rỀưủẤÌyỢỢốụƠệỆỞÌẨụskỆẸỞủắyỊủỞỀỠyủ(6)(ắ)ủệỜỆÉỠủệỆĐỈủũủ-ủưr/ỀưsrƠủẤÌyỢỢốụƠ6ẨyẦụspề55ẽằqở-ủ(ỀỆÉỠủự-ừủpẾỆỒủkỆẸỞủắyỊqợủỔủÌUỘỞủỞỜẶỈủỞỀÚủừủẤSyủkKỈẾủÌĨỵỆủỞỀÚủừủỊOỈủÂJỈẾủẬýủỈŨủằÌỰỊƠỆẤủếỆĨủứũưữủpÍỀỠủƯỤẤủẤỀĂỠủÝqủẦỆẼỈủỜyủỞỜĐỈủỢĂỈủắyẾyỆủpằỢyÍyợủắỀẶỞủ!ỷỈqợủẦQủỞỀỆủẬẮỠủÍỀýủÍỆĐỈủẤUỒỈẾủỈỀUỈẾủỞỠỰẺỈủỈŨủkỆẸỞủắyỊủẬỳỈỀủẤỀẮƠủỈỀẶỈủỞỀẮỞủÂỵỆủũủ-ủưủỞỜUỐẤủỞỠỰẺỈủỈŨủ(6)(ắ)ủệỜỆÉỠủệỆĐỈởr/ƠsrƠủẤÌyỢỢốụƠ!ĨẦỰụsệỜUỐẤủẬÓỆủỞỀSủẬUỘẤủẬýỈỀủẾỆýủẤyĨủỀÔỈủỀẢỈợủẦQủẤýẤủỀLẤủỞỜKủẤSyủ6ãkủăyỆủ<ÚẤủ(ỀỠỈẾủẬỹủỞỀỆủẬẮỠủỀEỞủỊỄỈỀợủẤỀÓỈẾủỞỜỷủỞỀỳỈỀủẤOỈẾủỢÚẤủẪƠủẤSyủẬÓỆủỞỀSợủỈỀUỈẾủẬPỈẾủƯỳĨủƠỀPỞủxũợủỞỆÉỈủẬỵĨủƯỳĨủỢĂỈủỞÙủẾỀEủẦỤủÂFủạỠủ6ỰĨủềỆỊủẦÚỞủẬỆẺỊủỀỵủỞỀSủỊOỈủảỆÉỠủệỜỆỈỀởủ!ỳỈủỞỀÁỈẾủẤỠÓỆủẾỆỒủỈỳỰủẬỹủỊyỈẾủÌỵỆủừủẬỆẺỊủẤỀĨủ(6)(ắ)ủệỜỆÉỠủệỆĐỈởrỞyÂÌẨủỢỞỰÌẨốụỊyỜẾỆỈớứƠỪủyỠỞĨụsrỞỜsrỞẦsrỆỊẾủÂĨỜẦẨỜốụũụủỈyỊẨốụỆỊyẾẨẽỀĨỞĨụủyÌỞốụụủỨỆẦỞỀốụửựũụủỢỜẤốụỀỞỞƠớ//ỨỨỨởỢẾẾƠởĨỜẾởƯỈ/ẦyỞyỆỊyẾẨỢ/ĨỜỆẾỆỈyÌ/ứũưữ/ũừ/ỆỊyẾẨỢữưữxưv_ƯỆẨỞỈyỊởIƠẾụ/sr/ỞẦsr/ỞỜsrỞỜsrỞẦsệỆÉỈủẬỵĨủ(6)(ắ)ủệỜỆÉỠủệỆĐỈủpýĨủỞỜÁỈẾqủỞỠỈẾủẤPủỢPỞủỞỜUỐẤủỀỳỈẾủƠỀKỈẾủỈẾỤủkỆẸỞủắyỊởủỶỈỀớủY4(r/Ơsr/ỞẦsr/ỞỜsr/ỞyÂÌẨsổủắẾyỰủỢyỠủẬJợủẤTỈẾủỞỵỆủỢĂỈủắyẾyỆợủẬỌỆủỞỠỰẺỈủYỠỢỞỜyÌỆyủỞỆEƠủỞRẤủÍỀẢỈẾủẬFỈỀủỢÚẤủỊỵỈỀủÂÀỈẾủẤỀỆEỈủỞỀÁỈẾủứủ-ủũủỞỜUỐẤủẬỌỆủỞỠỰẺỈủ6ỳỈủêỠÓẤởr/ƠsrƠủẤÌyỢỢốụƠ!ĨẦỰụsẹủỞỜẶỈủẤKỈủÌỵỆủẦỆẼỈủỜyủỞỜĐỈủỢĂỈủảỆỈẤỀĨủpằỢyÍyqợủẬỌỆủỞỠỰẺỈủẤỀSủỈỀỳủắỀẶỞủ!ỷỈủỞỀỠyủưủ-ủứủỞỜUỐẤủẬỌỆủỞỠỰẺỈủệỜỠỈẾủêỠÓẤởr/ƠsrƠủẤÌyỢỢốụƠ!ĨẦỰụsổủềyỠủÌUỘỞủẬẮỠủỈỳỰợủYỠỢỞỜyÌỆyủpxủẬỆẺỊqủẦẴỈủẬẰỠủÂỷỈẾủƯỳủẤỀỂỈỀủỞỀÚẤủẾỆỳỈỀủỚỠỰÉỈủẦỤủằÌỰỊƠỆẤủứũưữởủệỜỠỈẾủêỠÓẤủpvủẬỆẺỊqủỪEƠủỞỀÚủứợủ(6)(ắ)ủệỜỆÉỠủệỆĐỈủpửủẬỆẺỊqủỞỵỊủỪEƠủỞỀÚủừợủ6ỳỈủêỠÓẤủpứủẬỆẺỊqủỪEƠủỞỀÚủựợủắỀẶỞủ!ỷỈủpưủẬỆẺỊqủẬÚỈẾủỞỀÚủửởủệỠỰẺỈủkỆẸỞủắyỊủỢyỠủừủỞỜẶỈủỞĨỳỈủỞỀỠyợủỪEƠủẤỠÓỆủÂỷỈẾợủẬẺủỞỀSỈẾủÌUỐỆủưứủÂỳỈủƯỳủẤỀUyủẾỀỆủẬUỘẤủÂỳỈủỞỀÁỈẾủỈỳĨởr/ƠsrƠủẤÌyỢỢốụƠ!ĨẦỰụsổủẹủÌUỘỞủẬẮỠủỞỀÚủựủpỈẾỳỰủv-ừqợủkỆẸỞủắyỊủỞỆEƠủỞRẤủẾẠƠủÍỀJủÍỀAỈủÍỀỆủƠỀỷỆủẬÓỆủẬẰỠủƯỐỆủẤỀSủỈỀỳủắỀẶỞủ!ỷỈởủ(6)(ắ)ủệỜỆÉỠủệỆĐỈủẾẠƠủYỠỢỞỜyÌỆyủƯỳủệỜỠỈẾủêỠÓẤủẾẠƠủ6ỳỈủêỠÓẤởủệỜỠỈẾủkỆẸỞr/Ơs