Miami-Dade vuelve a las urnas un año después del triunfo de Trump en un bastión latino

RED LATINA PERIODICO, RED LATINA STL, TRUMP, ELECCIONES, LATINOS

2025-11-04

A un año de que Donald Trump obtuviera la victoria en las elecciones presidenciales de 2024, el condado de Miami-Dade, en Florida, vuelve a las urnas, esta vez para elegir autoridades locales

Miami-Dade
returns to the polls one year after Trump's triumph in a Latino stronghold<o:p></o:p>

A un año
de que Donald Trump obtuviera la victoria en las elecciones presidenciales de
2024, el condado de Miami-Dade, en Florida, vuelve a las urnas, esta vez para
elegir autoridades locales. Los comicios municipales se desarrollan en ciudades
como Miami, Miami Beach, Surfside, Hialeah y Homestead, donde los ciudadanos
votan por alcaldías, vicealcaldías, concejalías y diversas enmiendas locales.<o:p></o:p>

A year after
Donald Trump won the 2024 presidential election, Miami-Dade County, Florida, is
back at the polls, this time to elect local authorities. Municipal elections
take place in cities such as Miami, Miami Beach, Surfside, Hialeah and
Homestead, where citizens vote for mayors, vice mayors, councilors and various
local amendments.<o:p></o:p>

Miami-Dade,
conocido por su diversidad cultural y su mayoría latina, se ha convertido en un
termómetro político del estado de Florida. En las elecciones presidenciales de
2024, Trump ganó en este condado con un 55,4 % de los votos frente al 43,9 %
obtenido por la demócrata Kamala Harris, marcando un giro histórico en un
territorio que solía ser un bastión demócrata.<o:p></o:p>

Miami-Dade, known
for its cultural diversity and its Latino majority, has become a political
thermometer of the state of Florida. In the 2024 presidential election, Trump
won in this county with 55.4% of the vote against 43.9% obtained by Democrat
Kamala Harris, marking a historic turn in a territory that used to be a
Democratic stronghold.<o:p></o:p>

El voto
latino fue determinante en ese resultado. De acuerdo con datos del censo, cerca
del 70 % de la población de Miami-Dade se identifica como <img 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" style="width: 400px; float: right;" data-filename="Miami-Dade vuelve a las urnas un año después del triunfo de Trump en un bastión latino 2.jpg" class="note-float-right">hispana o latina, un
grupo que en los últimos años ha mostrado un creciente apoyo hacia el Partido
Republicano, impulsado por temas como la economía, la seguridad y la política
hacia América Latina.<o:p></o:p>

The Latino vote
was decisive in that result. According to census data, about 70% of Miami-Dade's
population identifies as Hispanic or Latino, a group that in recent years has
shown growing support for the Republican Party, driven by issues such as the
economy, security and Latin American policy.<o:p></o:p>

Las
elecciones locales de este martes servirán como una prueba del respaldo
político que mantiene Trump y su partido en el sur de Florida, así como de la
capacidad de los demócratas para recuperar terreno en un condado clave de cara
a los próximos comicios estatales y nacionales. <o:p></o:p>

Tuesday's local
elections will serve as a test of the political support that Trump and his
party maintain in South Florida, as well as the ability of Democrats to recover
ground in a key county ahead of the next state and national elections.<o:p></o:p>

10,400

Fans

752

Fans

1755

Fans

818

Fans

Miami-Dade vuelve a las urnas un año después del triunfo de Trump en un bastión latino

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