Tỷ lệ ủng hộ Tổng thống Mỹ Donald Trump cao nhất trong 2 năm

06:15 01/06/2019

(Baothanhhoa.vn) - Kết quả cuộc thăm dò dư luận do Harvard CAPS/Harris Poll công bố ngày 31/5 cho biết tỷ lệ cử tri ủng hộ Tổng thống Mỹ Donald Trump đạt mức cao nhất trong vòng 2 năm qua do sự lạc quan của cử tri về nền kinh tế Mỹ .

Z+G7s2vEqcO6w4PDteG7gOG7gMSR4buJ4bq8N+G7teG7hsOD4bun4buJaDfhu4zEqcODdsSpSOG6rsO9xKnhu7PhuqrEqTdC4bquw73EqeG7huG7s+G6rOG6rsO9xKkm4buOxKnDmeG6sOG6rsO1w4PDucSpN+G6vuG7gsSC4bq8xKnDusO14bqwxKnhuq7hu7Nw4buGxKnhu4bhur7hurDhuq7DvcSpbMSp4bqu4buXxIJnL+G7s2toZ+G6vMSpw7rDg8O14buA4buAxJHhu4nhurzhu7Lhu6fDtcO54buJaCXhu63hu4bEqcOK4buC4buZxKnDuuG7guG6qsO6xKnhu4bhu7Phu5fEgsSpw7nhurLEqcO5w43EqcOD4buCcuG6rsSpw7nhurDEqeG7ssO14bq+S8O14bq+w7nEqcOaw5UzNi/hu7LDteG6vuG6vuG7teG7gMSpM+G6sMODw4PEqcO64bqm4bquw73EqXXhuqzEqeG6rsO94buRTsSpbWsvb8Spw7rhu7PhurDEqXXhu7Xhu63hu4bEqeG7huG7jMSpw4N2xKnDusSoxKnhu4bhur7hu7XEqUjhuq7DvcSp4buz4bqqxKk3QuG6rsO9xKnhu4bhu7Phuqzhuq7DvcSpJuG7jsSpw5nhurDhuq7DtcODw7nEqTfhur7hu4LEguG6vMSp4bul4buT4buGxKnEgsOMw7rEqcO6w7XhurDEqeG6ruG7s3Dhu4bEqeG7huG6vuG6sOG6rsO9xKlL4bqy4bquw73EqWzEqeG6ruG7l8SCxKnDiuG7gsO1xKnDueG6sMSp4buA4buIxKnDg+G7k8O6xKnDiuG7gsO14bquxKnDukjDtcSpw7rEqMSp4buG4bq+4bu1xKlL4buvxKnhuq7hu6/huq7EqeG6ouG7teG6ruG7s8Sp4buG4butxKkm4buOxKnhu4dnL+G6vGhn4bq8xKnDusODw7Xhu4Dhu4DEkeG7ieG6vFXhurDDuU7hu4nEqeG7gOG7hk7Dg+G7p8SR4buJ4buG4bunTeG7hi3DtcOD4bu1w73huq7DqsSpw7rhu6fhuq7hu4bhu6fhur7hur/hu4loZ+G7gOG7huG6vuG6sOG6rsO9xKnDusODw7Xhu4Dhu4DEkeG7ieG6vMOa4bun4bqu4buG4bun4bq+4buJaGfhu7XEgsO9xKnDusODw7Xhu4Dhu4DEkeG7icO54buG4buz4buCxIJ1xKnhu7XDmuG7p+G6ruG7huG7p+G6vuG7icSp4buA4buGTsOD4bunxJHhu4lM4bu1w7nhu4bhu7PDqsSpw7NsauG6vE3hur/EqeG7s+G7p+G7tcO94buz4buGw6rEqW5rbeG6vE3hur/hu4nEqeG7gOG6vsO6xJHhu4kvL8O64buHdcO14bqw4buG4buzw7Xhuq7hu7Phu7PhurDDteG7h0vhuq4v4bu1xILDvS/DueG7p+G7gOG6ouG7huG6sOG6vC/huq7hu6dM4buAL2vhu49say9rw7Lhu43DucOza2trb2pt4buG4buNauG7jW/Dg+G7jy3hu4bhur7hu4LEguG6vC1s4buHTOG7p3Xhurzhu4nEqcO1w4Phu4bEkeG7iTfhu4zEqcODdsSpSOG6rsO9xKnhu7PhuqrEqTdC4bquw73EqeG7huG7s+G6rOG6rsO9xKkm4buOxKnDmeG6sOG6rsO1w4PDucSpN+G6vuG7gsSC4bq8xKnDusO14bqwxKnhuq7hu7Nw4buGxKnhu4bhur7hurDhuq7DvcSpbMSp4bqu4buXxILhu4nEqS9oZy/hu4Dhu4bhur7hurDhuq7DvWhnL+G6vGhn4bq8xKnDusODw7Xhu4Dhu4DEkeG7ieG6vMOaw7Xhurzhu4bhu7XhurDhuq7hu4loZ8O1xKnhu7Phur7hu6d5xJHhu4nhu7Phu4bhu4bhurzhu4DDqi8vTExM4buHS+G7teG7p+G7huG6rsO1xILhurzDg+G7guG7gOG7h0vhuq4v4buGw7XDveG7gC83w6nhu6drw6l1dcOp4buPb+G6rsO9LeG7huG7s8Op4buna8OpdXXDqeG7j2vhuq7DvS0mw6nhu6drw6l1dcOpdeG7j+G7h0vhuq7hurzhu4loZ+G7gOG7huG6vuG6sOG6rsO9aDdC4bquw73EqeG7huG7s+G6rOG6rsO9xKkm4buOZy/hu4Dhu4bhur7hurDhuq7DvWhnL8O1aGfDtcSp4buz4bq+4bunecSR4buJ4buz4buG4buG4bq84buAw6ovL0xMTOG7h0vhu7Xhu6fhu4bhuq7DtcSC4bq8w4Phu4Lhu4Dhu4dL4bquL+G7hsO1w73hu4Avw5nhurDhuq7DtcODw7ktN+G6vuG7gsSC4bq84buHS+G6ruG6vOG7iWhn4buA4buG4bq+4bqw4bquw71ow5nhurDhuq7DtcODw7nEqTfhur7hu4LEguG6vGcv4buA4buG4bq+4bqw4bquw71oZy/DtWjhu4fEqeG7heG7mOG6ruG7s8OqxKk34buyw6IvNzfDouG6sz9mZy/hurxoZ+G6vMSpw7rDg8O14buA4buAxJHhu4nhurxV4bqww7lO4buJaDfhu7Phu6fhurDEqeG6ouG7reG7hsSpw4rhu4Lhu5nEqeG7huG7s+G7l8SCxKnDueG6suG7gcSpbuG7jcOpxKnhu4DhuqzEqeG6rsO9w41F4bu1xKnhu6XDjcOJw7rEqeG7s8OC4bu1xKlI4bquw73EqeG7s+G6qsSpS+G7tXbDusSpw4Phu5HEgsSpw7pIw7XEqTdC4bquw73EqeG7huG7s+G6rOG6rsO9xKk34bq+4buCxILhurzhu4HEqeG7huG7l+G6rsO9xKnhu4bhu4rEqW5vw6nEqeG7gOG6sMSpS8SQ4bu1xKnhuqLhu63hu4bEqcOK4buC4buZxKnDuuG7guG6qsO6xKnhu4bhu7Phu5fEgsSpw7nhurLEqeG7huG7s8O04bquw73EqVXDtcSpS+G7isO1xKnDiuG7gsO14buBxKnhu4bhur7hurDhuq7DvcSp4bqi4buz4bu1xKnhu4bhu4zEqcODdsSp4bqi4buz4bqm4bquw73EqUjhuq7DvcSp4buz4bqqxKnDg+G7kcSpb2zDqeG7h2cv4bq8aGfhurzEqcO6w4PDteG7gOG7gMSR4buJ4bq8VeG6sMO5TuG7iWjDmuG7guG6qsO6xKnhu4bhu7Phu5fEgsSpw7nhurLEqcO6SeG6rsO9xKnDuuG7s+G6sMSp4buG4buzcE7EqcSCw4zDusSpSOG6rsO9xKnhu7PhuqrEqcO6w7XhurDEqeG6ouG7jMSpw4NHw7rEqeG7hcOzbMOpZsSp4bul4bqs4bu1xKlLxJDhu7XEqcO6w7TDuuG7s8Sp4buG4bu14but4bq8xKnDunLhuq7EqcO6SMO1xKk3QuG6rsO9xKnhu4bhu7Phuqzhuq7DvcSpN+G6vuG7gsSC4bq8xKlL4buvxKlL4bu1dsO6xKnDg+G7kcSCxKlL4buRxKlv4buPw6nEqeG7peG6rOG7tcSpS8SQ4bu1xKnDusO0w7rhu7PEqeG7huG7s8OMw7rEqeG6puG6rsO9xKnhu6Xhu7Xhu6/hu4LEqeG7s+G7keG6ruG7s8Sp4bqu4buv4bquxKnhuqLhu7Xhuq7hu7PEqeG7huG7reG7h2cv4bq8aGfhurzEqcO6w4PDteG7gOG7gMSR4buJ4bq8VeG6sMO5TuG7iWg34bq+4bqw4bquw73EqeG6ouG7s+G7tcSp4bul4bq24buBxKlt4buPw6nEqcO6xKjEqeG7huG6vuG7tcSpw7rhu7PhurDEqeG6vuG7m+G6rsO9xKnhu6Vw4buGxKnhuq7DjcSQw7rEqeG7pcO14bquw73EqeG7peG7tcSp4bul4buE4bquw73EqeG7s8ONxJDhuq7DvcSpS+G7kcSpb2vDqcSpw7rhu7PhurDEqeG6vuG7m+G6rsO9xKnhuq7hu6/huq7EqeG6ouG7teG6ruG7s8Sp4buG4butxKnhu6XDteG6rsO9xKnhu6Xhu7XEqeG7peG7hOG6rsO9xKnhu7PDjcSQ4bquw73hu4fEqcOa4bq2xKnhu4bEkOG7tcSpw7Jrw6nEqcO6xKjEqeG7huG6vuG7tcSpw7rhu7PhurDEqeG6vuG7m+G6rsO9xKnhuq7hu6/huq7EqeG6ouG7teG6ruG7s8Sp4buG4butxKnhu6XDteG6rsO9xKnhur5w4buGxKnEguG7k+G6ruG7s8Sp4buz4bqw4budw7rEqcO64bq2xKnhurzhu7Nx4bquxKnEguG7k+G6ruG7s+G7h2cv4bq8aGfhurzEqcO6w4PDteG7gOG7gMSR4buJ4bq8VeG6sMO5TuG7iWg34buz4bun4bqwxKnhuqbhuq7DvcSpJsO14bq+4bqixKkz4bun4bqu4bqu4buBxKnhu6Xhuqjhuq7DvcSpw73hu7XDtMSCxKnhu6XhuqzDusSpw7rhu4LhuqrDusSp4buG4buz4buXxILEqcO54bqyxKnhu4bhur7hu7Hhuq7hu4HEqcOK4buCw7Xhuq7EqeG7peG7tXfEgsSpw7pIw7XEqeG6rsO9w41F4bu1xKnDueG7oeG6rsSpJuG7jsSpS+G7r8Sp4bqu4buv4bquxKnhuqLhu7Xhuq7hu7PEqeG7huG7rcSpw73hu7Xhu4ThurzEqcOD4buRxILEqeG7huG7l+G6rsO9xKnhu4bhu4zEqcODdsSpSOG6rsO9xKnhu7PhuqrEqeG7peG6rOG7tcSpS8SQ4bu1xKk3QuG6rsO9xKnhu4bhu7Phuqzhuq7DvcSpN+G6vuG7gsSC4bq84buHZy/hurxoZ+G6vMSpw7rDg8O14buA4buAxJHhu4nhurxV4bqww7lO4buJaD/DvcONReG7tcSpw7nhu6Hhuq7EqSbhu47EqXXhu5FOxKnhu4bDgsSpw4rhu4LDteG6rsSp4bul4bu1d8SCxKnhu4bhur7hu4Lhuq7DvcSpw4Ny4bq8xKnhu7PhurDhu53DusSp4buG4bu3w7rhu7PEqcO64buIw7rEqeG7peG6rOG7tcSpS8SQ4bu1xKnhuq7hu7NK4bquw73EqeG7s+G7keG6ruG7s8Sp4bul4bqq4bquw73EqcO6SMO1xKnhuqbhuq7DvcSpw7rhu7NIxKk/4buz4buRxKk34bq+xqHhuq7DvcSpS+G7r8Spw7rDtMO6xKlLcOG6rsSp4bul4buvxKnhuq7hu7PDjcSpN+G6vuG7guG6rsO9xKk04buC4bqsw7rEqUvhu5HEqeG6ruG7s3LhurzEqcO6w43hu4dnL+G6vGhn4bq8xKnDusODw7Xhu4Dhu4DEkeG7ieG6vFXhurDDuU7hu4loKeG6rsO9xKkz4bun4bqu4bquxKnDuknhuq7DvcSp4bqu4buzcuG6rsSp4bulQeG6ruG7s8Sp4bq+4bub4bquw73hu4HEqcSCQ+G7tcSp4bul4bu1d8SCxKnhu4bhu5fhuq7DvcSp4buG4bq+4bqw4bquw73EqeG6vOG7s+G7k8SCxKlL4bu1xKlub8OpLW9qw6nEqeG7gOG7q8Spw7rhu5nhu7XEqeG7huG7s+G7tXbhuq7EqeG6ouG7s+G7mcSp4bqu4buX4bquw73EqeG7hsO04bu1xKnhu6XGocO6xKnDusSoxKnDukjDtcSpN0Lhuq7DvcSp4buG4buz4bqs4bquw73EqTfhur7hu4LEguG6vOG7h2cv4bq8aGfhurzEqcO6w4PDteG7gOG7gMSR4buJ4bq8VeG6sMO5TuG7iWg34buMxKnDg3bEqcO6xKjEqeG7huG6vuG7tcSpSOG6rsO9xKnhu7PhuqrEqTdC4bquw73EqeG7huG7s+G6rOG6rsO9xKk34bq+4buCxILhurzEqeG7huG6vuG6sOG6rsO9xKnDuuG7guG6qsO6xKnhu4bhu7Phu5fEgsSpw7nhurLEqeG6ruG7kU7EqcO6w7XhurDEqeG7s0Thuq7EqeG6ruG7s+G7teG7r+G7gsSp4buA4bqwxKlLxJDhu7XEqcO6w7TDusSpw7rhu4LhuqrDusSp4buG4buz4buXxILEqcO54bqyxKnhu4bhur7DjcSQw7rEqeG7peG7oU7hu4HEqUvhuqzhuq7EqeG7huG6vuG7guG6rsO9xKl14bu54bqu4buzxKnDuuG7s8OBxKnhu6Xhu5Phu4bEqeG7huG7isSpbeG7jS1ubsOp4buHZy/hurxoZ+G6vMSpw7rDg8O14buA4buAxJHhu4nhurw24bqw4buC4bq+w7rhu6fhu4loKjPEqeG7hTfhu7Phu6fhurDEqTXhu6fhu4Lhu4bhu6fhur7hu4BmZy/hurxo