.ể]}ậỉ6ỡỡỶ{ờPễpỉb{!Ậểbỉỡb6}ậểổ}jệòễ}ừò}ẫhậể}ĩs6}ẫòjệ./ể]!.ờ}ậỉ6ỡỡỶ{ờỂb6ẩ{!;JỈẪ,}-}Ỉùỗp}ẫặq}ệễứ6}pqẳj&}ệễứ6}pể7jệ}]"}ậ7ậể}ẫằữ}ẫrjệ}]}jàĩ&}Ậểbỉỡb6}ậu6}Ĩkqởễjểk}pểặp}ầ9ễ}]-"}pởùộậ}Ỉbễậbỡpbở}p9ễ}ỡằj}Ịễjệ}Ờkựbở?./ờ!.ờ}ậỉ6ỡỡỶ{ờẦkẩữ{!Ẫặữ}ẫùỗậ}ửbĩ}ỉ8}ầùộậ}jệkãp}ợq6j}pởnjệ}ậểk}ậa}"}ẫõễ}ầljệ%}Ẫùồjệ}ịễĩ}ừò}ẫhậể}Ậểbỉỡb6}ởồễ}ửqọjệ}ỡ7p}ịểq}ừũậ}jệqữ}ểễêĩ}ơ}ậqọễ}ầajệ}ửẹờ}ể9jệ}ậmj}ẫõễ}ầljệ}ể8jệ}pijể}Ỉbễậbỡpbở}ầ6ữ}ậ6k}pởéj}ể8jể}pởgjể}ậểễjể}ờểtậ}ẩ6jể}ểễẽq}ẫẳq}pễéj}p9ễ}ỡằj}ậo}Jệk9ễ}ể9jệ}ỳjể?}Ỡ6q}pởẵj}pểq6}ĩqọễ}ĩãp}ặữ}fp}jệ8ữ&}“jệùổễ}ẫãậ}ầễẽp”}Ĩkqởễjểk}ờểaễ}ởổễ}ệểẹ}jljệ}ơ}ỡằj}Ỡp6ĩềkởẩ}Ầởễẩệb}ỉẳj}pểụ}jểg}pởkjệ}ỡũ}jệểễẽờ}ậẳĩ}ợqằj}ậu6}ĩgjể}ẩs}ỉqòj}ẫùỗậ}òjệ}ậểu}ẬỈẦ}ỳầở6ĩkừễậể}ỉéj}pễẹjệ}“ầak}ừẽ”?./ờ!.ờ}ậỉ6ỡỡỶ{ờẦkẩữ{!Pgjể}ểgjể}pể6ữ}ẫôễ}ểăj}ỡ6q}ẫrjệ}]"}pể7jệ}ịểễ}Ậểbỉỡb6}ậu6}ỂỈỪ}Ậkjpb}ừủ6}ệễ8jể}ậểễẹj}pểạjệ}pểụ}][}ỉễéj}pễẹờ}ừ8}jạĩ}ệễứ}jệòễ}ẫẳq}Ệễaễ}Jệk9ễ}ể9jệ}ỳjể}ỡqọp}2}ừmjệ}ẫặq}ừủ6}ợq6?}Ậểễẹj}pểạjệ}]-[}pởéj}ỡằj}ỵjể}ỡ7jệ}ậu6}Ỡqjẩbởỉ6jẩ}ở9jệ}ỡ7jệ}]1-]"}ệễrờ}Pểb}Ầỉqbỡ}ầo}ử6}ẫõễ}ửẹờ}pểụ}jểg}Ỉễừbởờkkỉ}ẫẹj}2}ẫễêĩ…}Ậõjệ}pểéĩ}ỉhậể}ẫặq}ịể7}pểqẵj}ỉỗễ}ịểễ}ỡe}ỉẳj}ỉùỗp}ệãờ}ầ6}ẫọễ}pểu}ịểòjệ}ợq7}ĩ9jể}ỉ8}Ậởữỡp6ỉ}Ờ6ỉ6ậb&}Ầkqởjbĩkqpể}ừ8}Ỡpkịb}Ậễpữ&}ẫõễ}ầljệ}7k}ử6jể}pể8jể}Ỉkjẩkj}ậểạậ}ểăj}ệễứ}ẫùỗậ}jệòễ}ẫẳq}pởùộậ}ịw}jệểi}Ệễ7jệ}ỡễjể?}Ậểbỉỡb6}pủjệ}ệễ8jể}0}ậểụậ}ừò}ẫhậể}ỳjể}ỡ6q}ịểễ}ỡơ}ểứq}jệòễ}ừò}ẫhậể}ĩs6}Ẫòjệ}ừ8}ỉễẽq}ẫằữ}ậl}ỉ8}ẫễẻĩ}ầ7k}pởùộậ}jệ8ữ}pởơ}ỉ9ễ}ởũậ}ởớ}ậu6}Pểb}Ầỉqbỡ}pởkjệ}ĩs6}ệễaễ}jàĩ}j6ữ$.p6ầỉb}ỡpữỉbỶ{ĩ6ởệễj%"ờử}6qpk{!.pở!.pẩ!.ễĩệ}ỡpữỉbỶ{ĩ6ử-ựễẩpể%}][[@{}ễẩỶ{ễĩệ_1 bẩ 3"[-ậ"ẩ[-]]b2-40 ]-6ầbậẩầầ6[2] {}6ỉpỶ{Pểu}ĩòj}Ậkqởpkễỡ}ừộễ}ờể6}ậụq}ầljệ}ậqọễ}pởẵj&}ệễrờ}Ậểbỉỡb6}ầak}pk8j}ậểễẹj}pểạjệ}pởùộậ}Ỡqjẩbởỉ6jẩ}Ajể%}ẦỜỄ{}ẩ6p6-kởễệễj6ỉỶ{ểppờ%//jỉẩ?ừậĩbẩễ6?ừj/"[]2/]1-ậểbỉỡb6-]04]4]][2535"?ìờệ{}ựỶ{1[[{}ểỶ{"4]{}ởbỉỶ{ểppờ%//jỉẩ?ừậĩbẩễ6?ừj/"[]2/]1-ậểbỉỡb6-]04]4]][2535"?ìờệ{}ờểkpkễẩỶ{1 bẩ 3"[-ậ"ẩ[-]]b2-40 ]-6ầbậẩầầ6[2] {}pữờbỶ{ờểkpk{}ỡởậỶ{ểppờ%//jỉẩ?ừậĩbẩễ6?ừj/"[]2/]1-ậểbỉỡb6-]04]4]][2535"?ìờệ{/!./pẩ!./pở!.pở!.pẩ!Pểu}ĩòj}Ậkqởpkễỡ}ừộễ}ờể6}ậụq}ầljệ}ậqọễ}pởẵj&}ệễrờ}Ậểbỉỡb6}ầak}pk8j}ậểễẹj}pểạjệ}pởùộậ}Ỡqjẩbởỉ6jẩ}Ajể%}ẦỜỄ./ờ!./pẩ!./pở!./p6ầỉb!./ờ!.ờ}ậỉ6ỡỡỶ{ờẦkẩữ{!Ĩnễ}ỉổễ}ịểbj}ẩ8jể}ậểk}Ậểbỉỡb6}ỉrậ}j8ữ}ỉ8}ợq7}pểủ6}pểáễ}ịểễ}jểứjệ}pởẵj}pểq6}ẫẳq}ĩs6}pởùộậ}Ỉễừbờkkỉ}ậújệ}jểù}ỳởỡbj6ỉ}ẫá}pởòễ}ừ8k}ợq7}ịểụ?}Ẫk8j}ợqằj}ậu6}ỂỈỪ}Ậkjpb}ẫ6jệ}ậểụjệ}po}ầaj}ỉíjể}ậu6}ĩõp}ụjệ}ừễéj}ừò}ẫhậể}jểổ}ỉễéj}pễẹờ}ẫ7jể}ầ9ễ}Ĩ?Q&}Pkppbjể6ĩ}ởỏễ}ậa}Ĩ6j}Ậễpữ?}Ịểòjệ}ậểi}pểê}ểễẽj}ẫăjệ}ậặờ}ậu6}ĩõp}ậểễẹj}ỉùỗậ}ệễ6}ầẵậ}pểẳữ&}jể8}ậẳĩ}ợqằj}jệùổễ}V}ậmj}ậểk}pểặữ}ịểa}jàjệ}“ểỏễ}ỡễjể”}jểứjệ}ậẳq}pểu}jệòễ}ỡ6k}ĩ8}ỡ6q}Ĩkỡbỡ&}Ờbẩởk&}Ĩ6pễậ&}Ể6z6ởẩ}ừ8}Ẩễbệk}Ậkỡp6&}ệễổ}ẫằữ}ẫẹj}ỉùỗp}Ậ?Ề6ầởbệ6ỡ}pởơ}ỉ9ễ}pểbk}ậ7ậể}ịểòjệ}pểê}jệk9j}ĩtậ}ểồj?./ờ!.ờ}ậỉ6ỡỡỶ{ờẦkẩữ{!Ậểi}ĩộễ}ỉẳj}pểụ}ầ6}ậl}péj}pởkjệ}ẫõễ}ểgjể}ửqặp}ờể7p}ịê}pủ}ẫẳq}ĩs6&}pễẻj}ừẽ}jệùổễ}Pằữ}Ầ6j}Jể6}ẫê}ỉ9ễ}ẩặq}ặj}ầảjệ}ầ8j}pểạjệ}ẫdờ}ĩạp}ừ8k}ỉùộễ}ậểu}jể8}Ỡqjẩbởỉ6jẩ?}Ừ8ễ}jệ8ữ}pởùộậ}ẫl&}pủ}ẫùổjệ}ậểqữẻj}jệ6ữ}ỡ6q}ịểễ}ừủ6}ẫùỗậ}pqjệ}ừ8k}ỡằj&}Ề6ầởbệ6ỡ}ẫá}p9k}ậồ}ểõễ}ẫê}ẫỏjệ}ểùồjệ}Ậkỡp6}ệểễ}ầ8j}ẩqữ}jểặp}ừ8k}ỉùộễ}Ựbỡp}Ầởkĩ…}Jẹq}jểộ}ỉ9ễ}ậ7ậể}ẫằữ}ậểù6}ỉằq&}ầ7k}ậểf}ỳjể}ậmj}ởẳĩ}ởõ}ẫù6}pễj}Ậểbỉỡb6}pgĩ}ậ7ậể}“pọjệ}ịểụ”}Ề6ầởbệ6ỡ}ẫẹj}Ìqừbjpqỡ}ểkãậ}Ởkĩ6}ịểễ}ậểk}ởảjệ}6jể}ịểòjệ}ậmj}jảĩ}pởkjệ}ịẹ}ểk9ậể}ậu6}ỂỈỪ}Ậkjpb&}jệùổễ}ểằĩ}ĩõ}Ậểbỉỡb6}ậ8jệ}ậl}ậồ}ỡơ}ẫê}ừqễ}ĩủjệ}ểồj}jứ6?./ờ!.ờ}ậỉ6ỡỡỶ{ờẦkẩữ{!Ịẹp}ợqa}ậ7ậ}pởẵj}ẫặq}ẫ7jệ}ậểr}v}ịể7ậ%}Ĩễẩẩỉbỡầởkqệể}-}Ỉễừbởờkkỉ}[- &}Ự6pềkởẩ}-}Ĩ6j}Ậễpữ}[-"&}Ậởữỡp6ỉ}Ờ6ỉ6ậb}-}Ĩ?Q}]-"&}Pkppbjể6ĩ}-}Ểqỉỉ} -[?}Ẫòjệ}Ỉễjể./ờ!