Cierre del Gobierno de EE. UU. genera tensiones en las fuerzas de seguridad y podría afectar a los republicanos

red latina stl, red latina periodico, gobierno, cierre, pagos, republicanos

2025-10-22

El cierre del Gobierno en Estados Unidos está provocando malestar entre los empleados federales, especialmente en las agencias de seguridad, donde solo algunos trabajadores están recibiendo sus salarios

U.S.
government shutdown strains security forces, could hurt Republicans<o:p></o:p>

El cierre
del Gobierno en Estados Unidos está provocando malestar entre los empleados
federales, especialmente en las agencias de seguridad, donde solo algunos trabajadores
están recibiendo sus salarios. La decisión del Gobierno de Trump de pagar
únicamente a los agentes de investigación criminal, como los del FBI, la ATF y
el Servicio Secreto, ha generado descontento entre el personal de apoyo y los
analistas de inteligencia, quienes no recibirán remuneración durante el cierre.<o:p></o:p>

The U.S.
government shutdown is causing unrest among federal employees, especially in
law enforcement agencies, where only some workers are receiving their salaries.
The Trump administration's decision to pay only criminal investigative agents,
such as those from the FBI, ATF and Secret Service, has sparked discontent
among support staff and intelligence analysts, who will not be paid during the
shutdown.<o:p></o:p>

Esta
medida ha sido criticada por funcionarios actuales y anteriores, que aseguran
que la exclusión de parte del personal afecta la moral y el funcionamiento de
las investigaciones. Los analistas y trabajadores de apoyo son considerados
piezas fundamentales para resolver casos y mantener la seguridad nacional, por
lo que su falta de pago podría tener consecuencias negativas en la eficiencia
de las agencias.<o:p></o:p>

This measure has
been criticized by current and former officials, who say that the exclusion of
some staff affects the morale and operation of the investigations. Analysts and
support workers are considered critical pieces in solving cases and maintaining
national security, so their failure to pay could have negative consequences on
the efficiency of agencies.<o:p></o:p>

Además,
las limitaciones presupuestarias impuestas durante el cierre impiden que el FBI
utilice fondos para pagar informantes, viajar o realizar ciertas <img src="data:image/jpeg;base64,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" style="width: 400px; float: right;" data-filename="Cierre del Gobierno de EE. UU. genera tensiones en las fuerzas de seguridad y podría afectar a los republicanos 2.jpg" class="note-float-right">operaciones,
lo que ha paralizado investigaciones importantes. Varios empleados han
expresado su frustración ante la desigualdad en los pagos, señalando que los
incentivos adicionales otorgados a los agentes agravan aún más el descontento
interno.<o:p></o:p>

In addition,
budget constraints imposed during the shutdown prevent the FBI from using funds
to pay informants, travel or conduct certain operations, which has stalled important
investigations. Several employees have expressed frustration at the unequal
pay, noting that the additional incentives given to agents further exacerbate
internal discontent.<o:p></o:p>

Aunque el
FBI aseguró que está buscando alternativas para pagar a todos sus empleados, la
situación ha puesto de relieve las tensiones dentro del gobierno y el impacto
que el cierre tiene en la seguridad nacional. Analistas advierten que este
conflicto podría tener repercusiones políticas, especialmente para los
republicanos, en las próximas elecciones de medio término. <o:p></o:p>

While the FBI
said it is looking for alternatives to pay all its employees, the situation has
highlighted tensions within the government and the impact the shutdown has on
national security. Analysts warn that this conflict could have political
repercussions, especially for Republicans, in the upcoming midterm elections.<o:p></o:p>

10,400

Fans

752

Fans

1755

Fans

818

Fans

Cierre del Gobierno de EE. UU. genera tensiones en las fuerzas de seguridad y podría afectar a los republicanos

Follow Us

Newsletter