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<p>Compara los sistemas económicos actuales (capitalista, socialista y el de economía mixta) desde ámbitos como: la propiedad, el consumo de los recursos, la planificación y el control del Estado</p><p><img src="data:image/jpeg;base64,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" alt="Capitalismo o socialismo? - YouTube"></p>
Motivación
<p>Analizar videos y prepararse para participar en el conversatorio.</p><p><iframe width="500" height="281" src="//www.youtube.com/embed/d-0qByqUfgg" frameborder="0" allowfullscreen=""></iframe><br></p><p><iframe width="500" height="281" src="//www.youtube.com/embed/SVKo4GHCFl4" frameborder="0" allowfullscreen=""></iframe><br></p>
Explicación
<p>Para reforzar lo visto en el video, analizaran la información que se presenta a continuación y se preparan para exponerla en un conversatorio.</p><p><a href="/web/uploads/561/747f1dbc2f-liberalismo-clasico.pdf">747f1dbc2f-liberalismo-clasico.pdf</a><br></p><p><a href="/web/uploads/561/2723a585ab-el-neoliberalismo.pdf">2723a585ab-el-neoliberalismo.pdf</a><br></p><p><img 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" alt="Neoliberalismo: definición, ventajas y características"></p>
Ejercicios
<p>En la plataforma de la institución encontraran la actividad a realizar.</p><p><img 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" alt="Neoliberalismo | A PROPÓSITO DE SMITH"></p>
Evidencia
Evaluación
<p>La evaluación es integral, sé tendrán encuenta todos los momentos de la clase, la puntualidad, participación, presentación de las actividades.</p><p><img 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" alt="El neoliberalismo no ha muerto"></p>
Bibliografía
<p><a href="https://concepto.de/capitalismo-y-socialismo/">https://concepto.de/capitalismo-y-socialismo/</a></p><p><a href="https://www.caracteristicas.co/socialismo-y-capitalismo/">https://www.caracteristicas.co/socialismo-y-capita...</a><span class="redactor-invisible-space"><br></span></p><p><span class="redactor-invisible-space"><a href="https://digitum.um.es/digitum/bitstream/10201/51201/1/Capitalismo,%20neoliberalismo%20y%20pol%c3%adtica%20econ%c3%b3mica.pdf">https://digitum.um.es/digitum/bitstream/10201/5120...</a><span class="redactor-invisible-space"><br></span></span></p><p><a href="https://revistas.usfq.edu.ec/index.php/polemika/article/view/362/481">https://revistas.usfq.edu.ec/index.php/polemika/ar...</a><br></p><p><br></p><p><span class="redactor-invisible-space"><span class="redactor-invisible-space"></span></span></p><p><img 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" alt="Qué es la izquierda neoliberal? | Blog | teleSUR"></p>
Foro
<p>Se preparan para el foro mostrando las evidencias de las actividades realizadas anteriormente</p><p><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcS2ubUeAijG-lK5V-iB8EAuMn0aZdn2TgDVWg&usqp=CAU" alt="La crisis del neoliberalismo – Proclama del Cauca"></p>
calificable?
Activo
Actualizar