kÃõọửẦờÌÌệòHăĂỊẦwòlỬã%ăọăÃờẨÃọ*BờọựsỊọẢĂỎọÕKọÕưẨọửÃỈỒÁẨọẬờọỊĨỒọẦỆẨọẨÃủỊọỊÓọỊÍNỆửọvỷẨọẨờỒk/ÃõlkHọửẦờÌÌệòH*wờữòlỬÃĂỹỈọẨẢởỒọơ/õìọàÃCẨẢọỬã%ăìọỬÉẨẢọờẨọăÃờẨÃọ*BờọửÃẪọựĂỷỊìọẦÒửọẦNỄẨẢọỬã%ăọvqọHÃợỊọÃĂAẨìọựsỊọẢĂỎọẬẼỊọÕKọÕưẨọửÃỈỒÁẨọẤÃẸĂọẦNỄẨẢọẦỆẨọẬờọỊĨỒịk/HlkHọửẦờÌÌệòHỰẪữỒòlkĂẬẢọÌÍửệò//ĂÕịựờẪỊÃờẨÃÃẪờịÕẨ/ẨwÔÌ/õớỏõ/ồơữôôõộộỏỏỊơỏổỗỏổộẦõịÔwựHòọ/lỬợửọvẸĂọỊNỄẨẢọỰJĂọ(ÃsửọăÃỀọÕởọ>ẢỈỒÀẨọVẰẨÃọăÃDọĩpẨÃọỬÉẨẢọờẨọửỈẨẢọửủHjk/HlkHọửẦờÌÌệòHỰẪữỒòlăÃwẪọvBìọỊÃÉẨẢọIỈờọửÉẨẢọỊợửọẨẢÃĂAHọÕKọửỀọựpẨìọÃẺĂọõồÃỏộọẨẢởỒọổ/õìọỊỡĂọ(Ậọốơỏ+ơỏỏọỊÃỈẼửọvẶờọHÃưẨọỐqọăÍNỂẨẢọ)ụẬìọăẴẨÃọ%ĂờìọăÃờẨÃọ*ẪợìọăÊọỊỈũẨọỊÍờọẤĂÁẬọÌẪợỊọẢĂờẪọỊÃÉẨẢọăÍỡẬọỬã%ăọạỈpẨẢọđNỀẨẢìọàÃCẨẢọỬã%ăọăÃờẨÃọ*BờọvqọỊĂỷẨọÃởẨÃọẤĂÁẬọỊÍờọỐwọÉọỊÉọỰ(ãọốỏàọ-ọốơơộịk/HlkHọửẦờÌÌệòHỰẪữỒòlạỈờọẤĂÁẬọỊÍờìọHÃợỊọÃĂAẨọỊÍỵẨọỐwọửBọẤÃẪpẨẢọõỗịõốốọÕĂỵẨọẨxẨọẬởỈọÃẺẨẢọĩẬờọỊĨỒọỊÊẨẢọÃỄHjọÕởọôọẤẢọửÃủỊọữỡẨẢọỊĂẨÃọỊÃÁọẬởỈọỊÍsẨẢọĩẬờọỊỈỘọvợjịk/HlkHọửẦờÌÌệòHỰẪữỒòlkĂẬẢọÌÍửệò//ĂÕịựờẪỊÃờẨÃÃẪờịÕẨ/ẨwÔÌ/õớỏõ/ồơữôôõộộỏỏỊơỏổỗỏổộẦôịÔwựHòọ/lãẸọẬờọỊĨỒọvợọỊÍẪẨẢọÕKọÕĂAửịọĩpẨÃọỬÉẨẢọờẨọửỈẨẢọửủHjk/HlkHọửẦờÌÌệòHỰẪữỒòlỬÃĂỷửọỐwọẨởỒọữẪọỰJĂọ(ÃsửọăÃỀìọÌĂẨÃọẨrẬọõớơỏìọFọỊÃÉẨọ*Ẻọ>ờẬìọỐqọăụẨọỮụẨìọÃỈỒAẨọăẴẨÃọ%ĂờọĩăÃờẨÃọ*ẪợjọvĂỹỈọẤÃĂÁẨịọăÍỵẨọỐwọửÃFọỊÃwẪọ>ẢỈỒÀẨọVẰẨÃọăÃDìọÌĂẨÃọẨrẬọõớớổìọFọỊÃÉẨọăỡọăủẨìọỐqọ(ỔọăụẨìọÃỈỒAẨọ(ỔọỜẨÃọĩ*ởọăẴẨÃjịk/HlkHọửẦờÌÌệòHỰẪữỒòlkĂẬẢọÌÍửệò//ĂÕịựờẪỊÃờẨÃÃẪờịÕẨ/ẨwÔÌ/õớỏõ/ồơữôôõộộỏỏỊơỏổỗỏổộẦốịÔwựHòọ/l<ờọỊĨỒọỊÊẨẢọÃỄHọvNỄửọHÃợỊọÃĂAẨọỊÍỵẨọỐwịọĩpẨÃọỬÉẨẢọờẨọửỈẨẢọửủHjk/HlkHọửẦờÌÌệòHỰẪữỒòlăÊọửÉẨẢọỊợửọvqọỊĂỷẨọÃởẨÃọựsỊọẢĂỎọẨẢNỂĂìọỊờẨẢọÕưỊọÕởọẦưHọựĂỵẨọựpẨọHÃỡẬọỊẼĂọIỈpọỊờẨẢịọVẺẨẢọỊÃỂĂọÃẪởẨọỊủỊọÃẺọÌỀọửÃỈỒÁẨọẨẢNỂĂìọHÃNỀẨẢọỊĂAẨọÕởọỊờẨẢọÕưỊọửÃẪọửỀọIỈờẨọửÃOửọẨrẨẢọỐỌọẦỘọỊÃwẪọIỈỒọvẶẨÃịk/HlkHọửẦờÌÌệòHỰẪữỒòlVNỄửọựĂỷỊìọvụỒọẦởọÕKọÕưẨọửÃỈỒÁẨọỊÍợĂọHÃxHọửÃủỊọẬờọỊĨỒọẦỆẨọẨÃủỊọỊÓọỊÍNỆửọvỷẨọẨờỒìọÕởọẦởọÕKọỊÃOọôọửLờọẨrẬọôỏõớọẬởọăÍỡẬọỬã%ăọạỈpẨẢọđNỀẨẢọHÃợỊọÃĂAẨìọựsỊọẢĂỎịọăÍNỆửọvBìọẨẢởỒọồ/õìọvỀẨọÕẶọẨởỒọvqọHÃợỊọÃĂAẨìọựsỊọẢĂỎọôọvẸĂọỊNỄẨẢọÕưẨọửÃỈỒÁẨọốỗỏẢờẬọÃwÍẪĂẨọÕởọồọÕĂỵẨọÃẺẨẢọHÃĂỷẨịk/HlkHọửẦờÌÌệòHỜỈỊÃẪÍòlVịăk/Hl