Gilberto Santa Rosa - Sombra Loca

                   

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

 

 





  

   



 



 







 

   















  



  



   



    



   





 

 













 

 

  

 



 

 



 

 





    







  







    





  

 

   





  



                    











    



        



      



                             

                          







                                





                     











 





 





  





   

 



 



  







  





 

  

     



           



















  









 

  



      











       























 











 



   

 

   













 

           













      





      

   







  

    

     















 

               

























 

 

    





   

             

                         

                        













                             

  







 





 







  







   







 



  



 



















  







  

     

             



 







  

                  







   

  



       













 

 

     



       

 









   



   





   



    



 





       







 





   



    

   









   



   

             

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





 



      



  







    

   



     





                



 







   





   



 







           



  













 

     





 

                           

                           

 



 





                

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

             



     









         









    

       

               

   







 





 



   

                                     

























 









     









        





   



       

















 















 



   

  

 





      











  

      











 

      











 



 

 



   

          

                                           



   





 



 

                          



                                               









                    





    













 

    





  

 





 

 



 

 

           







  

 

 

 

  

      





 





    







 



 





   



 





 



     







  

        



















 













  



  

  





      











  

      











 

             





   



 



 

 



  

             

                                       

   





 



 

                        



                                          







                    



 













 







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

   

         

                                    



 









                  

 











 

 

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







          



   





    

          

 



      







       



  

 



    

 





  



   







  





 









 















    



 









        



 

  

 





  

   





 

   

 





 

 



   









    



 









 



         



 













 







 



 



 









 

 



     

 

   





      



        

 

 

  

 

 

   



 

 

 

 









 



 





   













 





 





 







 









 



 



















          

 

                

 













 



  





 

         







 

        

  

 

 





 



 













          

 



                      





           



 





                   



           







 













        





     





   



 



      





  





   





  





   







  



 











 











 

 

  

  

   



   





 

  















 

  

















 



 



          



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



 





 

  



 







 



















  







 

 







 

      

 



   

 









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

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





                        



 



  

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

  





                           



      

     









 



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













 

     











 

 



    

 









  









 



 

 

 

    

 







  









 

 

 

    



 

 







 

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