vLAỷẾÔẶỨỨtỵỦmMỪÔỂỵwfỒỷỆÓỒLỷ@MỊẾỷLƠẾỷỨẶỰỷÔXỷỪÂMỷẾẲẾỷỆMỈỐỷỪƯYUỒKỷÔGv/LAwvỦỷẾÔẶỨỨtỵỦẵỂẶỀỵwỗYÚỪỷŨỰẶỷÕLỔỷÕLẬỒỷỀỘỷKMẶỘỷỪLỢỒKỷẾLMẶỷẾẨỪứỷỦLẤMỷỒKLÒỷLƠẾỷỀẴMỷỒKẴ$ỷỀỘỷỐYẶỷÔXứỷỐPỪỷỨỞỷỆMỈỐỷỪƯYUỒKỷỪÂMỷẾẲẾỷLỰ$ỊỒỷ@ỮỒKỷẾẶỘỷỪƯỘỒKỷỪÒỒLứỷẾẲẾỷỪLÉ$ỷẾỢỷKMẲỘỷỆẦỷÕLỢỒKỷŨỰẤỒỷỒKÂMỷ@EỪỷ@ẤỷỀƠỒỷỀFỦỷ@ỊỷỨMỒLỷỪƯYUỒKứỷÔTỦỷLƠẾứỷ@ẸỒỷỆPỒKứỷỆYẶỷLƠẾỷỨMỒLỷỪƯÙỷÔÂMỷỪƯYUỒKừv/ỦwvỦỷẾÔẶỨỨtỵỦ4ỘỀ$ỵwvMỐKỷẾÔẶỨỨtỵM5ỂỒỪỂƯỵỷỨỪ$ÔỂtỵ#MỀỪLũỷẮỹỹỦ=ưỷLỂMKLỪũỷẢAẮỦ=ưỵỷỨƯẾtỵ//M@ừÊẶỘỪLẶỒLLỘẶừ@Ồ/ỒỂ#Ứ/ÁẠÀĂ/ÁỹỹỀỹAẢẠẰẢẮỪÀẠAAAÔỹừ#ỂÊỦủƯtẢỹĂỵỷẶÔỪtỵfỒỷỆÓỒLỷ@MỊẾỷLƠẾỷỨẶỰỷÔXỷỪÂMỷẾẲẾỷỆMỈỐỷỪƯYUỒKỷÔGỵỷ#MỀỪLtỵẮỹỹỵỷLỂMKLỪtỵẢAẮỵỷ/wv/ỦwvỦỷẾÔẶỨỨtỵỦ5ẶỦỪMỘỒỵw6ỘỷẤỒLỷLYÙỒKỷLỘẴỒỷÔYỰỷẾSỒỷÊẦỘỷỨỞỷÀỷKĐ$ỷỨÂỪỷÔÙứỷỒKẸỦỷỬỒKứỷẾLMẶỷẾẨỪỷỒLMÌỰỷỪỰ$ÍỒỷỆYUỒKứỷỒLẴỷỀĐỒứỷỒLMÌỰỷỒSMỷLƠẾỷỨMỒLỷỦLẤMỷỒKLÒỷLƠẾỷỆỈỷỆẤỐỷÊẤỘỷẶỒỷỪỘẴỒừỷlẶỰỷÕLMỷỒYTẾỷƯỬỪứỷẾLNỒLỷŨỰ$ÌỒỷỆÓẶỷỦLYSỒKứỷỒKẴỒLỷẾLÝẾỷỒẬỒKỷỆẦỷẾỔỷẾLÒỷỆÂỘỷẾẲẾỷỆSỒỷ@ÓỷỪƯYUỒKỷLƠẾỷỪẸỦỷỪƯỰỒKỷÕLẨẾỷỦLVẾỷLẸỰỷŨỰẤứỷỆỠỒKỷỪLUMỷỆPỒKỷ@MIỒứỷ@ẸỒỷỆPỒKỷLƠẾỷỨMỒLỷỆÍỒỷÔTỦừv/ỦwvỦỷẾÔẶỨỨtỵỦ4ỘỀ$ỵwvMỐKỷẾÔẶỨỨtỵM5ỂỒỪỂƯỵỷỨỪ$ÔỂtỵ#MỀỪLũỷẮỹAỦ=ưỷLỂMKLỪũỷẢAẰỦ=ưỵỷỨƯẾtỵ//M@ừÊẶỘỪLẶỒLLỘẶừ@Ồ/ỒỂ#Ứ/ÁẠÀĂ/ÁỹỹỀỹAẢẢÁỹAỪĂÃAẮÁÔỹừ#ỂÊỦủƯtẠÀỵỷẶÔỪtỵfỒỷỆÓỒLỷ@MỊẾỷLƠẾỷỨẶỰỷÔXỷỪÂMỷẾẲẾỷỆMỈỐỷỪƯYUỒKỷÔGỵỷ#MỀỪLtỵẮỹAỵỷLỂMKLỪtỵẢAẰỵỷ/wv/ỦwvỦỷẾÔẶỨỨtỵỦ5ẶỦỪMỘỒỵwmÂMỷmƯYUỒKỷỐÉỐỷỒỘỒỷ7MÌỒỷmLYÚỒKỷử4ẲỷmLYTẾữứỷỀỘỷẤỒLỷLYÙỒKỷẾWẶỷỐYẶỷÔXỷ@ỲẶỷŨỰẶứỷỆỈỷỆẤỐỷÊẤỘỷẶỒỷỪỘẴỒứỷÁỹỹỷLƠẾỷỨMỒLỷÙỷÕLỰỷẾLNỒLỷ@ẴỷÁỷÕLỰỷÔGỷÙỷỪLỢỒỷmLYÚỒKỷlSỒứỷớẶ$ỷdỖMỷỆẦỷỦLẤMỷỒKLÒỷLƠẾừỷmƯYTẾỷÕLMỷỆỔỒỷLƠẾỷỨMỒLỷỪƯÙỷÔÂMỷỪƯYUỒKứỷỒLẴỷỪƯYUỒKỷỆẦỷÕLẺỒỷỪƯYSỒKỷÊẨỪỷỪẶ$ỷ@ẴỘỷỀƠỒỷỀFỦứỷÕMỈỐỷỪƯẶỷÔÂMỷỪỘẴỒỷÊPỷẾSỷỨÙỷ@ẸỪỷẾLEỪứỷỪƯẶỒKỷỪLMÍỪỷÊÓứỷỦLỰỒỷỪLỰỞẾỷÕLỶỷÕLỰẺỒừừừỷỆẤỐỷÊẤỘỷỆMÌỰỷÕMỊỒỷỪLỰẸỒỷÔÚMỷẾLỘỷ@MỊẾỷỀÂ$ỷ@ẴỷLƠẾừỷ7ỠỒKỷỪLUMứỷ=Đ$ỷỀỴỒKỷÕÍỷLỘÂẾLỷLƠẾỷÊỮỷẾLỘỷẾẲẾỷỂỐỷ@ẴỘỷỪLÝỷĂứỷÕÍỪỷLÚỦỷLƠẾỷỪLIỐỷ@ẴỘỷẾẲẾỷÊỰQMỷẾLMÌỰỷỪƯỘỒKỷỪỰÉỒỷỆỈỷÕÓỦỷẾLYSỒKỷỪƯOỒLỷỆÌỷƯẶừv/ỦwvỦỷẾÔẶỨỨtỵỦ4ỘỀ$ỵwvMỐKỷẾÔẶỨỨtỵM5ỂỒỪỂƯỷỀỪLỰỐÊỵỷỨỪ$ÔỂtỵ#MỀỪLũỷẮỹỹỦ=ưỷLỂMKLỪũỷẢAẮỦ=ưỵỷỨƯẾtỵ//M@ừÊẶỘỪLẶỒLLỘẶừ@Ồ/ỒỂ#Ứ/ÁẠÀẮ/ÁỹỹỀAỹẰỹẰẢĂỪÀẰẢẮÁÔỹừ#ỂÊỦủƯtẢẮỵỷẶÔỪtỵfỒỷỆÓỒLỷ@MỊẾỷLƠẾỷỨẶỰỷÔXỷỪÂMỷẾẲẾỷỆMỈỐỷỪƯYUỒKỷÔGỵỷ#MỀỪLtỵẮỹỹỵỷLỂMKLỪtỵẢAẮỵỷ/wv/ỦwvỦỷẾÔẶỨỨtỵỦ5ẶỦỪMỘỒỵw5ỢỷKMẲỘỷ5ẶỘỷmLÓỷớỰĐỒứỷKMẲỘỷ@MIỒỷÕLỰỷĩLỄứỷỪƯYUỒKỷỪMỈỰỷLƠẾỷĩLỬỷớỰĐỒỷửjỰẶỒỷẵỔẶữỷẾLỘỷÊMÍỪũỷỗTMỷŨỰẶỒỷỆMỈỐỷỪƯẲỒLỷỪOỒLỷỪƯÂỒKỷLƠẾỷÊỮỷÔMIỒỷỪVẾứỷỒLỠMỷỒLỄỪỷÕMÍỒỷỪLÝẾứỷỪLÉ$ỷẾỢỷỀỴỷÕMÍỒỷ=Đ$ỷỀỴỒKỷÕLỰỒKỷỪLUMỷKMẶỒỷLƠẾỷÊỮỷỀẴỒỷỪƯẤMỷỆỈỷỆẤỐỷÊẤỘỷLƠẾỷỨMỒLỷẾỔỷỆWỷÔYÚỒKỷÕMÍỒỷỪLÝẾỷỐẴỷ@ẼỒỷẾỔỷỪLUMỷKMẶỒỷỒKLÒỷỒKSMừv/ỦwvỦỷẾÔẶỨỨtỵỦ4ỘỀ$ỵwvMỐKỷẾÔẶỨỨtỵM5ỂỒỪỂƯỵỷỨỪ$ÔỂtỵ#MỀỪLũỷẮỹỹỦ=ưỷLỂMKLỪũỷẢAẮỦ=ưỵỷỨƯẾtỵ//M@ừÊẶỘỪLẶỒLLỘẶừ@Ồ/ỒỂ#Ứ/ÁẠÀẮ/ÁỹỹỀAỹẰÁĂÁẢỪĂAĂỹẮÔỹừ#ỂÊỦủƯtẠẠẮỵỷẶÔỪtỵfỒỷỆÓỒLỷ@MỊẾỷLƠẾỷỨẶỰỷÔXỷỪÂMỷẾẲẾỷỆMỈỐỷỪƯYUỒKỷÔGỵỷ#MỀỪLtỵẮỹỹỵỷLỂMKLỪtỵẢAẮỵỷ/wv/ỦwvỦỷẾÔẶỨỨtỵỦ5ẶỦỪMỘỒỵw7MỈỐỷỪƯYUỒKỷĩỞỒỷmLẴỒLỷ5ỢỒKứỷmƯYUỒKỷỐÉỐỷỒỘỒỷdXỒKỷ5ẶỘỷử4ẲỷmLYTẾữỷLMỊỒỷẾỔỷAÁỷLƠẾỷỨMỒLừỷlẶỰỷỒLMÌỰỷỒKẴ$ỷÊÓỷẾỢỷÔẸỦứỷẾLMẶỷẾẨỪỷỀỘỷỐỴẾỷỒYTẾỷỀĐỒKỷẾẶỘứỷỦLẤMỷỪÂỐỷỒKLÒỷLƠẾứỷỆÍỒỷỒẶ$ỷỪOỒLỷLOỒLỷLƠẾỷỪẸỦỷẾWẶỷẾẲẾỷỂỐỷLƠẾỷỨMỒLỷẾSỷÊẤỒỷQỒỷỆÓỒLừv/ỦwvỦỷẾÔẶỨỨtỵỦ4ỘỀ$ỵwvMỐKỷẾÔẶỨỨtỵM5ỂỒỪỂƯỵỷỨỪ$ÔỂtỵ#MỀỪLũỷẮỹỹỦ=ưỷLỂMKLỪũỷẢAẮỦ=ưỵỷỨƯẾtỵ//M@ừÊẶỘỪLẶỒLLỘẶừ@Ồ/ỒỂ#Ứ/ÁẠÀẮ/ÁỹỹỀAỹẰẠAÁÃỪÃẠÀẠỹÔỹừ#ỂÊỦủƯtẠÀẠỵỷẶÔỪtỵfỒỷỆÓỒLỷ@MỊẾỷLƠẾỷỨẶỰỷÔXỷỪÂMỷẾẲẾỷỆMỈỐỷỪƯYUỒKỷÔGỵỷ#MỀỪLtỵẮỹỹỵỷLỂMKLỪtỵẢAẮỵỷ/wv/ỦwvỦỷẾÔẶỨỨtỵỦ5ẶỦỪMỘỒỵwmƯYUỒKỷỪMỈỰỷLƠẾỷờIỒỷcLYSỒKỷửdẶỒKỷ5LẲỒLữỷẾỔỷAỷỆMỈỐỷẾLNỒLỷ@ẴỷÁỷỆMỈỐỷÔGứỷỆÍỒỷỒẶ$ỷ@MỊẾỷỀÂ$ỷ@ẴỷLƠẾỷÊẨỪỷỆÉỰỷỆMỷ@ẴỘỷỒÌỒỷỒÍỦừỷeLẴỷỪƯYUỒKỷ@ẼỒỷÊẲỐỷỨẲỪỷẾLYSỒKỷỪƯOỒLỷÕLMỷỪƯMỈỒỷÕLẶMỷLƠẾỷŨỰẶỷỐÂỒKỷâỒỪỂƯỒỂỪỷỪƯỘỒKỷỒLỸỒKỷỒKẴ$ỷỒKLÒỷLƠẾừừừỷ7ỠỒKỷỪLUMứỷÔMỒLỷLỘÂỪỷẾẲẾỷLOỒLỷỪLÝẾỷỀÂ$ỷLƠẾỷỒLẪỐỷKMỬỦỷLƠẾỷỨMỒLỷỪLỂỘỷÕÓỦỷẾLYSỒKỷỪƯOỒLứỷỆẤỐỷÊẤỘỷẾLEỪỷÔYÚỒKỷỀÂ$ỷ@ẴỷLƠẾừv/ỦwvỦỷẾÔẶỨỨtỵỦ;ỰỪLỘƯỵwmkneẳỷdạv/Ủw