Malaysia hoàn thành mục tiêu ban đầu tiêm chủng cho 10% dân số

(TTXVN/Vietnam+) 14:50 10/07/2021

Malaysia đã hoàn thành tiêm hai mũi vaccine ngừa COVID-19 cho 3.197.890 người dân, tương đương 10% dân số. Theo Bộ trưởng Khoa học, Công nghệ và sáng tạo Malaysia Khairy Jamaluddin, kết quả trên giúp nước này đạt một trong ba tiêu chí để chuyển sang giai đoạn hai của Kế hoạch Hồi phục quốc gia.

hỵljùĂôỆỆeĩÊ8ỷỂĂũĩi?ôĂôOỆỷôjỵẶồẰjỂỵồẰỵjẮHùjỂỷửỄjúôẰjủrỄjỂỷửẮjùỵIẰỳjùỵẶjlkẹjụpẰjỆẨh/ỵlihÊjùĂôỆỆeĩÊỴũôụĩi?ôĂôOỆỷôjủỗjỵẶồẰjỂỵồẰỵjỂỷửẮjỵôỷjẮÍỷjLôùùỷẰũjẰỳỈôjÙ;ẵỶỤ-lõjùỵẶjnểlõọểỏõkjẰỳÌÉỷjụpẰệjỂÌĐẰỳjủÌĐẰỳjlkẹjụpẰjỆẨểj8ỵũẶjÚBjỂỀÌẺẰỳj*ỵẶôjỵÂùệjÙẬẰỳjẰỳỵwjLồjỆốẰỳjỂộẶj?ôĂôOỆỷôj*ỵôỷỀOj%ôẮôĂỄụụỷẰệjÃữỂjẾỄổjỂỀửẰjỳỷFÊjẰÌEùjẰồOjủộỂjẮBỂjỂỀẶẰỳjúôjỂỷửỄjùỵỹjủxjùỵỄOxẰjỆôẰỳjỳỷôỷjủẶộẰjỵôỷjùIôj*ữjỵẶộùỵjỴẪỷjÊỵHùjẾỄẨùjỳỷôểh/ÊihÊjùĂôỆỆeĩÊÚẶụOĩihỷẮỳjùĂôỆỆeĩùẮỆ-ÊỵẶỂẶĩjỂỷỂĂũeĩ?ôĂôOỆỷôjỵẶồẰjỂỵồẰỵjẮHùjỂỷửỄjúôẰjủrỄjỂỷửẮjùỵIẰỳjùỵẶjlkẹjụpẰjỆẨjỵAẰỵjổẰỵjlĩjỆỀùeĩ//ùểúôẶỂỵôẰỵỵẶôểLẰ/ỷẮỳ/ụũỆÃỂẶÊ/ẰũMỆ/mlmọ/lọọụòloókóõỂỏókmĂlểMũúÊĩjôĂỂeĩ?ôĂôOỆỷôjỵẶồẰjỂỵồẰỵjẮHùjỂỷửỄjúôẰjủrỄjỂỷửẮjùỵIẰỳjùỵẶjlkẹjụpẰjỆẨĩjụôỂô-ÊỵẶỂẶ-ẶỀỷỳỷẰôĂ-ỆỀùeĩỵỂỂÊỆế//ùụẰỷẮỳểLỷũỂẰôẮÊĂỄỆểLẰ/Ểòmk/ỄÊĂẶôụũụ/ỵẶỂẰẰz/mkml_kọ_lk/ỂỂNLẰẮôĂôOỆỷôoểẢÊỳĩj/i:ỵpẰjLỷửẰjOjỂữjỂỷửẮjLôùùỷẰũjÊỵẴẰỳjÙ;ẵỶỤ-lõjùỵẶjẰỳÌÉỷjụpẰjỂộỷj*ỄôĂôj&ỄẮÊỄỀệj?ôĂôOỆỷôểjfỔẰỵếj8Ỵấ/88ấẵ:gh/ÊihÊjùĂôỆỆeĩÊÚẶụOĩi8ỵũẶjẬẰỳj*ỵôỷỀOệjẰỳÌÉỷjủẪẰỳjỂỵÉỷjĂồjÚBjỂỀÌẺẰỳjỦỷvỄjÊỵẨỷjÙỵÌĐẰỳjỂỀAẰỵj8ỷửẮjùỵIẰỳjẾỄẨùjỳỷôjẰỳỈôjÙ;ẵỶỤ-lõệj?ôĂôOỆỷôjủợỂjẮHùjỂỷửỄjỂỷửẮjùỵIẰỳjỂỀẶẰỳjỂỵốẰỳjọjĂồjnkkểkkkjẰỳÌÉỷ/ẰỳồOểj8ỄOjẰỵỷửẰệjỂỀẶẰỳjúôjẰỳồOjỳrẰjủpOệjẰÌEùjẰồOjủỗjỂỷửẮjỂCẰỳjùBẰỳjùỵẶjljỂỀỷwỄjẰỳÌÉỷểh/ÊihÊjùĂôỆỆeĩÊÚẶụOĩiẵvjẰỳỄOửẰjẰỵpẰjỆẨjẰỳÌÉỷjủÌẸùjỂỷửẮjùỵIẰỳjỂÌĐẰỳjủẨỷjỹỂjỂỀẶẰỳjùốùjỂỵốẰỳjỂỀÌEùệjẬẰỳj*ỵôỷỀOjỳỷổỷjỂỵỹùỵjỀờẰỳjủẲjĂồjụẶjẰỳỄẪẰjùỄẰỳjLôùùỷẰũjÃỵẬẰỳjủIjùỵỊjÃỵẬẰỳjÊỵổỷjĂồjÃỵổjẰơẰỳjỂỷửẮjùỵIẰỳjùIôj?ôĂôOỆỷôểh/ÊihÊjùĂôỆỆeĩÊÚẶụOĩi<Ằỳj*ỵôỷỀOjùỵẶjúỷữỂjỂỵửẮjỂEỷjẰỳồOjo/ọệj?ôĂôOỆỷôjủỗjẰỵsẰjủÌẸùjlmệòjỂỀỷwỄjĂỷvỄjLôùùỷẰũjỂỀẶẰỳjỆẨjòọjỂỀỷwỄjĂỷvỄjủợỂjẮỄôjùIôjÔỆỂỀôZũẰũùôệj4ýỷzũỀjLồj7ỷẰẶLôNểj8ỎjĂwjỆJjụHẰỳjLôùùỷẰũjỵỷwẰjẰôOjĂồjõkẹểh/ÊihÊjùĂôỆỆeĩÊÚẶụOĩi8ỵôẮjÃỵổẶjụKjĂỷwỄjủÌẸùjúốẶjùốẶjúẺỷjùốùjẾỄẨùjỳỷôjẰỵÌjỦỊùệjÔẰỵệj?ÕjLồj7ỷẰỳôÊẶỀũệjẬẰỳj*ỵôỷỀOjùỵÀjỀẦjÃỵỷjnk-okẹjụpẰjỆẨjủÌẸùjỂỷửẮjùỵIẰỳjủIjỵôỷjĂỷvỄjLôùùỷẰũệjỆẨjùôjẰỵỷyẮjLồjỆẨjùôjỂJjLẶẰỳjLAjÙ;ẵỶỤ-lõjúớỂjủrỄjỳỷổẮjNỄẨẰỳểj?ôĂôOỆỷôjụĨjÃỷữẰjỆựjủộỂjẮHùjỂỷửỄjỵẶồẰjỂỵồẰỵjỂỷửẮjùỵIẰỳjỵôỷjẮÍỷjùỵẶjnk-okẹjụpẰjỆẨjLồẶjùỄẨỷjỂỵốẰỳjỏ/mkmljLồjÃỵỷjủẲệjỆẨjùôjỂJjLẶẰỳjLAjÙ;ẵỶỤ-lõjỆựjỳỷổẮjNỄẨẰỳểh/ÊihÊjùĂôỆỆeĩÊÚẶụOĩiỦxjẰỳơẰjùỵợẰjỆĨjĂpOjĂôẰjùIôjụÁùỵjúwẰỵệj?ôĂôOỆỷôjủỗjẾỄOữỂjủÁẰỵjủẲẰỳjùJôjỂẶồẰjụỷwẰjỂỈjẰỳồOjl/òjLồjủÌôjỀôj*ữjỵẶộùỵjỴẪỷjÊỵHùjẾỄẨùjỳỷôjỳẪẮjúẨẰjỳỷôỷjủẶộẰểjỴỷwẰjẰôOệj?ôĂôOỆỷôjủôẰỳjẺjỳỷôỷjủẶộẰjẮBỂjLồjủxjùỵỄOxẰjỆôẰỳjỳỷôỷjủẶộẰjỵôỷjùrẰjủốÊjỊẰỳjúôjOửỄjùrỄjỳẪẮjỆẨjùôjẰỵỷyẮjÙ;ẵỶỤ-lõjỵờẰỳjẰỳồOjụÌEỷjoểkkkjùôệjùẬẰỳjỆỄqỂjỆJjụHẰỳjỳỷÌÉẰỳjủỷvỄjỂỀÁjỂỹùỵjùĨùjLvjẮỊùjỂỀỄẰỳjúAẰỵjLồjlkẹjụpẰjỆẨjỵẶồẰjỂỵồẰỵjỂỷửẮjùỵIẰỳểh/ÊihÊjùĂôỆỆeĩÊÚẶụOĩi8ộỷjùỵpỄj?ÕệjÙỵỷĂũjỂỄOửẰjúẨjủỗjỂỷửẮjùỵIẰỳjủrOjủIjLôùùỷẰũjẰỳỈôjÙ;ẵỶỤ-lõjùỵẶjọnệòóẹjụpẰjỆẨjẰỵÌjẮHùjỂỷửỄjủvjỀôểh/ÊihÊjùĂôỆỆeĩÊÚẶụOĩi8ỀẶẰỳjỂỵẬẰỳjúốẶjẰỳồOjõ/ọệjÚBjầjỂữjÙỵỷĂũjùỵẶjúỷữỂjỂỹẰỵjủữẰjẰôOệjủỗjùẲjỵĐẰjmnệójỂỀỷwỄjĂỷvỄjLôùùỷẰũjẰỳỈôjÙ;ẵỶỤ-lõjủÌẸùjỆJjụHẰỳệjỂỀẶẰỳjủẲjoọlểlóòjẰỳÌÉỷjủỗjỂỷửẮjLôùùỷẰũjẮBỂjẮÍỷjụỄOjẰỵqỂệjlmểnòlểnlòjẰỳÌÉỷjủỗjỂỷửẮjỹỂjẰỵqỂjẮBỂjẮÍỷjLồjllểlõóểỏlòjẰỳÌÉỷjủỗjủÌẸùjỂỷửẮjùỵIẰỳjủrOjủIểh/ÊihÊjùĂôỆỆeĩÊÚẶụOĩi8ỀẶẰỳjỂCẰỳjỆẨjẰỵKẰỳjẰỳÌÉỷjủÌẸùjỂỷửẮjÃxjỂỈjÃỵỷjúớỂjủrỄjùỵỷữẰjụÁùỵjỂỷửẮjùỵIẰỳjỂỈjủrỄjẰơẮjủữẰjẰôOệjómệnẹjĂồjÊỵHjẰKjLồjoọệòẹjĂồjẰôẮjỳỷEỷểjÙỵỷĂũjủỗjủợỂjẮHùjỂỷửỄjỂỷửẮjùỵIẰỳjùỵẶjỏkẹjỂCẰỳjụpẰjỆẨệjỂÌĐẰỳjủÌĐẰỳjÃỵẶổẰỳjlójỂỀỷwỄjẰỳÌÉỷjẰỵờẮjủộỂjẮHùjỂỷửỄjẮỷyẰjụÁùỵjùBẰỳjủẪẰỳjểh/ÊihÊjùĂôỆỆeĩÊÚẶụOĩiỴỷwẰjùốùjẰỵồjÃỵẶôjỵÂùjÙỵỷĂũjủôẰỳjẰỳỵỷửẰjùỊỄjĂẸỷjỹùỵjùIôjLỷwùjỂỷửẮjLôùùỷẰũjẮÍỷjỂỵỊjúôjủxjùIẰỳjùẨjÃỵổjẰơẰỳjúổẶjLwjùỵẶjẰỳÌÉỷjụpẰểh/ÊihÊjùĂôỆỆeĩÊÚẶụOĩi8ỵũẶjỆẨjĂỷwỄjỂỵẨẰỳjÃửjẮEỷjẰỵqỂệjÙỵỷĂũjỳỵỷjẰỵsẰjmểõkòjùôjẮớùjẮEỷjÙ;ẵỶỤ-lõjLồjlmmjùôjỂJjLẶẰỳjỂỀẶẰỳjmojỳỷÉệjẰpẰỳjỂCẰỳjỆẨjùôjẮớùjLồjỂJjLẶẰỳjĂửẰjĂrẰjĂÌẸỂjĂồjlểóỏmểnõljLồjnnểònòjùôể/ểh/ÊihÊjùĂôỆỆeĩÊÔỄỂỵẶỀĩif88ấẵ:/ẵỷũỂẰôẮ+gh/Êi