126344548 Pirates of the Caribbean 4 on Stranger Tides

Pirates Of The Caribbean: On Stranger Tides by Hans Zimmer with Rodriga y Gabriela Guilty Of Being Innocent of Being Jack Sparrow – 02 Angelica – 07 Mutiny – 15 The Pirate That Should Not Be – 23 Mermaids – 33 South Of Heaven's Chanting Mermaids – 39 Palm Tree Escape – 47 Blackbeard – 57 Angry And Dead Again – 63 End Credits – 73

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GUILTY OF BEING INNOCENT OF BEING JACK SPARROW

Music by HANS ZIMMER

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Moderately fast, in 2

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    

© 2011 Walt Disney Music Company All Rights Reserved Used by Permission Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

2

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on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d

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ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

  

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on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

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      Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

1

ANGELICA

Written by HANS ZIMMER, EDUARDO CRUZ, RODRIGO SANCHEZ and GABRIELA QUINTERO

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Moderate Bolero

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© 2011 Walt Disney Music Company and Wonderland Music Company, Inc. All Rights Reserved Used by Permission Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

2

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             

                                               1.

    

 



 

   

   

         

   

 

               

      

 

2.

             

                    

                                    

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

                                                    

           

      Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

4

   

      

   

 



 

 

  



    

  

 

  



  



  





   

       

  



      



      



 

      

     

   



           



  

  

   



    

   

 



     

      

3



 







  



      

 

 

 

     

                  

      

       

3                                 3

                 D g al

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d

       

      3    

 



               

          

 

 

  

6

      

   

      

          

5

  

               3



             

    



      

  

  6                            



   

         

            





         

          

       3

   

 

  



   

      





   

     

  



      

 

 

 

     





   

 

      

  

  

 



  Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

  

        





6

 

  

         

3

 





   

               

 

   



 

          



  

       

  

               

  

      

 

  

             D g al

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d

  

       

      

             

        

   

3                               

   



                 

                  

              



 



             

   

     

  

 

  



             

   

  

   

                               

 

  

     

             

  

 1.

         



          

        

         

                        

   

             

  

   

   

      

  2.

          

            

  

             

      

      

7



      

                

                               

                                

   

              Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

8

          

          3

            

    

             



 

  

               

       

 

  

   

 

             

     



           

   



 

              

 

 

      



      

o wa an y f a c a y or s a i ty s mp i d o c a m d

     



     





        

 



         

 

                                   on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de



     

                                     

D g al



             

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

3





       

1

MUTINY

Music by HANS ZIMMER

         

Fast, driving





f

       

        

       

        

       

        (R.H.)





    

        

     

       

          

          

   

   

       

       

© 2011 Walt Disney Music Company All Rights Reserved Used by Permission Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

2

      

  



  



Quickly

   

   

     

              



  



  

           

            

D g al

  

 

     

    

 

 

 

  



 



           



  



          

  

 

2

   

2



 

    



 

  

            

           



  

 

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d

  







     

  





                   

 

3

Moderately fast

                                        

                                  

                                   

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

      

                 



       

                        

8vb

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



  

   

    



 

 

(8vb)

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



      (8vb)

   

   

   



 3

 

  

     Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

4

(q = q.)                             

           

    

                                                                 

    

          

                    

    

 

    

           



  

 

               

    

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d

            

    

       



      



    

  

                

                                               



  

D g al

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

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



   

 

    

             

                     

  

 

              

    

  

    

5

              

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

 

    



    

        



                  

   

     



(8vb)

  









              

 

2                   

8vb

                

  

 

(q. = q)

       





















 

 

 

 

     

 

 

     

Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

6

                                    



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

  













       

(q = q.)



                      

  





                  

                                

D g al

     







      

     

     

     

       





     

      

     

     

     

    

  

  

  

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d

           

  

   

  

  

  

                      





  

       

   

      

7

   







   

                      





     



    

      



   

            

    

          

    



   

                

            

    

        

  

   

 

 

    

       















                 

                     Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

8

D g al

 

 

   

 





  

 

 

  

  

 



 

 

(e = e)

  

     

      

   



  

 

     

 

 

 

 

 

 

 



   





 



  

  

 



 

 



 

 

 

 

 

 

 

 

 

 

 

 

 

      

   

  

 



   

  

   

 

 



 

 

 

 

 

 

 

 

    

   

 



  



   

 

 

 

 

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d

 

 

 



 





 

 

 

   

THE PIRATE THAT SHOULD NOT BE

1

Music by RODRIGO SANCHEZ, GABRIELA QUINTERO and HANS ZIMMER Moderately fast

   

mf



 

 









 



     

 

















 

 

   



     

  

 



        

     

       

       



     



     

 

      

    

© 2011 Evolving Music, Wonderland Music Company, Inc. and Walt Disney Music Company All Rights Reserved Used by Permission Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

2

        



     

 

      

     





     



1.

                   

            

               

         

2.

             

      

                         

D g al

     

  

      

    

      

            

 

       

     

            



     

         



on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d

        

    

    

       

    

    

Faster (h = h. )

3





        

        

   



 

 

   











 

    3

1.

  



 

 















   



3

2.

    



       

    



     



    



  

1.

 

   

 

  

   



3

     



    



  

3 Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

4

2.

   

3

 

   

 

   

 

3

  



   



   



    











   

   



 







  







o wa an y f a c a y or s a i ty s mp i d o c a m d

   



    



   



   





   





  

    

    

  



    

  







 

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

  



3

D g al

 



  

    



   

 







 

     







   

 











 



     

   



 

   



  



  













    3

    

 

    







    



     

 



 

   

    







 

 



     



   

  





 

 



5

  

 

 Di i l Co v r on © 20 1 S r d l F r du a on l se n y

 ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

6

  

    

 





  

D g al

   

 

 





   

 





 

 



         



     

   

      

     

        



o wa an y f a c a y or s a i ty s mp i d o c a m d





3

    

 

     

   

      

   

      

   

     

  





 

 

       

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

  

 

   

 

 



   

 

3

    



3



  

 





7

       

     



     

        



     



   

          

1.

 



  



 

  

 



 

 







  



 





  

2.



 

        

  

 

 



 





 

  

 



 

 





 



 





 





    

  

 



 

 





 



    

    3



 

  



  

  



  

  

 

   3

   

 

   

 



  

  

  



3 Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

8

    

   

   

   

 

        





 

 









         D g al

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

 o wa an y f a c a y or s a i ty s mp i d o c a m d





 

   

  



  









  







  



  

    





 

        





 

       

        

     

 

    

       

     

        









     

        

 

 

      

      







 

       



    







   

 



    





9

           



         











        







        











 

  





 

    

  



  





           



 











    

 

   





1.





 



     

  

        

 







     





      





 



2.

        









      

   

 



 

    



 



  

 

  



 



 



  

 

   Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

10

 



  

 



     

D g al

  

 

 

   

 

  

    

   

 







  







  





  



   

o wa an y f a c a y or s a i ty s mp i d o c a m d

 

  

 

    

        

 

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de







    



 

    

 



    

  



 









 







  

        

    



 

        

     

 





                 





 





 









 

1

MERMAIDS

Music by HANS ZIMMER and ERIC WHITACRE Moderately

 







              p

  







           

Pedal ad lib. throughout







      

 







  

     

     

 



 

  







     



 

      

     

 

 







     

     

     



      





 

     



© 2011 Walt Disney Music Company All Rights Reserved Used by Permission Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

2

  

  

 

   

  

 

 

 

 

 





                              

 

 

 



                                       

 

 





 







                                           

 

       

   



 



 

     



     

8vb

  

 



       D g al

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d

 

 



     

 

     

   

     



 

     



  

 

 





   



 

         

 

 



 

 

 

   

    

 





      

   



      

 

    





 



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

   

       

  

                                               





8vb

        



3





           

 

 

            Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

4

   



 

 

 

  

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



 



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

   

 

 

          

 

 

                  





 

         





   

   





                





   

1., 2.

                  

                

3.

                   D g al

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d

                

              



         

     









   



  





   











  













 



















 









 

 

















  

 

  

    

   

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

 





 

 

 

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

     



 

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

    



   

        

 

 

5





 





 







 



    



 



 



 

 

  





  Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

6

   



 

 



 

    

D g al





 



   



           

 

 

          



 

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                     

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d

46

SOUTH OF HEAVEN’S CHANTING MERMAIDS Music by RODRIGO SANCHEZ, GABRIELA QUINTERO and HANS ZIMMER Moderately

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47

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       Di i l Co v r on © 20 1 S r d l F r du a on l se n y

 ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

48

  

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on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

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49

Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

50

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on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

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52

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

     



    



  

   

  

     

  



   

   

  

  

  

  

   

     

  

53

 

  

                         







             

           

  

Play 3 times             

 

 



 





             



   





 

 





           

     

 

 



                       Repeat and Fade





 



   

Optional Ending

 





    





       





   

 

  

rit.

 









 

Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

1

PALM TREE ESCAPE

Music by HANS ZIMMER

                            Fast

  

mf







   

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



  

 





  

 

 

 







                  



 

                             



  



  



   

© 2011 Walt Disney Music Company All Rights Reserved Used by Permission Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

2





                                   



    

  

   

   

                                           

 

 

 

 

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

 

 

 

 

 

 

                           

   

    on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

 

o wa an y f a c a y or s a i ty s mp i d o c a m d

  

 

 



                    

  

D g al

 

 



       





 

     



         

                      

    

                     

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



   

           

           

              

            

           

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

              

           

              

             



3

                                         

                     

                    Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

4

                                                     

                    

    

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

   

 

              

 

       

 



   

 

                            



     

    

 

 

 

 

 

                            

     

     

   

 

 

                             D g al

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d

     

 

 

 

 

 

 

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

             

   

 

    

 

        

        

   

    

  

 

 

  

 

 





  

      

  

 

         

        

5









 

 

 

     

 

 

 

     







1.

             

 

 

 

     

     







     







2.

                             















  

 Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

6

                 

  

               

     

                            







      

     

     



  





     

 



 

                                 

D g al

     

           

       

     

     

 

       

     

     

 

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d

    





         

                 

          

         

        

        

         

        

        







  

  

 



 





  



 

 



  

  



      

 



      



  

  



  







      

  





  

  



  



                  

3     

   

3

7

3

3

 



    



  

       Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

8

  

   









  























  



  



    



  



  

     

 



 



 

 

 

  

      

      

 

 

  

 

 

 

 

      

   

 

   

 

   

 





         

   



   

    

 

 

  



 

 

 

  

 

   

   

 

 

 

    

         

   



 

 

 

    

 

     

 

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d



  



   D g al



















   

   





 

 

   



  

  





 

 





    

       

 

   





    



    

   

     



  

   

       

 

   

 

       

 







 





   



 





   

 

 





  

 

 

  

   

 





 



   



9

 

 



 

 

   

 























                 

  







  











        Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

10

   







 



 





 

 

 

 

 

 

   

  

   

 







 

 

 

              

          

         

            

           

           

         

         

          

            

           

           

           







             

 

          

            

                                        

 D g al

  

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d





1

BLACKBEARD

Music by HANS ZIMMER

     Slowly

   

 

   

mf

    

                

   

8vb

  



  

    

Moderately slow

 

                3 3                      8vb                 

    

         3

3





 

 





 



 



 



(8vb)

 

 



  





   





 



 

     



 



 

          

(8vb) © 2011 Walt Disney Music Company All Rights Reserved Used by Permission Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

 

2

    





 





  

 









     









(8vb)

  

      

               















     



     

 







(8vb)

  

             







 

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









     

(8vb)

    

 

3 3                  

  

            

  

5

3 3                   



3 3                                                     3

3

                          3

D g al

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d

3

5

              3

3

 

        

   

Twice as fast



   

  

 

     

 

 3 3 3 3 3 3 3 3             

    

3

        

  3

3

1.

3

3

3

 

  3

3

3

  

  3

3

3

3

    

 

 

  

         

 

       3 3  3 3 3 3 3 3 3 3 3  3           



2.

   



  

  

Half as fast







 

        







3





3









  3





  3









   3

3

     

   3 3                                 3 5                 Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

3 3                                         

4

3

3

5

              3

            

3

3

      

   

        

   



    

   

       

   

   

3

 



       

   



 

    



  

  

        



  

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

   



Quickly

   

  

    

3

5

          

3

  

            

                          D g al

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d

5

      



        

      

 

      

       



     

  



 

                  

    

Moderately slow, Majestically

 

           

 

 

    





  

 

8va





       

 

 

 

    

 

 

 

   

 

   

 

 

    

   



    

 

 

   

 

    

   



 

    

    

       

 

 

  

 

 

 

 

  

   

 

 

 

   rit.

  



       Di i l Co v r on © 20 1 S r d l F r du a on l se n y

 

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

6

                                             Moderately

      









               

                  



















  





                                              

 

 

 

 

                 

  

 

          



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

 

                  3



  



 

                          D g al

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d

 

     

 

 

   

 

      

 

        3

1

ANGRY AND DEAD AGAIN

Music by RODRIGO SANCHEZ, GABRIELA QUINTERO and HANS ZIMMER Moderately

       

 

mf







          



      

  

 

 



 



         

         

                     





              

  

                                

© 2011 Evolving Music, Wonderland Music Company, Inc. and Walt Disney Music Company All Rights Reserved Used by Permission Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

2

                    

 

       



   

  

                     

  

    

     

                3

 D g al



on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d

 

       

   





 

     

           

        

     3        

          

    

       

     

     



 

 



 

       

    



                         

    

3

                       

                                                     

                         

  



 

               

      

       

          

  

  

  

 

   

        



     

   

 

             

   

    

 



             

        rit.



   





               Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

4

Slightly faster

  

 



           



  





 

  

 

  

        D g al

   

  

  

  

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

 o wa an y f a c a y or s a i ty s mp i d o c a m d











 

        

  











 









 





 







  



    

  

 

    



         



 



 

      



  

3



       

 



 



3







      

 











 











     





     





    





 



 



 



 





















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



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

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 





 





 

 

           





           





 

 





  



  

     



   

 















   



 















   

 

   





   



    





    





 





 





5



   

  Di i l Co v r on © 20 1 S r d l F r du a on l se n y

 ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

6

             



 







  

 

             















  

 



           

 





 



               









    

   

 



                                 

    

 

 

 

 

 

                              

 

 

 

 

 

 



 

 





               

         



                                                             D g al

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d

        

        

7

     

             

            

            

                                        



 



 

 



  

 

 

 

                                  

 

 



             

 

  

  

 

    

 



   

         

 



 

 

 

    

 

    

       



  

   

        

  







 



        Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

8

 







   

  

        

   



 



       

 





  



  



      

  

 



  

  

  

      

    

 

                 

                   

       

  

        

    

       

       

   

  

        

       







  

            



           1. - 3.



      

  D g al

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de



    

               

                o wa an y f a c a y or s a i ty s mp i d o c a m d

            



9

4.

    



                 

          



        



   



     

 

 

 

 

  

 



  





 

Twice as fast

   

  

   

                  





  

  

 

  



 

  

 

     

 

 

 

  



  

 

     



  

  

   

 



   

 

 



3

      3

 



 















Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

10

  

   3

           

D g al



  

   

 



 













  

  





  

   





  

 

    



    

  





     

  





o wa an y f a c a y or s a i ty s mp i d o c a m d





  

  

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de



   

   

      

  

  

 

 





   





   

















   





   

















   





   













     

 





 









1

END CREDITS

Music by HANS ZIMMER Quickly

                            

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



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            



  



  







 

          

                   





 







 





 

 





 

       









 

 







 

      

     

    

 

 

© 2011 Walt Disney Music Company All Rights Reserved Used by Permission Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

2

       

     

     

   

  

  

 

 

  

  

    



  

 

 

 



  



 

 



D g al

   

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d





  

          

  

  

   

  



 



 

         

        



  





  



  

 

  

 

     

  

  

     



  



 









  

 

 

     

        



       

        

  

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

 



   

       

 

  

       

 

   

     



  







         



         









  

 

  



       

 



  

  



 

    









 











 

  

     



             

      

       

 



       

             

3





  

     







        

         

        





Di i l Co v r on © 20 1 S r d l F r du a on l se n y



ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

4

    

 

  



    

  

 

 

 

 

  

  

  

  

     

 

 



  





             



   







  





 









 

 

  



  

  

 



    

D g al

  

 

  





   

  

       3

3





     

 

  

  

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d

  



  





   

 







  



   

  

  

 

    



 



 





5

          

        

         

 



 

     

   

   







   

  

  

        

                        

                  

    



   

      



   



   

    

   

 



    

   





                      

 

 



     

     

 

 

 

 





   

                            

    

 

       

 

    

 

     Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d

6



                            

    

 

     

                   

  

 

       

 

   

     

     

 

 

    

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

  

 

       

   

 

  

                            

D g al

    

 

       

         

        

   

 

on e s o © 011 o g al Fo e uc i n l u e o ly no or a e o t de

o wa an y f a c a y or s a i ty s mp i d o c a m d

       

 

       

 

    

     

     

    



 

     

                     

   

   

 

  

 

  

       

 

    

   

   

    

   

   

 

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



   

 

   

           

 

  

   

 

   

    

  

    

          

 

   

           

 

   

   

 

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



   

 

   

 

 

 

   

           

    

   

           

 

           

7

    





            

       

       









Di i l Co v r on © 20 1 S r d l F r du a on l se n y

ot o s le r r de No w r a y of c u a y o u e b l y is m l ed r l im d