EE.UU. en Vivo: Elecciones Presidenciales de 2024 se Definen en los Estados Clave

red latina stl, red latina periodico, en vivo, elecciones, usa, harris, trump

2024-11-05

Las elecciones presidenciales de Estados Unidos en 2024 se encuentran en una situación crítica, con Donald Trump y Kamala Harris prácticamente empatados en las encuestas nacionales

U.S. Live: 2024
Presidential Election Is Defined in Key States<o:p></o:p> Las elecciones presidenciales de Estados Unidos en
2024 se encuentran en una situación crítica, con Donald Trump y Kamala Harris
prácticamente empatados en las encuestas nacionales. Los últimos datos indican
una ventaja mínima de Trump con el <img 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" data-filename="EE.UU. en Vivo 2.jpg" style="width: 400px; float: right;" class="note-float-right">48.4% de apoyo frente al 48.1% de Harris,
una diferencia que está dentro del margen de error de +/- 3 puntos
porcentuales. Sin embargo, el desenlace se juega en los estados clave del
Colegio Electoral.<o:p></o:p>The 2024 U.S. presidential election is in
a critical situation, with Donald Trump and Kamala Harris virtually tied in
national polls. The latest data indicate a slim lead for Trump with 48.4%
support to Harris' 48.1%, a difference that is within the margin of error of
+/- 3 percentage points. However, the outcome is played out in key Electoral
College states.<o:p></o:p> En estos estados decisivos, Trump mantiene una ligera
ventaja en Arizona, Georgia, Nevada, Pensilvania y Carolina del Norte. Por otro
lado, Harris lidera en Wisconsin y Michigan, pero con márgenes igualmente
estrechos. La proyección del Colegio Electoral actualmente da a Trump 287
votos, superando los 270 necesarios para ganar, frente a los 251 de Harris. Sin
embargo, la situación es tan volátil que cualquier cambio en estos estados
podría alterar drásticamente el resultado final.<o:p></o:p>In these swing states, Trump maintains a
slight lead in Arizona, Georgia, Nevada, Pennsylvania and North Carolina. On
the other hand, Harris leads in Wisconsin and Michigan, but with similarly
narrow margins. The Electoral College projection currently gives Trump 287
votes, surpassing the 270 needed to win, compared to Harris' 251. However, the
situation is so volatile that any changes in these states could drastically
alter the final outcome.<o:p></o:p> Dada la diversidad del sistema electoral de EE.UU., no
se espera que los resultados definitivos se conozcan de inmediato. La
influencia del voto por correo, que suele ser más lento de procesar, podría
retrasar el anuncio de un ganador oficial. Aunque se prevé que para el miércoles
6 de noviembre haya un resultado aproximado, el conteo final podría extenderse
durante varias semanas, manteniendo en suspenso tanto a los candidatos como a
la nación. <o:p></o:p>

Given the diversity of the U.S. electoral
system, the final results are not expected to be known immediately. The
influence of mail-in voting, which is usually slower to process, could delay
the announcement of an official winner. Although an approximate result is
expected by Wednesday, November 6, the final count could extend for several
weeks, keeping both the candidates and the nation in suspense. <o:p></o:p>

10,400

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1755

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EE.UU. en Vivo: Elecciones Presidenciales de 2024 se Definen en los Estados Clave

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