Divertimento

  















         









  



 

 

 

 

 

 

 













 













 













 





















 



 























  











 

 









 





 

   

 





 

















 

 





 









 





 

    



 

















 









 







 



 





 





















 



 





 







 







       

  







 



  

                     



















                                                                          









 







 





  

       















 



 













   











   

  

 

 

  



  

  



   

 

   



  

 

 



 



 



















































  















 





 

 









 





     



 

   



 

  

    









 



   

  



  









 



























































  

           

  







  







        



  



  











  











 







  



 

 



















 





 

  

  



   



 



 







 























 

 



  



 









 

 

  

  



  

 







 









 





























 

   

 







  





  

            



     



     















  



 

    











     





      



           



    

           





    







           







 

     

    





   

 

      

     

 





 





 











    











                         







 







  

                         



     

    



























  



 



    

     





      















    









         

      

       













                   

 

 





       

 

 



  

 



 

  

                 







  



   





















    

      

     





  









                                         



   

     

     

                        

    



   



   

   













  







   



 

 













   



                      











 

  



















              

 









 

  





 



































  

 



                  















 



 



 



 



 



 

 



     



 





  



      

 





















   









              













         

    













          

 



 























 









    

    



    

 



     

       

  





                              

 















             



                                   



 









                   





   









 







 







 





 



                                   

           

 





  

























 











  



 





 





  

 





 





  

    

 





 





  

    





    

















 







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





   

    









 

   



  

 

  

  



  









  

   











 





















 









  



    















   

          



    

  







 







 



  





 

        







 







 











 

 



  



 







  



 



    







   







 









 

 

 

 





             









 





 



  

     





 





 













 











   



 



   



 





     





 



 



 

















 





 



 

 









 





  



    





    























 

     



      



    











 



    





  













    















 

 













 







 







 







                  







  

 

 







       

         







 















  

 

   

 



  



















 

   





  



 

  

         

  

       

                   

                         

    









     

  



         















  



        

                                

        





   



 

                  

  

         

  











 

















  



          

















          















 







                  

















                               

 





 







 













 

  

 



 



                  

















                 















    







 



   

                 











































  









 











 





















                

















  



 

























































































 















 























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





  







   

           

   

























 



















  



 

 





  



 



 



















  











  





  

  

















































 





   



    



 



 













    











































 











      

  

















 







 



  





   

   

     

  

     

    

        

   

        

















































      







      





















  



 

               



                                   



































 

             

  

    



     



                



  





  

 

               



      



         







      









































                                     

 

         

























































  





   



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







 











 

 

 

         



       

        

      

       



               

        

    

   



















 

      







       











 

   



















 



       

      



  









  









































  



        

  











 

       





    

















     

 







   

 





             







     



















  





   

          

       

 



 



 











  









   















   

  

   



      

  



  

 

 

   

 



         

 































  











  

      

   



 



 

    

           

























         

  

     

       















  

















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



             



  



 



         





  

   

     



 



  

  

  

  

                           

















  





 



 



       

    

 

   











 



 



        

       

 

   

  



 



 

















 





   





   















  

     

     









































  

     







                   



 

 



      

      

      

      

     







 





 











  



                 

     

     







 







     

     

      

      

















   





  







 































                  

  

  

 

 

 





 



































    









  

 

 















   

 

















  

 

 

 

 



















 

 

 

 

 

 

     

 

 

   





























 









 

 

      

 



 

 

 















   

 

 

 

 







 







  



 

 

 

 

  



































  

 











 

 





  













  



   























  



 

  













  

    

  





  













      

 





 











   



          

 







  





 







   



   

 

 



  

            



















































  





 









  

 















 



 

 

























  













      























 







 

 





 





     

     

          

             















      

   

     



      





 

 

     



  

 



 

 

  

      





 

   



 

 

    



 



     

 

  

  



       























  

 

 



  

 

       



 

                      

 

 

 

 

 

 

                      



 

 

 

  

 



 



 















































   

   

 



 

                                      

   

   

    

   

    

    

    

              

   

              



















     



     



     



     



     

        

   

    

 

 



 

   

   

   







   

              

     



 















     

 









 



















 

 

               

  



    





  





















  

   

    

 

  

  





        

 

 

 



    





































  

















 



 









    





  





 







 



 





  

 

     

 



 

 



















  



















 







 







































          



 







 

 

             

        

 



















 

 













 

 







 



















 

     









































   

  

 

   

  

 

      

   



 

   

   













    

        

 



  

   





 

 



 



 

 

 

 

 

 

 



 

     

 

























 















 

  

 

  

   

 





 





 

 

 











         











    

     

 

















         

 









              





 















 







 









 

















        



















 

   

 

   

    



 

   

 



  





           









 



    









        

 



































   



    

 









  

 





 



                 

 

    











 

 

  

 





















 



    



    





 





         







                   















               





 

 







             

 

 



 



 



 











 

 

 





 















 

 







 















         













 

           















     

  

  



  

  









 



   

 











 



           

    



      

  

 

 





 

















 

      

  

  

      



















 





    



















 

 







 

  

 

 





 

 









 







 



     



     





 

    











 

























 

    

   

   

 



     





  



  











 



  







                  

   



 





 



 





























 









   





























 

 

   

    



 

   

 

 

 

 

  

 

 

  

  

  







    

    

     





    

    

     

   

  

    

    

     

   

  

    

    

     





 



 

























 

    



 





           



 





           



    





    





    







     





 



 













     



    





     



    

   

  

    

  



 





    











            

















   







      



















  

 



 







   

  





























































 









              





                        













     

      

     

 









 



 



   

             





 





   







 



  

   

        





     

 



    

  

     

         











  



 

  



  

   





          















 





     

       

 

     



 





    



 

 

         

 



         

   



























 

   

   

 

   









 

 

 



















   

   

 

   

 















     























 





    



                    

   



     





    



                 



     



   

   

   

     



     





    





 



 

   

 



  





       



   







  

 





 



     

















 



         

  



           



 

 







  



   

      

 

 

   









 

 





  

 



              

                 

 



 







  

 

 

 

  

 

  



  

 



 







    





    

  



     

 

  

 

  

  







 

    





   







   



  







  

    



   













































  















 











 











 











 











 













 



 

 





   

 



  

  



  

 















         

 

 







     





  



   



 























   

    



 

  



 

   



 



 

 







 

 

 



 



 















      

















   



 





    

       



 



 

    











    

   

  

  



   

        

  

 

 

  











   







 

















  











                 



    

  







   



   

        





           



 

 

 



  



     















      



  

    



  





             

  

 



 

 

           







                  

  



         



      

     

  

  















 

 













             











  













                      

  





           



  







  













 



            













    













 



 

            



 

    



    

  







 

  



















  

 





             

      

           

 



  



 

 

 

 

 

       

   

   

                           

 

 

 















 





 

 

   

 

   

        

    

     

 

  

       

 

 





 

   

 

   

  

   

       

  



   

     















  











 



 







   

            

     

   

           













      

   

   

   

 







   

      







 

     

               

    



      















 









  

     



  









          

     

    

 

 

  







   



       



       

   

        

                           

                    



 















     

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

                                







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

                                























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

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

         

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

         

                                      





















































                                          

        







      





    

                                                    









 









 





 

         

 



 



 





  

                                                          



       



  

  







     





 



           













 

  



                                   









  

 

 













  

 

  



 



 













 















    

 

  

    

        

   

         



 

    

          

 



 



  



 





 



  



 

 















      



      



   

   









 









 







 

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

                          























    

 

  

 



 

              



 

  

    

 

    









     





   







   

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





                                  



























   

 



       



      



      











 









 

  









   



  



  

 

 

   

                                          

        



 





 



  



        

     

     

 

   













  



 

 

 

   





  



 

 

 

   

 





 

 

 





  







 



  

 

  

  



   





           

 



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

 







    

   



































 









          



           

















   

      

 



      

           



         



      



  







 









 

 

 

   





 

       

 

                 

  















 

  



     

 



        

      

 

   

  

      













   



 





 





       

         







 









 





  

 















            

     







                  

 

  





  



     

          



     

  



 





       



      

   

   

   

















                              

 

  

 















             

                                 







                                  







                                      

 

   

   















     

            

 

            

 





















            







  

                    

 



 



 























 



 

 



  







   

 

































    



  





      

 





          



             





 



 



















     

   









   









            

   











      









 





  













 



 

 

















 











  



     











 

             









          



   



             

  















  





     









 









           













            





  

  

























































    



















 



  



   





















 



 



  

     





    























 





        



















       





           



  

  









  

                                            





 

  

  







 

   



          







            

   

 

                                           

  

  



















          



   



            





 





 







 























    





  

  

 

     

           

  









                



   

             

 

   

     



   

     







 









                                 





 





              



      





 

  





             

                





   



   

 

  

 







  

           





 





 

 







 







       

 



       









 

     





          



         





   

       

  

  

   







    

          



  

  

 



    



 

 











 



 





 







 



 













 





  





 









       



 

 

           











                    



  

 



















 





 



    

 

                 







 



 



 



 



  



  



 



                  



  

 















   



            



            



   

 













 

   

 

  



       

















 





                         

      













                             







  

  

    

   

      

  



























       

 



 

 

 

 

 

 















   

 



    

 

   



    

 

  



     









 

 

 



 

 

  







  

 

  







 









         

 







 







 

















  

           

  



 

 

  













  

  

  









  









  

   











   





































































































 





























 









  







  







  













 

    



                









  

                 





 



 



 



 

 

  





                

         

     













































 



           

   





 



 

   

 

  

 

 

  

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

    





      



       

   

   

   

















 

 





 



     



 

   



       



        



         



   



 



 



     



 

   





 



 













 













 















   

 







   

           















 











     





 

  





             

 



 

 



















  

 



 





















      



 

            

 

    

    

 



  

   



 



 











  





   







 











   





 

 









 

  

   







 



















 

  



 

  

                  

 













 



 



  



        

  



 

      

 



  

 



 

 



 

  

  

















                









      



   



   

























        

    

   

    

  





   



 

 















  









  









      

  









  

  



 



  

 



  

 



           

  

 



 

  



 

 

 



  





 

 

 

 



























     





   



     

  

 

 





   



   

  









  









   

 







 







 











 



















 







 











                





 



 











 

  

 

 

 

  









    



 

   







 





 

 











 



















 











 













































   





   

                           

       





 





 







































  

 



  

 



















 

 



  





 

















 



   





  

     



   



   



















 



 









































                                      

                                       

















































 









 









      



  

  

 





 





 













 

            































 



 



 

 



    





  



 

   

   

 



 



 





         







  





























  





 





 



             



             





































       



  

           

 

  

             



  



    







              







 



 



  













 

 







 









 





 





   























 







 













              





     



     

    

      



   

       

 







   

  

   



 









 









 























  



   



  



 











 









   

 

                   

 





 













 





    

 

       







             















   

 

      





        

 



















 

  

 



 

 



             

   

 

 

   















   



 

   



 











  

 







   

    

   



 

 















                 

   

   

 

     



 

     



    

 

     



        

   

   

   

    

 

     



    

    



    

    

 

     

 

     

        

      

             

   

    

    





   



  















  



    



 

  

     

  

     

 

  

     

 

     

 

 



     

            

 

   

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

            

 





 









  



















  



  



     

 



















                       

             

 

 

 

    

  

 

 



          

 

 

 

  

 

 



     

  

     

  







       

        

 



 







 



 



    









   

 

 

      

  

 

  

 

   

  

      

  

   



 



   

 

  

 

 



  





 

       





  



  

 



 



       

       

 

       







                 

 

       



  

 

 

 



 









  

 

 

 





   



 



  

  



















       

 

       

          

 

       

   

 





   

  

 

 





   

  

 

 





       

 



 









   

     

  

      



     

















 

       

 

       

  

 

 

  





 

   

 

 

  

 

 



 

    

  

   





   

       

   









                 

 

       

 



             



  

 

 

 



 

 







  

 

 

 

 

 







   

   



























  

                   

                           

                         

































































                   

                       

 

         









































      

















                   

  

      















                            

  

       

            



 

 

   















 

  

   





   

 

  

  

  

   

     

 



   

     

 







  



  

 

               



   

 

















      

  





                  

      

   



      

   



    

 



  



   



 

    

  

       



   

  

         

 

                                                            















   

       

  



  

















    





 

 





  

 

  



 

 





 

   



 







 

 



 



 



























    

 

       



 

  

    

 

  

 



 



    



    

   

   



 

     



 

  



 





 















   

 





   

 

 



  

   

  

   

  



 

 

      

  

  

 





 





 



































    

 





   

  



   



  

 















  



 



    

 





 



 



 

 







  





























 



 

 









 





 











  

 









  



  



 









 





















   



  







 















   

 

 



 

 



 















       

   



  



   





  



   





  



   



 















 

  

      

 

   

 



   



        

          

 

 

     

         



 

   

  



 

   

  

    



    

     



    









 

    

  















     



  









    



  



 



  



 

    

 

 



    

 

 



    

   

                               

  

 















 

 



 



 



 



    

  

    

  



   

         



  



 



  



 



















   

 



 



 











     

   





 

   





 

   

                     

   

                     

   





   









   















 



 



    

 

 

     



     



        

                         



                         



             



 

           

 

 







            

       

          









      

                               



                





    

 

     

  



         

   

       

  

  







      



          















   

  

                    



                   



   

  

 

 





   

  

 

 



     

        

                 

   



 

















 

       



 

       



 



 



 

    



 

   

 

    





  