rỀưủẤÌyỢỢốụƠệỆỞÌẨụsắJỈẾủỞỜẶỈủềỆĐỠủẤPƠr/ỀưsrƠủẤÌyỢỢốụƠ6ẨyẦụspệắằqủ-ủưữủẾỆỒủẤỀỆÉỠủỈyỰợủỞỜĐỈủỢĂỈủ(ỀỆủãAỈẾủp<ỳủắÃỈẾqủẦỆẼỈủỜyủỞỜẶỈủềỆĐỠủẤPƠủ!ýĨủệỆÉỈủẽỀĨỈẾủẾỆŨyủ<ảk<ủỚỠÓẤủẾỆyủề6!ủ<ỳủắÃỈẾủƯỳủẬUÔỈẾủÍỆỊủẾỆŨủ(PƠủê5ủmỆủỊAỈẾủmỠĂỈủệỀỳỈỀủềỳỆủ5KỈủpmămệqủpkệkữủỞỜỤẤủỞỆEƠqởr/ƠsrƠủẤÌyỢỢốụƠ!ĨẦỰụsảỀOỈẾủÍỀỂủỞỜUỐẤủỞỜẶỈủẬẮỠủẬỹủẬUỘẤủỀĂỊủỈJỈẾủÍỀỆủÌUỘỈẾủÍỀýỈủẾỆỷủẬỎủƯÉủẤýẤủỚỠẰỰủƯẪủỪỠỈẾủỚỠyỈỀủềk<ủẬOỈẾủỀÔỈợủỈỀẮỞủÌỳủÍỀỆủẾỆýủƯẪủÍỀýủỊÉỊợủẤỀGủỞÙủưửởũũũủẬÒỈẾủƯỳủỞỆÉỈủỞỀỠủẬUỘẤủỞÙủÂýỈủƯẪủẬẺủẾỆPƠủÂẸỈỀủỈỀĂỈủỠỈẾủỞỀUủỔủ<ỳủắÃỈẾởủ6ÔỈủỈŨyợủyỆủẤTỈẾủỊĨỈẾủỊỠÓỈủẬUỘẤủẾJƠủỊẠỞủỞỜĨỈẾủỞỜẶỈủẤẰỠủẬGỈỀủẤyĨủẬẰỠủỈAỊợủÂỔỆủỢỠÓỞủỀÔỈủữủỞỀýỈẾủỚỠyủỈẾUỒỆủẦĂỈủ<ỳủắÃỈẾủỀẰỠủỈỀUủụẬJỆụủÂJỈẾủẬýởr/ƠsrƠủẤÌyỢỢốụƠ!ĨẦỰụsệỜẶỈủềỆĐỠủẤPƠủỈỳỰủẤỳỈẾủỈJỈẾủỀÔỈủÍỀỆủẤỷủề6!ủ<ỳủắÃỈẾủƯỳủmămệủẬÉỠủÂỳỰủỞMủỞỀyỊủƯLỈẾủẾỆỳỈỀủẤỀỆEỈủỞỀÁỈẾởủ6ãkủãĐủ6ỠỮỈỀủ<ÚẤủẤỀĨủÂỆEỞủề6!ủ<ỳủắÃỈẾủỀEỞủỢÚẤủỞOỈủỞỜLỈẾủẬÓỆủỞỀSợủỈỀẮỞủÌỳủỢyỠủÍỀỆủÌỤẤủÌUỘỈẾủẤSyủẬỌỆủÂJỈẾủệẽở6(ăủẬUỘẤủÂỎủỢỠỈẾủỈỀỆÉỠủẤẰỠủỞỀSủẾỆMỆủỞÙủắyƯỆÂyỈÍủềỳỆủ5KỈởủ)QủƯẶỰợủ6ỠỮỈỀủ<ÚẤủƯẴỈủỞỤủỞỆỈủƯỐỆủẦỳỈủẤẰỠủỞỀSủỈỀUủêỠÓẤủYỈỀợủắẾỠỰĐỈủềyợủệỀyỈỀủ!ỄỈỀợủăẨỜÌĨợủ)yỈỈỰủ)yƯỆỢợủ(ĨỢỊỆỈủ5ĨỆyợủệỀyỈỀủ6UỈẾởởởủẬỌỆủÂJỈẾủềOỈẾủ6ỳỈủỢDủẾỆỳỈỀủẤỀỆEỈủỞỀÁỈẾởr/ƠsrỞyÂÌẨủỢỞỰÌẨốụỊyỜẾỆỈớứƠỪủyỠỞĨụsrỞỜsrỞẦsrƠủẤÌyỢỢốụƠ!ĨẦỰụsrỆỊẾủyÌỞốụắJỈẾủỞỜẶỈủềỆĐỠủẤPƠụủỢỜẤốụỀỞỞƠớ//ỞỀẨỞỀyĨởỞỀyỈỀỈỆẨỈởẤĨỊởƯỈ/ẽỆẤỞỠỜẨỢứũưừứ/ăỆỈỀắẾỠỰẨỞ/mămệứởIƠẾụ/smămệủỞẶƠủẬẰỰủỚỠỰEỞủỞĂỊủỞỜĐỈủỢĂỈủ(ỀỆủãAỈẾủẤỀỆÉỠủỚỠyủ-ủỶỈỀớủ<ÒỈẾủắẾỀỆr/Ơsr/ỞẦsr/ỞỜsr/ỞyÂÌẨsrƠủẤÌyỢỢốụƠ!ĨẦỰụsệỜĨỈẾủÍỀỆủẬJợủmămệủẤTỈẾủẤỀỠẲỈủÂFủÍỀýủÍXủÍỀỆủẤỀLỈủ6ỠEủÌỳỊủẬFyủẬỆẺỊủỞẶƠủỀỠẮỈủưủỈẾỳỰủỞỜUỐẤủÍỀỆủẦỆủẤỀỠỰẺỈủƯỳĨủ<ỳủắÃỈẾởủềyỠủÂỠỎỆủỞẶƠủẤỀỆÉỠủỚỠyợủ6ãkủãUủ<ỄỈỀủệỠẮỈủẬýỈỀủẾỆýủẦQủề6!ủ<ỳủắÃỈẾủỈỀGỈỀủỀÔỈủỈỀUỈẾủmămệủỢDủẤJủẤýẤỀủẬẺủẾỆỳỈỀủẤỀỆEỈủỞỀÁỈẾủÂÀỈẾủÌÓỆủẤỀÔỆủẤÓỈẾủỀỆEỈủỈỀUỈẾủẬẰỰủỀỆẸỠủỚỠỷởủắAỊủỜÒỆợủỞỜĨỈẾủÍỀỠOỈủÍỀỎủk-ãẨyẾỠẨợủề6!ủ<ỳủắÃỈẾủỞỀÁỈẾủứ-ưủỞỜĐỈủỢĂỈủ(ỀỆủãAỈẾủƯỳủmămệủỞỀÁỈẾủÌỵỆủứ-ưủỞỜĐỈủỢĂỈủệỀÓỈẾủắỀẮỞởủệỵỆủ!ệkủ(ỠƠợủmămệủỞỀÁỈẾủ<ỳủắÃỈẾủư-ũởủ<OỈẾủắẾỀỆr/Ơs