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      <title>NEOLIBERALISMO EN COLOMBIA  by </title>
      <link>https://padlet.com/valentinapradam/kjss3ys8kysr</link>
      <description>10-01
Mary Lorena Tique Sanchez- Valentina Prada Martinez </description>
      <language>en-us</language>
      <pubDate>2018-04-07 16:23:18 UTC</pubDate>
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         <title>CONSECUENCIAS....</title>
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         <pubDate>2018-04-07 17:50:49 UTC</pubDate>
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         <title>Personajes </title>
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         <enclosure url="https://educacion.elpensante.com/principales-representantes-del-neoliberalismo/" />
         <pubDate>2018-04-07 17:58:16 UTC</pubDate>
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         <title> CAUSAS... </title>
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         <pubDate>2018-04-07 18:00:44 UTC</pubDate>
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         <title>Las perspectivas y paradigmas desde los cuales puede abordarse el análisis de esta situación son muchos y quien escribe estas lineas desea plantar la casi posibilidad de análisis totalizan tes o integradores de lo ocurrido doce años de después de ver implantado el modelo neo liberal en el país ,si por ellos adoptamos la adopción del consenso de washington   y sus principios la apertura y la importancia del mercado , la mínima intervención posible del estado en la economía y en la máxima libertad  para los agentes económicos.habiendo tenido como fuente de inspiración las teorías intervencionista de ludwig   von hayeck y el monetarismo de  milton   fiedman y la escuela de chicago,sus partidarios implantaron sus reinados coincidiendo en la idea que el keynesianismo es el generador de buena parte ..</title>
         <author>valentinapradam</author>
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         <pubDate>2018-04-07 18:12:40 UTC</pubDate>
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         <title></title>
         <author>valentinapradam</author>
         <link>https://padlet.com/valentinapradam/kjss3ys8kysr/wish/249458637</link>
         <description><![CDATA[<div>El <strong>neoliberalismo</strong> es el nombre con el que llama un modelo económico pero también político, que corresponde a una serie de autores y que está en el siglo XX. Las ideas liberales y las reinterpretadas, allá por la década del 1970 y 1980 en adelante.<br><br></div><div>Las <strong>ideas esenciales del primer liberalismo</strong> aparecieron en fin del siglo XVIII, por parte de John Locke, David Hume y Adam Smith, entre muchos otros. 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&quot;,&quot;width&quot;:274}" 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" 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         <enclosure url="" />
         <pubDate>2018-04-07 19:25:40 UTC</pubDate>
         <guid>https://padlet.com/valentinapradam/kjss3ys8kysr/wish/249458637</guid>
      </item>
   </channel>
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