Thủ tướng Anh Boris Johnson cam kết giảm số người nhập cư nếu đắc cử

(TTXVN/Vietnam+) 08:17 09/12/2019

Thủ tướng Anh Boris Johnson đã cam kết giảm số người nhập cư vào nước này nếu ông giành chiến thắng trong cuộc bầu cử Quốc hội diễn ra vào ngày 12/12 tới, song khẳng định không phản đối việc cho phép người nước ngoài làm việc và sinh sống ở Anh.

TT/hu5DDlVY+4bue4bqv4bqv4buE4buO4bqj4bqwOuG6sT5Z4buOTuG6sD/huqXDleG6seG6rTl9JsOV4buHfT/DlcOzW8SDOuG6r8OVw7lbP33huq9bfcOVVuG7nnvDlTxA4bqxw5UmOlJ7w5Xhuq8zw5V9JuG6rWE6w5V9P+G7quG6o8OVVuG6rcOVfUDhurfDlVhVVsOVVmNNLz/hu5BOTeG6o8OVVj7hu57huq/huq/hu4Thu47huqNwWeG7nlfhu45O4bqwP+G6pcOV4bqx4bqtOX0mw5Xhu4d9P8OVw7NbxIM64bqvw5XDuVs/feG6r1t9w5VYU8OVVuG7nnvDlTxA4bqxw5UmOlJ7w5Xhuq8zw5V9JuG6rWE6w5V9P+G7quG6o8OVVuG6rcOVxJFQW8OVfeG6rTlWw5V9UOG6ucOVfUDhurfDlTJ9JsOVJjpQfT/DlVY/OkB9w5XhurE/VX0mw5XhurHEg1t9JsOVVuG6tzVWw5Xhu67hu6jhurfDlVZjw5XDg+G6tzNWw5U/NTrDlVc6JX3DlcSD4buew5XEkVBbw5V9JlDhurnDleG7kOG7ki/hu5Dhu5LDleG6sTk64buIw5Xhuq9bfSbDlTw/4bukfSbDlVgufT/DlTw/Mn0mw5XhuqM/Un3DlVgzOsOVxJE6PVbDlVY/W8OV4bqjP8Od4bqjw5V9JuG6rWE6w5V94bqtOVbDlX0mW1A6w5U+UHvDlcSROj1Ww5XEkVDDleG6rzp9P8OV4bqvM30mw5XDoMOV4buHfT/EqE0v4bqjTk3huqPDlVY+4bue4bqv4bqv4buE4buO4bqjw7NbV+G6ueG7jk5NOnsmw5Xhuq/Eg1bhu4Thu44vL1bEqOG7ruG7nlvhurE/4buefT8/W+G7nsSoxJF9Lzp7Ji9XWeG6rzzhurFb4bqjL31ZZeG6ry/hu5Dhu6Lhu5Thu6Iv4buQ4bua4buaV+G7kMOU4buc4buQ4bua4buW4buc4bqx4buQw5Thu5zGoD7hu5DEqGVZ4buu4bqj4buOw5Xhu54+4bqx4buE4buO4bqwP+G6pcOV4bqx4bqtOX0mw5Xhu4d9P8OVw7NbxIM64bqvw5XDuVs/feG6r1t9w5VW4buee8OVPEDhurHDlSY6UnvDleG6rzPDlX0m4bqtYTrDlX0/4buq4bqjw5VW4bqtw5V9QOG6t8OVWFVWw5VWY+G7jsOVL05NL+G6o05N4bqjw5VWPuG7nuG6r+G6r+G7hOG7juG6o8OzW1fhurnhu45O4bqiP+G7oOG6scOV4buuOiThurfDlcSROTrDleG6rjzhurnDlcawWWXhuq/hu4jDlTJ9JsOVw7lbP33huq9bfcOVfV06w4zDleKAnOG6rjPDlT7huq3DoX0mw5VLfSbhuq1hOsOVfT/hu6rhuqPDlVbhuq1Mw5Xhuq/hu7bDlSY6UnvDlVdbw5VWP+G6s30mw5XhurEyOsOVVl3DlTw/UsOVfVR9JsOV4bqv4bu2w5U8OiR7w5Xhuq9b4bug4bqxxKjDleG7jzoj4bq3w5XhurEyOsOVVj9bw5U+UMOVPD8yfSbDlT/DoeG6o8OVPuG6u8OVWF3DlT5Qw5VYJMOV4bqxLH0/w5XhurHEg1F9JsOVfT/hu6rhuqPDlVbhuq3DlVc6JX3DlcSD4buew5U8PzJ9JsOVPDoke8OV4bqvW+G7oOG6scOVxJFQw5U8PzJ9JsOVP1F9w5VWP0DEqOKAnU0v4bqjTk3huqPDlVY+4bue4bqv4bqv4buE4buO4bqjw7NbV+G6ueG7jk7hurA/4bqlw5XhurHhuq05fSbDleG7h30/w5VYU8OVVuG7nnvDlTxA4bqxw5XhurE/YlbDlT86PX3DlVbhu6BWP8OV4bqxOkDhuqPDlVbhu6p9w5XhurHEg+G7uH3DlVY4w5Xhuq/DoMOVfT86I+G6t8OVWDoke8OVWCTDlTw6JHvDleG6r1vhu6DhurHDleG6sSx9P8OV4bqxxINRfSbDlX0/4buq4bqjw5VW4bqtxKjDlXd9JsOV4bqx4bq34bq54bu4fcOV4buuM8OV4bqxxIMgfSbDleG6scWoe8OVVj87fT/DleG6r+G7oFY/w5VW4bql4buew5UyfSbDleG6r+G7tsOVVlXhurHDlSY6UnvDleG6rzPDlT7huq3DoX0mw5V9JuG6rWE6w5VXOsOV4bqxxIPhurPDlTw/Mn0mw5VWXcOVPOG7gcOVfVR9JuG7iMOV4bqvW30mw5Xhuq/hu7bDleG6scSD4bueW8OVVjjDlT81OsOVVj9bw5V9P2R9JsOVPuG7nlvDlVg1fSbDlT5QfT/DlX0mPyPDlcSRUMOVVuG7oFbDlT7hu55bw5VYNX0mw5U8P+G7oFbDlVhAfcOV4buHfT/EqE0v4bqjTk3huqPDlVY+4bue4bqv4bqv4buE4buO4bqjw7NbV+G6ueG7jk7Dsj87fT/DleG6oz/huqXDlVbhuqXhu57DleG6sD/huqXDleG6seG6rTl9JsOVw7lbP33huq9bfcOVPOG7uOG6t8OVJiA6w5XhurE2w5VWP+G6qVbDleG7ruG7qOG6t8OVVmPDleG6rzl7w5XEkVBbw5V9JlDhurnDleG7kOG7ki/hu5Dhu5LDleG6sTk6w5V9P8Oae8OVJjrhurPhuqPDlVhSfSbDlcOzUlvDleG6sT/huqXDlVZdw5VY4bqtw6FWw5XhurE/QMOVWOG7nsOV4bqvM8OVxJFkfSbDlVY/VVbDleG6sVE6w5XDg+G6tzNWw5U/NTrDlVgkw5XhurE/Mn0mw5XDo+G6t+G7nsOV4bqxPzDhu57DleG6sT/hurfhu6p9w5XDs8SDWcOpOuG6scOVxJE5OsOVw7XhurbDlcSRUMOVP1tQfcOV4bqxxq/hurHDleG6sTpAfcOV4bqxxIMsfT/DlVhTw5U8w51bw5VXUDrDleG6r+G6tzPhurHDleG7mMOVfVR7w5XDo+G6t+G7nsOVxJFQW8OVfSZQ4bq5w5Xhu5jhu5Av4buQL+G7ksOU4buSw5TEqE0v4bqjTk3huqPDlVY+4bue4bqv4bqv4buE4buO4bqjw7NbV+G6ueG7jk7DsuG7oFbDleG6sT9Ue8OVVyLDleG6scSD4bqtOVbDleG6sT8je8OV4buu4buo4bq3w5VWY8OVWCPhurfDlVY/W8OV4bqxP8av4bq5w5VYUn0mw5XDs1Jbw5XhurE/4bqlw5VX4busfcOVWOG7qOG6t8OVxJE5OsOVPD9bUn0mw5Xhu5Thu5JHw5XhuqM/OkDhurfDleG6pX0mw5U/NeG7iMOV4bqxOkDhuqPDleG6sT9ZW8OVPlDDlcOyMn0mw5VYUn0mw5XEkTk6w5Xhu5jhu5hHw5XhuqM/OkDhurfDlcSRUMOVVuG6tzM6w5VW4bq1fSbDlT5Qw5VYUn0mw5XhurBiw5VXW8OV4buNxah9w5VWP+G6pcOVxJE5OsOV4buQ4buYR8OV4bqjPzpA4bq3w5Xhu67hu6jhurfEqE0v4bqjTk3huqPDlVY+4bue4bqv4bqv4buE4buO4bqjw7NbV+G6ueG7jk7hurDEg1t9JsOVezXhurHDlVg1fSbDleG6sT/hu6A6w5VWP+G6reG7nsOV4bqx4bqrfSbDlVZdw5XhurE6I33DlT494buIw5V9JlDhurnDlcagL+G7kOG7kuG7iMOVVuG7oFbDlVZi4bq3w5XhurA/4bqlw5XhurHhuq05fSbDleG6sFt94bq5w5XDsz7hu546xIPDlUt9Pzo9e8OVPOG6vcOV4buQ4bui4bui4buaLeG7ksOUw5Thu5rhu4jDlVhROsOVVzo9fcOVw7IyfSbDlVhSfSZMw5XEkVDDlcO5Wz99w5XFqeG7nilbxIPDlUt9Pzo9e8OVPOG6vcOV4buQ4bui4buiw5Qt4buQ4bui4bui4bua4buIw5VYUTrDlVc6PX3DlVhSfSbDlcOzUlvDleG6sT/huqVMw5VYU8OVVl3DlX0/ZH0mw5XhuqM/4bug4bqxw5Xhu646JOG6t8OV4oCce+G7nn0mw5XhurE7fT/DlVbhu559w5XhurE/Oj3huqPigJ3DlcSRUFvDlVbhurc1VsOV4bqxNn0mw5XhurHhurfhurkkfcOVVmPDleG6r1XhuqPDleG6sTk64buIw5U84bu44bq3w5UmIDrDlVZjw5XhurHEgzrDleG7h30/w5Xhu64ww5XhuqM/OkDhurfDlVZdw5VWPzpAfcOV4bqxP+G6t+G7quG6scOVWCTDleG6pX0mw5U/NcOVfTfDlT5iVsOV4bqxNsOVVj/huqlWw5XhurHEg+G6rX0mw5VW4buo4bq3w5XhurvDlVfFqH3DlT7hu6h9w5XhurE/4bqpw5Xhu5LEqMOVw7JSw5U/4bueOsOVVmLhurfDleG6sD/huqXDleG6seG6rTl9JsOVfVDhurnDlVgj4bq3w5V7W30mw5V74bq3M33DleG7h30/w5XDoMOVPlE6w5XDteG6tsSoL8SoTS/huqNOTeG6o8OVVj7hu57huq/huq/hu4Thu47huqPhu4fhurfhurE/W8SD4buOTkvhurDhurDDicSQxrAvxJA6WeG6sX3hu557K0xNL+G6o04=