Comprehension 1

c

c


  c
9
ccc c c cc c

cc c  cc c  ccc c c  cc
c c c c c c cc ccc c    c c  c c c  cc c c cc  c c c c c c  cc c c cc c c  ccc  c c c

c ccc c c c c c  c  c  

cc  c c c c  c c   c  c  c !"#c  c c  c c c c $c c cc cc c c c  ccc c  c cc c c c  c c c c c c c c c cc c c c%  cc c c cc  c c ccc c c c c c c c "cc c& c  c c ccc c ccc  c cc$c c  c c ccc  cc cc c c cccc ' c cc  cc   c c& c  c c c  c c c$c cc  c ( 
 cc c    c c  ccc cc c c$c  cc c c c! c )  c c  c  " c  c c c  cc c * c c c c +cº
          c c c,c cc  cc  cc c ccc ccc  c  c ccc c  cc - cc cc c .c c  c- cc cc c  .c $c c c  c  ccc c c c c  cc c c c          +c  c cc  c cc c/×
 × c c ccc cc

 c c c c c    c %  c c c  c  c  c c c  c c c c $c  cc cc  c c c* c c  c  c  cc cc  c c c  c c c$cc cc c c cc c c c 0
c  c  c c  c  c c  c  c 1c  c  c c  c  c c c  cc c ccc  c  c# c cc c c$ccc  c  c cc  

c c 

c c c $c c c  c c c c  c c c c c c  c   c'c c  ccc  ccc  cc c c c  c cc2 3456&c c  c  cc c

cc +c -©           !  "   ! # c c c  c c  c  c c  c7’   c [  $   "     !   %

#  #      

 #   "        & [      !          #   !    '        !  "     ( )           *   %     " #         *   %  &

c

[)     "   

  #  "     '            "   ( ) "  !  "       %  '     "!  !             + ( ,     !  " " #  -

%       %   "   "  "     ( 'ccc

c cc ccc c

cc ccc c8 c c c   c $c c c   c  c c  c c c c  c  c c  c c  c c c,c9 × c ccc c cc   c c c cc c c c$c  c  c cc c c c c  c c   cccc   c c  c  cc c   c  ccc:
×

c cc  c 'c c   c c #  c c c c c  c c  c  c c c c   c    cc c c c  c;c   c c =  ccc  c c cc >c =  c c cc cc ccc c c >c =  cccc cc    c  c cc>c =  cc cc  c ccc c>c= >c <c cc cc cc  cc   
cc   ’
       ××   
 ×
’