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La nueva mayoría congresal y su impacto en la aprobación de leyes y reformas constitucionales. Un ejercicio extremo

dc.contributorHernández, María del Pilares_MX
dc.contributorPérez Gutiérrez, Francisco Javieres_MX
dc.date.accessioned2018-08-13T21:43:45Z
dc.date.available2018-08-13T21:43:45Z
dc.date.issued2018-08-13es_MX
dc.identifier.urihttp://ru.juridicas.unam.mx:80/xmlui/handle/123456789/2189
dc.description<p>&nbsp;</p><p>En otra colaboraci&oacute;n hemos expuesto los resultados de la elecci&oacute;n 2018 en la integraci&oacute;n del Congreso de la Uni&oacute;n: el impacto no es menor, irradia a la vida congresual y, en particular, a las minor&iacute;as legislativas, al caso tanto en la aprobaci&oacute;n de las leyes ordinarias, como de las reformas constitucionales, tornando a la actual mayor&iacute;a de Morena en una verdadera aplanadora.</p><p>Realicemos un ejercicio extremo, pero apegad&iacute;simos a las reglas que marcan tanto la CPEUM, como los Reglamentos Interiores de cada una de las colegisladoras.</p><p>La regla de aprobaci&oacute;n de leyes y normas constitucionales prescribe que, con base en el qu&oacute;rum de asistencia previsto en el art&iacute;culo 63 de la CPEUM tasado en la mayor&iacute;a absoluta del total de sus miembros, n&uacute;mero necesario para declarar v&aacute;lidamente abiertas las sesiones, se determina un qu&oacute;rum de validez en la adopci&oacute;n de las resoluciones que, nuevamente, se marca en una mayor&iacute;a absoluta sobre el qu&oacute;rum de asistencia; en el caso de las reformas y adiciones constitucionales es el a. 135 de la propia Constituci&oacute;n Nacional el que exige un qu&oacute;rum de votaci&oacute;n, siempre sobre el v&aacute;lido de asistencia, de 2/3as partes, estos, mayor&iacute;a calificada, de los legisladores presentes.</p><p>Vayamos a los n&uacute;meros. La mayor&iacute;a absoluta de los miembros de la C&aacute;mara de Diputados, en la l&oacute;gica del referido precepto es, como m&iacute;nimo, de 251; en el caso del Senado, trabajando tambi&eacute;n con la cifra l&iacute;mite, de 65; entonces, en este supuesto extremo, para aprobar leyes se requerir&iacute;a de 126 votos en la C&aacute;mara de Diputados y en la de Senadores de 33 votos. &nbsp;</p><p>&nbsp;</p><p><img style="display: block; margin-left: auto; margin-right: auto;" title="resultadospartido.png" 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" alt="" width="500" height="296" />&nbsp;</p><p>Conforme a los esca&ntilde;os y curules obtenidos, como es f&aacute;cil apreciar, MORENA por s&iacute; mismo podr&iacute;a aprobar las leyes ordinarias en ambas C&aacute;maras sin ning&uacute;n problema.&nbsp;</p><p>Para la reforma constitucional, conforme al art&iacute;culo 135 de la CPEUM que se tasa sobre el qu&oacute;rum de apertura de sesiones, mayor&iacute;a absoluta, se exige una votaci&oacute;n de 2/3as partes; nuevamente hagamos los c&aacute;lculos.</p><p>En la C&aacute;mara de Diputados requerir&iacute;a de 168 votos en favor, en la de Senadores de 44, a estas aprobaciones se suma la respectiva de la mayor&iacute;a de las legislaturas de las entidades federativas; bajo la l&oacute;gica que MORENA tiene mayor&iacute;a de legisladores en 20 Congresos Estatales y que se requieren 17 para la aprobaci&oacute;n de las reformas, es f&aacute;cil colegir que tampoco tiene problema para su aprobaci&oacute;n reformas y adiciones a la Constituci&oacute;n Nacional.&nbsp;</p><p>Propuesta: Desde siempre hemos considerado que una forma de dar mayor grado de legitimidad procedimental a la sanci&oacute;n de las normas ordinarias y constitucionales es determinar el qu&oacute;rum de asistencia en cada una de las C&aacute;maras, apretura v&aacute;lida de las sesiones, en 2/3as partes del total de los integrantes. La medida no es balad&iacute;, como en la colaboraci&oacute;n anterior, es menester el replanteamiento de la organizaci&oacute;n y funcionamiento del Congreso General con la finalidad de establecer la racionalidad en su labor.</p><p>Corolario: El ejercicio, como lo anunciamos, es por dem&aacute;s extremo, pero el alud de reformas legales y constitucionales que se pretenden ameritan la reflexi&oacute;n en torno a las mayor&iacute;as avasalladoras y a las minor&iacute;as &ldquo;responsables&rdquo; y, desde luego, los instrumentos jur&iacute;dicos necesarios para su defensa. MORENA tiene un gran compromiso de cara a la consistencia de su discurso que, el &aacute;mbito del quehacer Congresual, se convierte en un imperativo.&nbsp;</p><p style="text-align: right;">*Mar&iacute;a del Pilar Hern&aacute;ndez es&nbsp;Investigadora titular C, definitiva de tiempo completo, Instituto de Investigaciones Jur&iacute;dicas de la UNAM.</p><p style="text-align: right;">*Francisco Javier P&eacute;rez Guti&eacute;rrez es estudiante del octavo semestre, Escuela Libre de Derecho de Sinaloa, Becario del XXVIII Verano de la Investigaci&oacute;n Cient&iacute;fica.&nbsp;</p><p>&nbsp;</p>es_MX
dc.formatimage/jpeges_MX
dc.language.isoeses_MX
dc.publisherUniversidad Nacional Autónoma de México. Instituto de Investigaciones Jurídicases_MX
dc.subjectDiputaciones federaleses_MX
dc.subjectSenaduríases_MX
dc.titleLa nueva mayoría congresal y su impacto en la aprobación de leyes y reformas constitucionales. Un ejercicio extremoes_MX
dc.typeWorking Paperes_MX


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