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						<Text>esencia de la democracia.</Text>
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						<Text>implica que sus intereses no están siendo adecuadamente </Text>
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						<Text> en las instituciones, 2) Limitaciones de la democracia </Text>
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						<Text>directa en sociedades modernas. Estas premisas tienen como </Text>
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						<Text>objetivo respaldar mi tesis principal y, al hacerlo, romper </Text>
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						<Text>tercera premisa: 3) La importancia del voto como mecanismo </Text>
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						<Text>medulares de la democracia, ofreciendo una visión </Text>
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						<Text>Robert Dahl (1999) aborda dos tipos de igualdad: </Text>
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						<Text>la igualdad intrínseca -o autodeterminación- y el principio </Text>
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						<Text>-o autonomía moral-, </Text>
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						<Text>la primera como la creencia fundamental de que todos los </Text>
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						<Text>seres humanos somos iguales en estado natural, mientras la </Text>
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						<Text>segunda apunta a cierto nivel de caliﬁcación de las personas </Text>
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						<Text>sus propios intereses.</Text>
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						<Text>Por otro lado, Isaiah Berlin (1958) plantea dos </Text>
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						<Text>conceptos de libertad: la positiva y la negativa. La positiva </Text>
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						<Text>se atribuye al ser racional, que se autocontrola con el ﬁn de </Text>
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						<Text>hace libre ya que es ésta la que lo distingue de un animal. </Text>
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						<Text>(Dávila, 2023, p. 191).</Text>
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						<Text>Por consiguiente, la democracia representativa se </Text>
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						<Text>convirtió en una forma viable de representación política en </Text>
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						<Text>nuestros Estados modernos. Permitiendo que los intereses </Text>
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						<Text>de toda la ciudadanía sean efectivamente representados </Text>
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						<Text>a través de sus representantes mediante la agregación de </Text>
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						<Text>preferencias, como se logra mediante el voto, dado que “a </Text>
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						<Text>través del voto la gente puede inﬂuir en lo que pasa en la </Text>
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						<Text>política” (Minguijón, Del-Río y Faci, 2021, p. 6).</Text>
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						<Text>Por este motivo, la agregación reconoce el peso </Text>
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						<Text>del voto de cada individuo y visibiliza la opinión de todos </Text>
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						<Text>los ciudadanos respetando así la diversidad de opiniones. </Text>
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						<Text>opiniones de las minorías en la toma de decisiones de la </Text>
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						<Text>preferencias es el respeto de las opiniones individuales </Text>
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						<Text>como “poseedores de dignidad </Text>
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						<Text>” (p. 23). Mientras </Text>
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						<Text>comunidad, es decir, decidir colectivamente </Text>
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						<Text>las opiniones de Madison y Siéyès quienes hablan a favor </Text>
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						<Text>de la elección en la conﬁguración de la legitimidad </Text>
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						<Text>democrática. (Marshall, 2017, p. 280)</Text>
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						<Text> y las decisiones tomadas en su nombre.</Text>
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						<Text> que les conﬁó su respaldo electoral. En este </Text>
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						<Text>sentido, el proceso de construcción de una carrera política </Text>
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						<Text>responsabilidad o la progresión en la jerarquía política.</Text>
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						<Text>su capacidad para abordar los intereses y problemas de la </Text>
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						<Text>su papel en el proceso democrático.</Text>
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						<Text>, el voto potencia la representación efectiva y asegura </Text>
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						<Text>los derechos ciudadanos para expresar a través de su voto </Text>
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						<Text>decisiones de quienes nos representan y para asegurar </Text>
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						<Text>. Por otro lado, la representación efectiva implica que </Text>
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						<Text>que: la representación política </Text>
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						<Text>desvela que el voto, si bien es un mecanismo crucial para la </Text>
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						<Text>participación ciudadana y la vigilancia de los representantes, </Text>
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						<Text>sus promesas. Comprometiendo, por consiguiente, </Text>
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						<Text>la representación efectiva de los intereses de los </Text>
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						<Text>, la representación política </Text>
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						<Text>heterogéneo de las diversas demandas de la ciudadanía, </Text>
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						<Text>toma de decisiones sobre asuntos comunes. Además, este </Text>
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						<Text>representación directa, donde el enfoque predominante </Text>
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						<Text>en las aclamaciones de la mayoría podría marginar </Text>
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						<Text>inadvertidamente las voces de aquellos que solo pueden </Text>
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						<Text>susurrar sus opiniones.</Text>
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						<Text>Por consiguiente, aunque no es perfecta, la </Text>
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						<Text>representación política sigue siendo un mecanismo </Text>
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						<Text>sus representantes, así como para preservar los principios </Text>
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						<Text>democráticos en la dinámica política.</Text>
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