Turno Libre

MPT llama a los obreros a luchar para transformar la seguridad social

El MPT aboga por transformar el sistema de seguridad social (EDDY VITTINI)

Publicado: 06/09/2019

MPT llama a los obreros a luchar para transformar la seguridad social

<p><img alt="Resultado de imagen para MPT llama a los obreros a luchar para transformar la seguridad social" 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" style="float:right; height:290px; width:290px" />El MPT aboga por transformar el sistema de seguridad social&nbsp;(EDDY VITTINI)</p>

<p>El Movimiento Patria Para Todos (MPT) llam&oacute; a los trabajadores del pa&iacute;s a unirse y luchar contra los deseos de eliminar la cesant&iacute;a, mejorar los salarios y transformar la seguridad social.</p>

<p>En nota de prensa con motivo del D&iacute;a Internacional del Trabajo, la organizaci&oacute;n dice que la seguridad social solo sirve para prestar dinero al gobierno, que las AFPs obtengan grandes beneficios por otro que garantice pensiones a todos los trabajadores y trabajadoras.</p>

<p>&ldquo;Rep&uacute;blica Dominicana est&aacute; entre los pa&iacute;ses del continente latinoamericano con m&aacute;s bajo salario m&iacute;nimo 188 d&oacute;lares, mientras que otros pa&iacute;ses superan los 200 d&oacute;lares y algunos como Guatemala alcanza casi 400 d&oacute;lares y Chile supera esa suma&rdquo;, dice .</p>

<p>Fulgencio Severino, presidente del MPT, dice que el desempleo en el pa&iacute;s es agobiante, por lo que la poblaci&oacute;n en particular, las mujeres y los j&oacute;venes han debido moverse al empleo informal, y lamentablemente este grupo de trabajadores que junto a su familia supera los 4 millones de personas carece de todo tipo de aseguramiento en salud y pensiones.</p>

<p>Agrega que los deseos de determinados sectores asociados al gobierno por eliminar la cesant&iacute;a son inaceptables, pues aumentar&iacute;a el despido y m&aacute;s personas vivir&iacute;an sin empleo formal.</p>

<p>&ldquo;En el MPT consideramos que los partidos tradicionales y los sectores econ&oacute;micos dominantes se asociaron para profundizar los niveles de pobreza de la poblaci&oacute;n dominicana, por lo que urge la m&aacute;s amplia unidad para enfrentar esos males y los planes anti trabajadores que se tejen con la modificaci&oacute;n del c&oacute;digo laboral&rdquo;, precis&oacute;.</p>

<p>Severino plantea que la unidad debe darse para demandar un salario que pueda costear la canasta b&aacute;sica por sectores, ampliar la cobertura de la seguridad social al 100% de la poblaci&oacute;n, garantizar la cobertura completa en las prestaciones de salud y medicamentos.</p>

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