mf

Tbn.3

Dr.





  

  

Tbn.2

Tba.



mf

B.Tbn.



mf

  

Hn.



 



















 

f





mf

 mf

f

f

   

            























               Cres. Poco A Poco


66

Tpt.1

 

ff

ff





ff

    

     

    

Tbn.3

Tba.

 

   



 

Tbn.2

B.Tbn.





         

     

  

   

  





    

        

   

 





    

        

  

 

  

     







   

  







   

 







   

  







   

 

 

      

 

    

ff

 

  

    

          

ff

Dr.

ff

ff

Tbn.1



            

Hn.

   

           

 

Tpt.3

  

Tpt.2

Tpt.4

127





 

 

    





 



      



    





 





                   


67

Tpt.1

Tpt.2

Tpt.3

Tpt.4

Dr.



     

     

       



     

               



fzp

      

   



fzp

   



             



        

fzp

fzp

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

fff

fzp

        

                           

fff

fzp

     

Tbn.3

Tba.

      

       

Tbn.2

B.Tbn.

     

     

Hn.

Tbn.1

     

132

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

fff

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

fff

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

fff

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

fff

                           

fff

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

         

           

       

           

       

         

fff

fff

fff

fff











      





     

     





               

Tientos y Danzas  

Composed by Gareth Wood An Original Composition for Superbrass. 10:30 minutes

Tientos y Danzas  

Composed by Gareth Wood An Original Composition for Superbrass. 10:30 minutes

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