Trump reconoce que la Constitución le impide buscar un tercer mandato presidencial

red latina stl, red latina periodico, trump, presidencia, mandato

2025-10-29

El presidente de Estados Unidos, Donald Trump, reconoció este miércoles que la Constitución estadounidense no le permite postularse para un tercer mandato, luego de varios días de especulaciones alimentadas por algunos de sus aliados políticos.

Trump
acknowledges that the Constitution prevents him from seeking a third
presidential term<o:p></o:p>

El presidente de Estados
Unidos, Donald Trump, reconoció este miércoles que la Constitución
estadounidense no le permite postularse para un tercer mandato, luego de varios
días de especulaciones alimentadas por algunos de sus aliados políticos.
Durante un vuelo hacia Corea del Sur a bordo del Air Force One, Trump señaló
que, aunque mantiene altos niveles de aprobación, “según lo que he leído,
supongo que no puedo postularme, así que ya veremos qué pasa”.<o:p></o:p>

U.S. President
Donald Trump acknowledged Wednesday that the U.S. Constitution does not allow
him to run for a third term, after several days of speculation fueled by some
of his political allies. During a flight to South Korea aboard Air Force One,
Trump said that while he maintains high approval ratings, "based on what
I've read, I guess I can't run, so we'll see what happens."<o:p></o:p>

Las declaraciones del
mandatario llegan tras comentarios del presidente de la Cámara de
Representantes, Mike Johnson, quien aseguró que había conversado con Trump
sobre el tema y que no existe ninguna posibilidad de modificar la Constitución
a tiempo para permitirle una nueva candidatura. “El presidente lo sabe, y hemos
hablado de ello. Hay limitaciones constitucionales, por mucho que muchos
estadounidenses lo lamenten”, afirmó Johnson.<o:p></o:p>

The president's
statements come after comments by House Speaker Mike Johnson, who said that he
had spoken with Trump on the issue and that there is no possibility of amending
the Constitution in time to allow him a new candidacy. "The president
knows this, and we have talked about it. There are constitutional limitations,
as much as many Americans regret it," Johnson said.<o:p></o:p>

Trump, conocido por sus
declaraciones provocadoras, ha bromeado en distintas ocasiones sobre
presentarse nuevamente, e incluso se han visto gorras con el lema “Trump 2028”
cerca de la Oficina Oval. La polémica resurgió luego de que Steve Bannon,
exasesor y seguidor del movimiento MAGA, dijera <img 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" style="width: 400px; float: right;" data-filename="Trump reconoce que la Constitución le impide buscar un tercer mandato presidencial 2.jpg" class="note-float-right">en una entrevista que “hay un
plan” para que Trump se postule a un tercer mandato, aunque sus comentarios
fueron interpretados como un intento de atraer atención mediática.<o:p></o:p>

Trump, known for
his provocative statements, has joked on several occasions about running again,
and even "Trump 2028" hats have been seen near the Oval Office. The
controversy resurfaced after Steve Bannon, a former adviser and supporter of
the MAGA movement, said in an interview that "there is a plan" for
Trump to run for a third term, although his comments were interpreted as an
attempt to attract media attention.<o:p></o:p>

El presidente también
rechazó la posibilidad de eludir las restricciones constitucionales
postulándose como vicepresidente de otro candidato. “Creo que a la gente no le
gustaría porque es demasiado astuto. No estaría bien”, afirmó. Con estas
declaraciones, Trump pareció poner fin —al menos por ahora— a las
especulaciones sobre su posible regreso a la Casa Blanca más allá de lo
permitido por la ley. <o:p></o:p>

<span lang="EN-US" style="font-size:11.0pt;line-height:107%;font-family:
"Arial",sans-serif;mso-fareast-font-family:Calibri;mso-fareast-theme-font:minor-latin;
color:#4472C4;mso-themecolor:accent1;mso-ansi-language:EN-US;mso-fareast-language:
EN-US;mso-bidi-language:AR-SA">The president also rejected the possibility of
circumventing constitutional restrictions by running as vice president of
another candidate. "I think people wouldn't like it because he's too
clever. It wouldn't be right," he said. With these statements, Trump
seemed to put an end — at least for now — to speculation about his possible
return to the White House beyond what is allowed by law

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Trump reconoce que la Constitución le impide buscar un tercer mandato presidencial

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