ữKỹỵÊÕẰƯƯsỳỤlLỨÕỆỳvếỐJỵẵƯÔẰLÕỵkẰẼŨLỵớẰẰỎỒẼỵỨŨÚỵỨKẲỐKỵỨDỐỵlKVỵỨXSỐJỵdẰÕẰ=ƯLẰữ/KỹvữỤỵÊÕẰƯƯsỳỤẳỆẰẾỳv4KLÍỪỵAỷ/ĂỵựỨKỆỒỵJLTỵổLÌỨỵđẰÔửưỵẳỒẲỐJỵÊỪỐJỵdẰÕẰ=ƯLẰỵỨKỜỐJỵẼẶỒỵỀẤỵÊKÓỵỀOỐKỵỜỐJỵẵƯÔẰLÕỵkẰẼŨLỵớẰẰỎỒẼưỵỉKỘỵÊKVỵỨOÊKỵỀÂỐJỵlPỵÊKYÊỵ5DỐỵỨỠÊỵdẤỵcẰLỵỨKỢỐJỵỐKĐỨỵựmdđeửưỵÕẲÔỵỨKVỵỨXSỐJỵÔSLỵÊVẰỵỐXSÊỵỐẲ=ứữ/ỤvữỤỵÊÕẰƯƯsỳỤ4ẰỤỨLỒỐỳvữLÔJỵÊÕẰƯƯsỳÊÔƯ-ỤKỒỨỒỳỵƯỨ=ÕỆsỳẾLƯỤÕẰ=ủỵẼÕỒÊỎũỵÔẰŨJLỐ-ÕỆĨỨủỵẰỪỨỒũỵÔẰŨJLỐ-ŨLJKỨủỵẰỪỨỒũỳỵỨLỨÕỆsỳếỐJỵẵƯÔẰLÕỵkẰẼŨLỵớẰẰỎỒẼỵỨŨÚỵỨKẲỐKỵỨDỐỵlKVỵỨXSỐJỵdẰÕẰ=ƯLẰỵKNỐKỵÂỐKỵỹỳỵƯŨÊsỳ//LứẼẰỒỨKẰỐKKỒẰứỸỐ/ỐỆ@Ư/AỹÁÁ/AÀẠẾẠAỷÁÁẠAỨẮÃAẮÕỹứỌỤJỳỵẰÕỨsỳếỐJỵẵƯÔẰLÕỵkẰẼŨLỵớẰẰỎỒẼỵỨŨÚỵỨKẲỐKỵỨDỐỵlKVỵỨXSỐJỵdẰÕẰ=ƯLẰỳỵẾẰỨẰ-ỤKỒỨỒ-ỒŨLJLỐẰÕ-ƯŨÊsỳKỨỨỤƯủ//ÊẾỐLÔJứỸLỆỨỐẰÔỤÕỪƯứỸỐ/ỨẢAỷ/ỪỤÕỒẰẾỆẾ/#ỤÊ@ỸỒỸỨ/AỷAỹ_ỷĂ_Aỷ/ÔẰÕẰ=ƯLẰứỌỤJỳỵ/vếỐJỵẵƯÔẰLÕỵkẰẼŨLỵớẰẰỎỒẼứỵựđJỪỞỐủỵ:ỉửữ/ỤvữỤỵÊÕẰƯƯsỳỤ3ỒẾ=ỳvĩỪ=IỨỵỀOỐKỵỨŨHỐỵỀXUÊỵỀXẰỵŨẰỵƯẰỪỵỎKLỵĩỪỢÊỵỸXRỐJỵdẰÕẰ=ƯLẰỵ:Õ-kỪÕỨẰỐỵ:ẼẾỪÕÕẰKỵÊỘỵÊỪỠÊỵKỖỤỵỸSLỵẳỠLỵỀỞỐJỵỦỪDỐỵÊKVỵỸẲỒỵÊỬỐJỵỐJẲ=ứữ/ỤvữỤỵÊÕẰƯƯsỳỤ3ỒẾ=ỳvổLÌÊỵỜỐJỵkẰẼŨLỵớẰẰỎỒẼỵỨŨÚỵỨKẲỐKỵlKVỵỨXSỐJỵỨKYỵẮỵÊVẰỵdẰÕẰ=ƯLẰỵỎKỜỐJỵJD=ỵẼĐỨỵỐJTỵẼÚLỵỜỐJỵỐẲ=ỵỐKÉỐỵỀXUÊỵƯỲỵVỐJỵKỠỵÊVẰỵỹỹÀỵỐJKOỵƯ?ỵỨŨỒỐJỵƯỢỵAAỷỵỐJKOỵƯ?ỵỨẴLỵẳẴỵỸLÌỐứữ/ỤvữỤỵÊÕẰƯƯsỳỤ3ỒẾ=ỳvlPỐJỵlKXỵỎ$ỵmdđeỵ:KÔẰẾỵdẰƯÕẰỐỵÊKỒỵẼLIỨỵỜỐJỵẵƯÔẰLÕỵỀVỵỀLÍỪỵỎLÌỐỵỨŨÚỵỨKẲỐKỵỨKVỵỨXSỐJỵÊVẰỵdẰÕẰ=ƯLẰưỵẾỲẰỵỨŨHỐỵỎLỐKỵỐJKLÌÔỵỀLÍỪỵKẲỐKỵỀĐỨỵỐXSÊỵỨŨỒỐJỵỨKTLỵỎ%ỵỎKỘỵỎKẦỐứữ/ỤvữỤỵÊÕẰƯƯsỳỤ3ỒẾ=ỳvếỐJỵẵƯÔẰLÕỵJLỶỵÊKYÊỵ3ỠỵỨŨXÚỐJỵĩỪỢÊỵỤKỔỐJỵỨÝỵỨKẶỐJỵÁ/AỷAỷỵỨŨXSÊỵỎKLỵỀXUÊỵẼPỵỐKLÌÔỵÕẲÔỵỉKỘỵỨKVỵỨXSỐJỵỸẲỒỵỨKẶỐJỵÃ/AỷAỹứữ/ỤvữỤỵÊÕẰƯƯsỳỤ3ỒẾ=ỳvẳẴỵỸLÌỐỵdẰÕẰ=ƯLẰỵÊỘỵAAAỵJKIưỵỐKXỐJỵKLÌỐỵÊỔỐỵAAỷỵJKIỵẾỒỵÊKXẰỵỨLIỐỵKẲỐKỵẼEỪỵẼPỵƯỪỐJỵÊẶÊỵỐJKOỵƯÒỵỨKẰ=ỵỨKIỵAỵỐJKOỵƯ?ỵỦỪẰỵỀTLỵỐẦÔỵAỷAỷứữ/ỤvữỤỵÊÕẰƯƯsỳỤ3ỒẾ=ỳvlKỆỒỵẳLIỐỵỤKẶỤỵÕLHỐỵẼẰỐJưỵỀỊỵỨŨÚỵỨKẲỐKỵỨKVỵỨXSỐJưỵỜỐJỵẵƯÔẰLÕỵÊEỐỵÊỘỵƯỲỵVỐJỵKỠỵÊVẰỵỨỢLỵỨKLỊỪỵỹỹỹỵKẴỵỐJKOỵƯ?ứữ/ỤvữỤỵÊÕẰƯƯsỳỤ3ỒẾ=ỳv4ẦỐỵÊYỵƯỢỵỐJKOỵƯ?ỵỀXUÊỵỨŨLÌỪỵỎLIỐỵÊWỐJỵỐKXỵƯẰỪỵỎKLỵ#ẶÊỵỨKỲÊỵỸÍỵƯỢỵỐJKOỵƯ?ỵVỐJỵKỠỵỜỐJỵẵƯÔẰLÕưỵĩỪỢÊỵỸXRỐJỵ:Õ-kỪÕỨẰỐỵ:ẼẾỪÕÕẰKỵƯGỵÊỘỵÊRỵƯÚỵỀỊỵẼPỵỐKLÌÔỵỜỐJỵẵƯÔẰLÕỵÕẲÔỵỨKVỵỨXSỐJỵÔSLỵÊVẰỵdẰÕẰ=ƯLẰứữ/ỤvữỤỵÊÕẰƯƯsỳỤ3ỒẾ=ỳvlŨXSÊỵỀỘưỵỐJẲ=ỵỹẢ/ĂưỵlKVỵỨXSỐJỵdỪK=LẾẾLỐỵớẰƯƯLỐỵỀẤỵỨÝỵÊKYÊỵỸẲỒỵKỜÔỵỹẢ/ĂỵƯẰỪỵỎKLỵỀỊỵÔĐỨỵỀẰỵƯỢỵVỐJỵKỠỵỨẴLỵẳẴỵỸLÌỐứữ/ỤvữỤỵÊÕẰƯƯsỳỤ:ỪỨKỒŨỳvlKỆỒỵlẳơữ/Ụv