Trump despliega agentes federales y Guardia Nacional en Memphis y Portland

red latina stl, red latina periodico, portland, trump, guardia

2025-10-02

Las autoridades federales intensificaron los operativos en Memphis, Tennessee, tras la llegada de agentes federales y miembros de la Guardia Nacional enviados por orden del presidente Donald Trump

Trump
deploys federal agents and National Guard in Memphis and Portland<o:p></o:p>

Las
autoridades federales intensificaron los operativos en Memphis, Tennessee, tras
la llegada de agentes federales y miembros de la Guardia Nacional enviados por
orden del presidente Donald Trump. Según el Departamento de Justicia, se
estableció un centro de operaciones conjuntas que ya ha realizado decenas de
arrestos y decomisos de armas en la ciudad. La medida forma parte de un plan
más amplio que incluye a otras ciudades como Washington, Los Ángeles, Chicago y
Portland.<o:p></o:p>

Federal
authorities stepped up operations in Memphis, Tennessee, following the arrival
of federal agents and National Guard members sent on the orders of President
Donald Trump. According to the Justice Department, a joint operations center
has been established that has already made dozens of arrests and weapons
seizures in the city. The move is part of a broader plan that includes other
cities such as Washington, Los Angeles, Chicago and Portland.<o:p></o:p>

En
Memphis, el alcalde Paul Young reconoció que la ciudad ha registrado una disminución
del crimen en los últimos meses, pero afirmó que espera colaboración entre las
fuerzas federales y la policía local. El gobernador republicano Bill Lee
también aclaró que no prevé un despliegue masivo y que los militares no estarán
armados ni harán arrestos salvo que las autoridades locales lo soliciten.<o:p></o:p>

In Memphis, Mayor
Paul Young acknowledged that the city has seen a decrease in crime in recent
months, but said he expects collaboration between federal forces and local
police. Republican Gov. Bill Lee also clarified that he does not foresee a mass
deployment and that the military will not be armed or make arrests unless
requested by local authorities.<o:p></o:p>

La
situación en Portland, en cambio, ha generado un fuerte enfrentamiento
político. La gobernadora demócrata Tina Kotek denunció que la decisión de Trump
de federalizar a la Guardia Nacional es “ilegal e injustificada” y presentó una
demanda contra el Gobierno federal. Kotek sostiene que la <img 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" style="width: 400px; float: left;" data-filename="Trump despliega agentes federales y Guardia Nacional en Memphis y Portland 2.jpg" class="note-float-left">presencia de
militares en la ciudad no responde a una amenaza real de seguridad, sino a un
intento de normalizar el uso de fuerzas armadas en asuntos de orden interno.<o:p></o:p>

The situation in
Portland, on the other hand, has generated a strong political confrontation.
Democratic Gov. Tina Kotek denounced Trump's decision to federalize the
National Guard as "illegal and unjustified" and filed a lawsuit
against the federal government. Kotek argues that the presence of the military
in the city does not respond to a real security threat, but to an attempt to
normalize the use of armed forces in internal affairs.<o:p></o:p>

Mientras
algunos residentes de Memphis consideran positiva la llegada de refuerzos,
organizaciones civiles y opositores critican que los recursos federales
deberían destinarse a educación, prevención del crimen y programas sociales. En
Portland, las tensiones se mantienen altas con protestas en instalaciones de
inmigración, en un contexto donde el presidente insiste en que la ciudad es
ejemplo de “caos” y justifica así su estrategia de saturación policial y
militar. <o:p></o:p>

While some
Memphis residents consider the arrival of reinforcements positive, civil
organizations and opponents criticize that federal resources should be
allocated to education, crime prevention and social programs. In Portland,
tensions remain high with protests at immigration facilities, in a context
where the president insists that the city is an example of "chaos"
and thus justifies his strategy of police and military saturation.<o:p></o:p>

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Trump despliega agentes federales y Guardia Nacional en Memphis y Portland

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