Bầu cử Mỹ 2024: Khác biệt giữa thăm dò dư luận và kết quả thực tế
Trong các kỳ bầu cử 2016 và 2020, ông Trump thường bị đánh giá thấp hơn trong các cuộc thăm dò dư luận nhưng đều có màn thể hiện tốt hơn nhiều khi kết quả bầu cử chính thức được công bố.
KGYgXeG6q2o4cXFAW+G7n1JncmpkWynhuqjDonNd4bqr4burXUvhu7VdMCIwMiZdxKhmOeG6q13huqln4bq/cl3hu4Vn4buxOF1yZuG6o2tdYm9dYuG7p11qc+G6pWxd4butYV3EqeG6vXJd4buhc8OgXXJm4bup4bqrXXLhur0oL2YgKSjhu59d4bqrajhxcUBb4bufRmQ4YlspUnBtbOG7hV3huqs54bqrXcSpeV3huqnDonNd4bqr4burXTAiIDRd4butYV0wIjAiOl3hu49s4buFXVJwc2vhu59dcmbhu6fGoWzhu4Vd4bqpw61dYzlsZl3hu4VnOV1yZuG6teG7n11m4buVbF1ycG1s4buFXeG6qznhuqtd4bqrc+G7keG6q11yZuG6o2tdYm9dYuG7p11qc+G6pWxdbGbhu6ds4buFXWPDqnNd4bqrbl1rYWxdcmbhu4FdZmfhur9sXXLDtXJdZuG7lWxdbGZnw6pzXcSpZmddxKnhur1yXeG7oXPDoF3huqnDonNd4bqr4burXeG6q2ZobGZdcmbFqeG6q11j4bun4bub4bqrXeG6q+G7j2zhu4Vd4bqpw7U7KC/hu58pKOG7n13huqtqOHFxQFvhu5/huqo44bufcmdtbFspKGdr4buFXeG6q2o4cXFAW+G6q2txLeG7n2Ztcm1dYnJmc2vhuqldZ+G6qmRscmRwW11xcndqZEBb4buvZ2JyZiZdNTI14bufdj9dZmRn4buFZnImXTI3NuG7n3Y/W11xcOG6q0BbLy9nO+G6qThtcmY4bGZmbTg74butbC9sZOG7r3EvMDIyMy8gNTViICI2MCIiNnI2MzNqIDvhu4nhu5/hu4VbXThqckBb4bqow6JzXeG6q+G7q11L4bu1XTAiMDImXcSoZjnhuqtd4bqpZ+G6v3Jd4buFZ+G7sThdcmbhuqNrXWJvXWLhu6ddanPhuqVsXeG7rWFdxKnhur1yXeG7oXPDoF1yZuG7qeG6q11y4bq9W10vKcWobOG7hV3hu61n4bq7bF1ycDhsZl3huqvhu6tdUuG7k2zhu4VdcmbDtWzhu4VdS+G7tV3huqvDuThdY8OgbOG7hV3huqrhu5Fs4buFXWZvODpd4bqr4bupc11S4buTbOG7hV1yZsO1bOG7hV1CbWw4amJdUnBza+G7n10ucnA5ZyFd4butYV3FqWzhu4Vd4butZ+G6u2xd4bqrw7k4XWPDoGzhu4VdQuG6s2xd4bqrZsO5Ol3hu55mbl1S4buTbOG7hV1yZsO1bOG7hV3EqDhrOGo4XUY4cHBncV1ycG1s4buFXeG6q3Phu5HhuqtdcnA4bGZdanPhuqVsXXJw4bup4bqrXXJn4bq94bufXXLDoWdd4bueZmdqOGJkauG7n2ZnODtdLsOAbGYmXVJGVi9SUlbhu6xMISgv4bufKSjhu59d4bqrajhxcUBb4buf4bqobWJ3WylSZmRtXeG7n2ZubOG7hV3hu61n4bq7bF1yw6FnXeG7rjhxZmds4buFcm1sOl3huqthbOG7hV3hu4XDomxdY+G6vWxdbOG7hWF3XeG6qcOic13huqvhu6s6XWY4Z13FqWzhu4Vd4bqr4burXeG7rWfhurtsXXLhu5Ns4buFXXJmw7Vs4buFXUvhu7VdamFd4bqpYV3EqDhrOGo4XUY4cHBncTpdxals4buFXeG6q+G7q13hu61n4bq7bF3huqvDuThdY8OgbOG7hV1C4bqzbF3huqtmw7ld4butYV3hu49s4buFXUJtbDhqYl1ScHNr4bufOl3FqWzhu4Vd4bqr4burXeG7rWfhurtsXeG6q8O5OF1jw6Bs4buFXeG6quG7kWzhu4VdZm84Ol3huqthbOG7hV3huqk5a11jc+G7k2dd4buhc3fhur1yXWpn4bq/cl3EqWZnXeG6qznhuqtmXeG6qWfhur9yXeG7hWfhu7E4XWY4Z13huqnhurtsXXJwbWzhu4Vd4bqrOeG6q13huqtz4buR4bqrXXJm4bqja11ib114XcSpZ+G6vWxd4bqr4burXXJwZ13huqtzw7VnXeG6q3Vs4buFXWphXXDhurVyXXFocl1xOG07KC/hu58pKOG7n13huqtqOHFxQFvhu5/huqhtYndbKVJmZG1dccO1XWpn4bq/c13huqvDuThd4buCZ+G7rWRSZnBncndEZ+G7hWZyXeG6q+G7j2zhu4Vd4bqpw7VdbOG7hWF3XTEvICBdLnJmZG1d4buFZ8ahXWPDrThd4bufZuG7p+G7lWzhu4UhOl3huqlhXUY4cHBncV1i4bqtbF1ycOG7p+G7l+G6q13hu49s4buFXVJwc2vhu59d4but4buXZ13huqs54bqrZl3huqln4bq/cl3huqtmw6xdID1dcnBtbOG7hV3huqs54bqrXeG6q3Phu5HhuqtdcmbhuqNrXWJvXWLhu6ddanPhuqVsXXJtYWxd4buhc8O14bqrOygv4bufKSjhu59d4bqrajhxcUBb4buf4bqobWJ3WynhuqptbF1xw7VdbGF3XeG7hWfDoGtdcsawXWvFqeG6q10gOjI9XeG6qznhuqtmXWPhurN3XSBdcnPDomw6XWxm4bunbOG7hV3hu63huq1sXeG7n2bDoGxdOWxmXXHhu6ld4bqrw6FsZl1ycDhsZl3hu4XDo3Jd4buFOG1dcnBtbOG7hV3huqtz4buR4bqrXeG6qcOic13huqvhu6tdbOG6o2tdbDh3Oygv4bufKSjhu59d4bqrajhxcUBb4buf4bqobWJ3Wynhuqo54bqrXeG6q2Zzd+G6u2xd4buFZzhd4bqrZm1dcMSDbOG7hV3EqeG6vXJd4buhc8OgXXJm4bqja11ib11i4bunXWpz4bqlbF3huqtuXXJm4buBXcSpZuG7j2zhu4Vd4bufZsOgbF05bGZdY8Oid11jw7ldceG7qV3DuWzhu4VdZuG7kV3huqvDuThd4bqrw7k4XXJwZ11jw7VnXeG7reG7l2ddMF3FqWzhu4Vd4bqr4burXeG7rWfhurtsOygv4bufKSjhu59d4bqrajhxcUBb4buf4bqobWJ3WylScG1s4buFXeG6qznhuqtdxKl5XeG6qcOic13huqvhu6tdMCIgNF3hu61hXTAiMCI6XeG7j2zhu4VdUnBza+G7n11yZuG7p8ahbOG7hV3huqnDrV1jOWxmXeG7hWc5XXJm4bq14bufXWbhu5VsXXFtXeG7reG7l2dd4bqrOeG6q11jw7VnXXJmw7ld4budXWPDoGzhu4VdQuG6s2xd4bqrZsO5XXJwbWzhu4Vd4bqrOeG6q13huqtz4buR4bqrXXJm4bqja11ib11i4bunXWpz4bqlbF1sZuG7p2zhu4VdY8Oqc13huqtuXWthbF1yZuG7gV1mZ+G6v2xdcsO1cl1m4buVbF1sZmfDqnNdxKlmZ13EqeG6vXJd4buhc8OgXeG6qcOic13huqvhu6td4bqrZmhsZl1yZsWp4bqrXWPhu6fhu5vhuqtd4bqr4buPbOG7hV3huqnDtTsoL+G7nyko4bufXeG6q2o4cXFAW+G7n+G6qG1id1spS+G6r+G6q11idV3hu63huqV3Ol1r4buRcl1xw7Vd4bqrZnN34bq7bF3hu4VnOF3huqvDuThd4bqqTExd4butYV1MZOG7r11XbXDEqV1SZ2tkcV3huqtmbV1wxINs4buFXeG6q2ZobGZd4bqpYV1GOHBwZ3Fd4bqrbl1yZuG7gV3huqvhu6Vs4buFXeG6qcOtXWM5bGZd4buFZzldcmbhurXhu59dZuG7lWxdcW1d4but4buXZ11yZuG7qeG6q11y4bq9XXJwbWzhu4Vd4bqrc+G7keG6q13huqnDonNd4bqr4burXWzhuqNrXWw4dzpda+G7kXJd4bufZsOibF1ibV1x4bupXWrhu5dsXWvDoWxmXeG6q8O5OF1sZm5rXWzhu4Xhu6fGoWddw7ls4buFXWbhu5Fd4buPbOG7hV1ScHNr4bufOl1r4buRcl3hu59mw6JsXWzhu7E4XeG6q25dcmbhu4Fd4bqrZmhsZl3huqs54bqrXWbhuqFs4buFXXJm4bqja11ib11i4bunXWpz4bqlbF3huqvhu6Vs4buFXeG7heG6r+G7n13EqWZuXcSpZuG6o2xdcnBtbOG7hV3hu61n4bq/4bqrXWPDrWxmXeG7rcOtXWxmbmtd4bqr4burXXJwZ13DuWzhu4VdZuG7kV3huqlhXUY4cHBncTsoL+G7nyko4bufXeG6q2o4cXFAW+G7n+G6qG1id1spUnBtbOG7hV3huqnDtWdd4bqrw6BsZl3huqtz4buR4bqrXWNzOF3hu61hbV1MZmFdUnDDo2zhu4Vdcmfhur3hu59dcsO64bqrXeKAnOG6qeG6tXJd4bufZuG6s2xdcmbDo2zhu4Vd4bqpw6Fn4oCdOl3huqs54bqrXeG6q2Zn4bq9bF1iw63huqtmXeG6q8O5OF3huqvhu6lzXVLhu5Ns4buFXXJmw7Vs4buFXVJwc2vhu59d4butYV3hu55mbl1S4buTbOG7hV1yZsO1bOG7hV1GOHBwZ3Fd4bqrdWzhu4VdY+G6p3dda8OhbGZd4bqr4buPbOG7hV1yOeG6q13hu63huqVsXWPhu5Fs4buFXXJwOGxmXeG6q+G7qzsoL+G7nyko4bufXeG6q2o4cXFAW+G7n+G6qG1id1spUnBtbOG7hV1yc8OibF3hu6FzODpd4buPbOG7hV1ScHNr4bufXeG7rWFdxals4buFXeG6q+G7q13hu61n4bq7bF1qZ+G6u2xdYjhsZl1ycDhsZl3huqvhu6td4buIO11CO13hu6w4bOG6q2RdY+G6oV3huqtuXeG6q2Zz4buZZ10wIl1mbcOhcl1j4buRbOG7hV3hu63huqVsXWPhu5Fs4buFXXJwOGxmXeG6q+G7qzsoL+G7nyko4bufXeG6q2o4cXFAW+G7n+G6qG1id1sp4busw6pd4bufZsOibF1raWxmOl3huqlhXUY4cHBncV3hu61hXcWpbOG7hV3huqvhu6td4butZ+G6u2xdamfhurtsXWI4bGZdcnA4bGZd4bqr4burXVJna13hu644anpdY+G6oV3huqtuXWPhur1sXTEgXWZtw6FyXWPhu5Fs4buFXeG7reG6pWxdY+G7kWzhu4VdcnA4bGZd4bqr4burXeG7rWFdZsOic11m4bq9cl1jw6pzXWJn4buHbF1wOF1yw6FnXeG6qznhuqtd4bqpOGzhu4Vd4oCc4bqrZmfhur1sXXJw4bunxqFs4buF4oCdOy87KC/hu58pKOG7n13huqtqOHFxQFvhu5/huqhtYndbXXFyd2pkQFtyZHZyLThqZ+G7hWwmXXBn4buFZnI/WykocXJwbWzhu4UpUmZtZF1SUlbhu6xMKC9xcnBtbOG7hSkoL+G7nyk=