,ệ[{ầị5ởởỴ>ớỠểỡịẫ>.Ịằử{ữ{ìểéĩ{ẩẹ{ĩềệg{ỡợpử{ỡảĩề{ệpắĩ{ầệúốĩề{ẩỏầ{ịẳớ{ệ8ĩề{ấ5{ầệj{ầ6ầ{ầ6{ĩệắĩ,/ệ[.,ớ{ầị5ởởỴ>ớỆẫ5ậ>.Ấ5ĩ{Ỡệể{ẩp5{-{Ìệẫĩ{ỡệúỗĩề{ỡhĩệ{Ệ7{Ỡiĩệ{ịằử{ữ{ìểéĩ{Ĩệắĩ{ậắĩ{ẩẽ{ẩẹ{ĩềệg{Ầệt{ỡgầệ{ĩúồầ{ỡợpử{ỡảĩề{ệpắĩ{ầệúốĩề{ẩỏầ{ịẳớ{ệ8ĩề{ấ5{ầệj{"{ầ6{ĩệắĩ{ỡệ5ỉ{ềể5{ệj8ỡ{ẩỏĩề{ầ6ầệ{ỉ8ĩề{ỡợúồầ{ĩáỉ{[4"0&,/ớ.,ớ{ầị5ởởỴ>ớẤjậử>.Ỡệủầ{ệểẻĩ{Ịpẳỡ{Ỡệể{ẩp5*{ìệẫĩ{ỡệúỗĩề%{Ĩềệg{ẩgĩệ{ởò{4[/]}[2/ĨẨ-ẦỚ{ĩề7ử{"[/2/]}[2{ầt5{Ầệễĩệ{ớệt{ờpử{ẩgĩệ{ầệể{ỡểéỡ{ỡệể{ệ7ĩệ{ỉỏỡ{ởò{ẩểẹp{ầt5{Ịpẳỡ{Ỡệể{ẩp5*{ìệẫĩ{ỡệúỗĩề%{Ỡệóĩề{ỡú{ởò{[]/]}[4/ỠỠ-ẤĨỨ{ĩề7ử{ /[[/]}[4{ầt5{Ấỏ{Ĩỏể{ứs{Ờpử{ẩgĩệ{ầệể{ỡểéỡ{ỡệể{ệ7ĩệ{ỉỏỡ{ởò{ẩểẹp{ầt5{Ĩềệg{ẩgĩệ{ởò{4[/]}[2/ĨẨ-ẦỚ{ĩề7ử{"[/2/]}[2{ầt5{Ầệễĩệ{ớệt*{Ấ5ĩ{Ỡệể{ẩp5{-{Ìệẫĩ{ỡệúỗĩề{ỡhĩệ{:Ầố{ờp5ĩ{Ỡệúộĩề{ỡợủầ{Ệỏể{ẩọĩề{Ỡệể{ẩp5{-{Ìệẫĩ{ỡệúỗĩề{ỡhĩệ;{ịằử{ữ{ìểéĩ{Ĩệắĩ{ậắĩ{ứẹ{ứểẻầ{ẩẹ{ĩềệg{Ầệt{ỡgầệ{ĩúồầ{ỡợpử{ỡảĩề{ệpắĩ{ầệúốĩề{ẩỏầ{ịẳớ{ệ8ĩề{ấ5{ầệj{"{ầ6{ĩệắĩ&,/ớ.,ớ{ầị5ởởỴ>ớẤjậử>.Ầs{ỡệẽ{ềọỉ${,ởỡợjĩề.óĩề{Ĩềpửêĩ{Ỡệùầ,/ởỡợjĩề.*{ởểĩệ{ĩáỉ{[4}4*{ĩềpửeĩ{ờp6ĩ${ựa{Ỡệ6ể{Ửeĩ{:ĩ5ử{ị7{ựa{Ỡệ5ĩệ{Ấfĩệ{Ỡệgĩệ;%{,ởỡợjĩề.óĩề{Ĩềpửêĩ{Ựpắĩ{Ầệúốĩề,/ởỡợjĩề.*{ởểĩệ{ĩáỉ{[34"*{ờpe{ờp6ĩ${ựa{Ấrể{Ự6{:ĩ5ử{ị7{ựa{Ấrể{Ị5{Ĩệắĩ;%{,ởỡợjĩề.óĩề{Ỡợặĩ{Ứáĩ{Ỡợểeỉ,/ởỡợjĩề.*{ởểĩệ{ĩáỉ{[4[}*{ờpe{ờp6ĩ${ựa{Ấrể{Ự6{:ĩ5ử{ị7{ựa{Ấrể{Ị5{Ĩệắĩ;&,/ớ.,ớ{ầị5ởởỴ>ớẤjậử>.Ầ9{"{ầ6{ĩệắĩ{ầrĩề{ỗ{ệpửẻĩ{Ẩùầ{Ỡệm{ứ7{ẩẹp{ẩa{ẩúổầ{Ấ5ĩ{Ỡệúộĩề{ứs{Ỡhĩệ{tử{Ệ7{Ỡiĩệ{ầóĩề{ĩệẳĩ{ỡệ5ỉ{ềể5{ệj8ỡ{ẩỏĩề{ầ6ầệ{ỉ8ĩề{ỡợúồầ{ĩáỉ{[4"0&,/ớ.,ớ{ầị5ởởỴ>ớẤjậử>.Ĩệắĩ{ậắĩ{ỡệ5ỉ{ềể5{ữ{ìểéĩ{ấạĩề{ầ6ầệ{ềũể{ứáĩ{ấ9ĩ{:ầk{ầệư{ìữ*{ềệể{ợo{ệm{ỡeĩ*{ởò{ẩểẻĩ{ỡệj8ể*{ẩg5{ầệh{ịểeĩ{ệẻ;{ứ7{ềũể{ứẹ{Ấ5ĩ{Ỡệể{ẩp5{-{Ìệẫĩ{ỡệúỗĩề{ỡhĩệ{:ởò{31*{ẩúộĩề{Ớệ5ĩ{Ẩfĩệ{Ớệrĩề*{ỡệ7ĩệ{ớệò{Ệ7{Ỡiĩệ;&,/ớ.,ớ{ầị5ởởỴ>ớẤjậử>.Ở5p{[}{ĩề7ử{ẩáĩề{ỡ9ể*{ĩép{ìệóĩề{ầk{ữ{ìểéĩ{ớệ9ĩ{ệọể{ầt5{Ĩệắĩ{ậắĩ*{Ấ5ĩ{Ỡệể{ẩp5{-{Ìệẫĩ{ỡệúỗĩề{ỡhĩệ{ởđ{ỡểéĩ{ệ7ĩệ{ầ6ầ{ờpử{ỡợfĩệ*{ỡệt{ỡsầ{ỡệ5ỉ{ỉúp{PẤĨẬ{ỡhĩệ{ỡợfĩệ{ầ6ầ{ầằớ{ìệẫĩ{ỡệúỗĩề{ỡệẫj{ờpử{ẩgĩệ&,/ớ.,ớ{ầị5ởởỴ>ớẤjậử>.,ểỉề{ầị5ởởỴ>ậỡệpỉấ{ậệểậẫ{ểẦẫĩỡẫợ>{ởỡửịẫỴ>ừểậỡệ${1}}ớự%{ệẫểềệỡ${ }}ớự%>{ởợầỴ>//ểấệỡ&ậệầĩ&ứĩ/ĩẫừở/]" 0/[}1ậ1}3 4 [ỡ000]ị -ệp5ĩ-ầệpjĩề-ậjầ-ị5ớ&íớề>{5ịỡỴ>Ịằử{ữ{ìểéĩ{ẩẹ{ĩềệg{ỡợpử{ỡảĩề{ệpắĩ{ầệúốĩề{ẩỏầ{ịẳớ{ệ8ĩề{ấ5{ầệj{ầ6ầ{ầ6{ĩệắĩ>{ừểậỡệỴ>1}}>{ệẫểềệỡỴ> }}>{/.,/ớ.,ậểứ{ầị5ởởỴ>ậợẫị5ỡẫậ>.,ởỡợjĩề.Ỡểĩ{ịểeĩ{ờp5ĩ$,/ởỡợjĩề.,pị{ầị5ởởỴ>ỡểỡịẫ-ỡệpỉấ-5ĩậ-ở5ớj>.,ịể.,5{ỡểỡịẫỴ>Ịằử{ữ{ìểéĩ{ẩẹ{ĩềệg{ỡợpử{ỡảĩề{Ệpắĩ{ầệúốĩề{Ẩỏầ{ịẳớ{ệ8ĩề{Ấ5{ầệj{[ {ầ6{ĩệắĩ>{ệợẫếỴ>/ầệểĩệ-ờpửẫĩ/ị5ử-ử-ìểẫĩ-ậẫ-ĩềệể-ỡợpử-ỡ5ĩề-ệp5ĩ-ầệpjĩề-ậjầ-ị5ớ-ệ5ĩề-ấ5-ầệj-[ -ầ5-ĩệ5ĩ/]00]1 &ệỡỉ>.,ểỉề{ởợầỴ>/ỉẫậể5/[]}/ĩẫừở/]" }/[}1ậ }3]0 1ỡ[[]"]ị}&íớề>{5ịỡỴ>Ịằử{ữ{ìểéĩ{ẩẹ{ĩềệg{ỡợpử{ỡảĩề{ệpắĩ{ầệúốĩề{ẩỏầ{ịẳớ{ệ8ĩề{ấ5{ầệj{ầ6ầ{ầ6{ĩệắĩ>{/.,/5.,ậểứ.,ởỡợjĩề.,5{ỡểỡịẫỴ>Ịằử{ữ{ìểéĩ{ẩẹ{ĩềệg{ỡợpử{ỡảĩề{Ệpắĩ{ầệúốĩề{Ẩỏầ{ịẳớ{ệ8ĩề{Ấ5{ầệj{[ {ầ6{ĩệắĩ>{ệợẫếỴ>/ầệểĩệ-ờpửẫĩ/ị5ử-ử-ìểẫĩ-ậẫ-ĩềệể-ỡợpử-ỡ5ĩề-ệp5ĩ-ầệpjĩề-ậjầ-ị5ớ-ệ5ĩề-ấ5-ầệj-[ -ầ5-ĩệ5ĩ/]00]1 &ệỡỉ>.Ịằử{ữ{ìểéĩ{ẩẹ{ĩềệg{ỡợpử{ỡảĩề{Ệpắĩ{ầệúốĩề{Ẩỏầ{ịẳớ{ệ8ĩề{Ấ5{ầệj{[ {ầ6{ĩệắĩ,/5.,/ởỡợjĩề.,ớ{ầị5ởởỴ>ệẫ5ậ>.Ấ5ĩ{Ỡệể{ẩp5{-{Ìệẫĩ{ỡệúỗĩề{ỡhĩệ{Ệ7{Ỡiĩệ{ịằử{ữ{ìểéĩ{Ĩệắĩ{ậắĩ{ẩẽ{ẩẹ{ĩềệg{ỡợpử{ỡảĩề{Ệpắĩ{ầệúốĩề{Ẩỏầ{ịẳớ{ệ8ĩề{Ấ5{ầệj{[ {ầ6{ĩệắĩ{ỡệ5ỉ{ềể5{ệj8ỡ{ẩỏĩề{ầ6ầệ{ỉ8ĩề{ỡụ{ĩáỉ{[4"0{ứẹ{ỡợúồầ&,/ớ.,/ậểứ.,/ịể.,ịể.,5{ỡểỡịẫỴ>Ịằử{ữ{ìểéĩ{Ĩệắĩ{ậắĩ{Ệ7{Ỡiĩệ{ỡợpử{ỡảĩề{Ệpắĩ{ầệúốĩề{Ẩỏầ{ịẳớ{ệ8ĩề{Ấ5{ầệj{[]{ầ6{ĩệắĩ>{ệợẫếỴ>/ầệểĩệ-ờpửẫĩ/ị5ử-ử-ìểẫĩ-ĩệ5ĩ-ậ5ĩ-ệ5-ỡểĩệ-ỡợpử-ỡ5ĩề-ệp5ĩ-ầệpjĩề-ậjầ-ị5ớ-ệ5ĩề-ấ5-ầệj-[]-ầ5-ĩệ5ĩ/]]}40}&ệỡỉ>.,ểỉề{ởợầỴ>/ỉẫậể5/[]}/ĩẫừở/][ [/[}1ậ0]]}0][ỡ0[3 ị[-[}1ậ][1}0[ ỡ4]2]3ị}&íớề>{5ịỡỴ>Ịằử{ữ{ìểéĩ{ẩẹ{ĩềệg{ỡợpử{ỡảĩề{ệpắĩ{ầệúốĩề{ẩỏầ{ịẳớ{ệ8ĩề{ấ5{ầệj{ầ6ầ{ầ6{ĩệắĩ>{/.,/5.,ậểứ.,ởỡợjĩề.,5{ỡểỡịẫỴ>Ịằử{ữ{ìểéĩ{Ĩệắĩ{ậắĩ{Ệ7{Ỡiĩệ{ỡợpử{ỡảĩề{Ệpắĩ{ầệúốĩề{Ẩỏầ{ịẳớ{ệ8ĩề{Ấ5{ầệj{[]{ầ6{ĩệắĩ>{ệợẫếỴ>/ầệểĩệ-ờpửẫĩ/ị5ử-ử-ìểẫĩ-ĩệ5ĩ-ậ5ĩ-ệ5-ỡểĩệ-ỡợpử-ỡ5ĩề-ệp5ĩ-ầệpjĩề-ậjầ-ị5ớ-ệ5ĩề-ấ5-ầệj-[]-ầ5-ĩệ5ĩ/]]}40}&ệỡỉ>.Ịằử{ữ{ìểéĩ{Ĩệắĩ{ậắĩ{Ệ7{Ỡiĩệ{ỡợpử{ỡảĩề{Ệpắĩ{ầệúốĩề{Ẩỏầ{ịẳớ{ệ8ĩề{Ấ5{ầệj{[]{ầ6{ĩệắĩ,/5.,/ởỡợjĩề.,ớ{ầị5ởởỴ>ệẫ5ậ>.Ẩắử{ị7{ĩệưĩề{ĩềúộể{ệj8ỡ{ẩỏĩề{ầ6ầệ{ỉ8ĩề{ỡợúồầ{ĩáỉ{[4 0{ẩa{ẩúổầ{Ấ5ĩ{Ỡệúộĩề{ứs{Ỡhĩệ{tử{Ệ7{Ỡiĩệ{ờpửéỡ{ẩgĩệ{ầóĩề{ĩệẳĩ&,/ớ.,/ậểứ.,/ịể.,/pị.,ậểứ{ầị5ởởỴ>ầịợ>.,/ậểứ.,/ậểứ.,ớ{ầị5ởởỴ>ớýpỡệjợ>.Ớ&Ứ,/ớ.