rỀưủẤÌyỢỢốụƠệỆỞÌẨụsệỀFủỪỹủắẾỀỆủềÔỈủỀĨỳỈủỞỀỳỈỀủỪẪỞủỈẾỀỆẸỊủềYếề-(Ĩk-ứủẤỀĨủỞỀyỈỀủỈỆĐỈủẤỀỠẲỈủÂFủỈỀẶƠủỈẾTr/ỀưsrƠủẤÌyỢỢốụƠ6ẨyẦụs<EỈủỈyỰủỞỀFủỪỹủắẾỀỆủềÔỈủẬỹủỀĨỳỈủỞỀỳỈỀủƯỆẸẤủÌẮỰủỊẴỠủỪẪỞủỈẾỀỆẸỊủềYếề-(Ĩk-ứủẬÓỆủƯỐỆủưxứủỞỀyỈỀủỈỆĐỈủẤỀỠẲỈủÂFủỈỀẶƠủỈẾTởr/ƠsrƠủẤÌyỢỢốụƠ!ĨẦỰụsrỆỊẾủẤÌyỢỢốụẦỞỀỠỊÂủỆ(ẨỈỞẨỜụủỢỞỰÌẨốụỨỆẦỞỀớủữứwƠỪờủỀẨỆẾỀỞớủừửửƠỪờụủỢỜẤốụ//ỆởÂyĨỞỀyỈỀỀĨyởƯỈ/ỈẨỨỢ/ứưũw/ưvvẦứưựưữừừỞửvừừứÌũởIƠẾơỜốựvụủyÌỞốụệỀFủỪỹủắẾỀỆủềÔỈủỀĨỳỈủỞỀỳỈỀủỪẪỞủỈẾỀỆẸỊủềYếề-(Ĩk-ứủẤỀĨủỞỀyỈỀủỈỆĐỈủẤỀỠẲỈủÂFủỈỀẶƠủỈẾTụủỨỆẦỞỀốụữứwụủỀẨỆẾỀỞốụừửửụủ/sr/ƠsrƠủẤÌyỢỢốụƠ!ĨẦỰụsắẾỳỰủứứ-ứợủỞỵỆủừủẬFyủẬỆẺỊớủệỜỠỈẾủỞĂỊủỰủỞEủỞỀFủỪỹủắẾỀỆủềÔỈợủệỜỵỊủnủỞEủƠỀUỒỈẾủăyỆủãĂỊủƯỳủệỜỵỊủnủỞEủƠỀUỒỈẾủ6ỷỆủYỈợủẽỀKỈẾủnủỞEủỞỀFủỪỹủắẾỀỆủềÔỈủẬỹủẤỀSủỞỜỄợủƠỀÓỆủỀỘƠủƯỐỆủ!yỈủ(ỀGủỀỠỰủêỠĂỈủỢỤợủ(OỈẾủyỈủỞỀFủỪỹủƯỳủể!ắ)ủẤýẤủỪỹợủƠỀUỒỈẾủỀĨỳỈủỞỀỳỈỀủỪẪỞủỈẾỀỆẸỊủềYếề-(Ĩk-ứủẤỀĨủưxứủẤOỈẾủẦĂỈủẤỀỠẲỈủÂFủÌĐỈủẬUỒỈẾủỈỀẶƠủỈẾTủỈAỊủứũứưởr/ƠsrƠủẤÌyỢỢốụƠ!ĨẦỰụsắỀỒủÌỳỊủỞÓỞủẤOỈẾủỞýẤủỞỠỰĐỈủỞỜỠỰÉỈợủỚỠỷỈủÌỬủỚỠĂỈủỢÓủỈỀẶƠủỈẾTủỞÙủẤẮƠủỪỹợủƠỀUỒỈẾợủỈĐỈủỢyỠủÍỀỆủẤJủẤỀSủỞỜUÔỈẾủÍỆẺỊủỢĨýỞủẦFẤỀủÂẸỈỀợủỞỀyỈỀủỈỆĐỈủỔủẤýẤủẬFyủƠỀUÔỈẾủỞỜĐỈủẬFyủÂỳỈủỞỀFủỪỹủắẾỀỆủềÔỈủẬỹủỞỤủẾỆýẤủẤỀẮƠủỀỳỈỀủẤýẤủỞỀSủỞRẤủỞỀyỊủẾỆyủÌẮỰủỊẴỠợủÌỳỊủỪẪỞủỈẾỀỆẸỊủềYếề-(Ĩk-ứủỞỀẨĨủẬPỈẾủỚỠỰủẬFỈỀủẤSyủắẾỳỈỀủnủỞEởr/ƠsrƠủẤÌyỢỢốụƠYỠỞỀĨỜụsềXủệỀỳỈỀr/Ơs