Trump busca eliminar ciudadanía por nacimiento: alarma entre familias inmigrantes

red latina stl, red latina periodico, trump, nacimiento,

2025-05-15

El expresidente Donald Trump insiste en poner fin al derecho a la ciudadanía por nacimiento en Estados Unidos, una práctica garantizada por la 14.ª Enmienda desde hace casi 160 años

Trump
Seeks to Eliminate Birthright Citizenship: Alarm Among Immigrant Families<o:p></o:p>

El
expresidente Donald Trump insiste en poner fin al derecho a la ciudadanía por
nacimiento en Estados Unidos, una práctica garantizada por la 14.ª Enmienda
desde hace casi 160 años. Desde el primer día de su mandato, firmó un decreto
para limitar este derecho, lo que ha desencadenado una batalla legal que ahora
llega a la Corte Suprema. Si logra implementar su propuesta, el impacto sería
devastador para miles de familias inmigrantes que esperan hijos en suelo
estadounidense.<o:p></o:p>

Former President
Donald Trump insists on ending the right to birthright citizenship in the
United States, a practice guaranteed by the 14th Amendment for nearly 160 years.
From the first day of his term, he signed a decree to limit this right, which
has triggered a legal battle that now reaches the Supreme Court. If he succeeds
in implementing his proposal, the impact would be devastating for thousands of
immigrant families expecting children on U.S. soil.<o:p></o:p>

Según
datos del Centro Nacional de Estadísticas de Salud (NCHS), entre 2013 y 2024,
nacieron en promedio 860.000 bebés al año de madres extranjeras. Aunque los
nacimientos totales han disminuido, la caída fue más leve entre las madres
nacidas en el extranjero, lo que refleja la magnitud de la comunidad que podría
verse afectada. Solo en 2023, el 86% de los niños en familias inmigrantes
nacieron en EE.UU., según el Instituto de Política Migratoria.<o:p></o:p>

According to data
from the National Center for Health Statistics (NCHS), between 2013 and 2024,
an average of 860,000 babies were born each year to foreign mothers. Although
total births have declined, the drop was milder among foreign-born mothers,
reflecting the magnitude of the community that could be affected. In 2023
alone, 86% of children in immigrant families were born in the U.S., according
to the Migration Policy Institute.<o:p></o:p>

Madres
como Mónica, una doctora venezolana con Estatus de Protección Temporal que
espera un hijo en Carolina del Sur, viven con temor e incertidumbre. No sabe si
su hijo podrá obtener la ciudadanía al nacer, ni si será considerado apátrida. <o:p></o:p>

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" style="width: 400px; float: left;" data-filename="Trump busca eliminar ciudadanía por nacimiento 2.jpg" class="note-float-left">Mothers like
Monica, a Venezuelan doctor with Temporary Protected Status who is expecting a
child in South Carolina, live in fear and uncertainty. You don't know if your
child will be able to obtain citizenship at birth, or if he or she will be
considered stateless. <o:p></o:p>

Más de 20
estados, en su mayoría demócratas, han demandado al Gobierno argumentando que
el presidente no puede revocar una enmienda constitucional por decreto. Si el
decreto entra en vigor, se estima que 150.000 niños por año ya no calificarían
para la ciudadanía. Esto los dejaría sin acceso a educación pública, servicios
de salud ni derechos cívicos básicos, y los convertiría en personas vulnerables
a la deportación, incluso sin otro país que los reconozca como ciudadanos.<o:p></o:p>

More than 20
states, mostly Democratic, have sued the government arguing that the president
cannot revoke a constitutional amendment by decree. If the decree goes into
effect, an estimated 150,000 children per year would no longer qualify for
citizenship. This would leave them without access to public education, health
services, or basic civic rights, and make them vulnerable to deportation, even
without another country recognizing them as citizens.<o:p></o:p>

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Trump busca eliminar ciudadanía por nacimiento: alarma entre familias inmigrantes

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