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Propósito
<p>GUIA 1 SEGUNDO PERÍODO</p><p>Interpretar muestras de la novela histórica y sus características. </p>
Motivación
<p><img src="/web/uploads/6918/d33f8f7436-portadas-novelas-historicas.jpg"><br></p><p>1. Consulte sobre alguna de estas obras históricas colombianas y preséntela ante el grupo mediante un afiche elaborado en CANVA.</p><p>2. Realice una breve presentación sobre Datos Biográficos del Autor escogido.</p><p>a) NOMBRES Y APELLIDOS</p><p>b) ( - ) : Lugar y año de nacimiento y muerte.</p><p>c) ÉPOCA y Movimiento Literario al que perteneció.</p><p>d) OBRAS.</p><p>2. Observe el video de la obra " LA VORÁGINE", tome nota en su cuaderno y comente en clase sobre el aspecto(s) que más le llamaron la atención.</p><p><a href="https://www.audible.es/pd/La-Voragine-Audiolibro/B07YXTL6X3">https://www.audible.es/pd/La-Voragine-Audiolibro/B...</a><br></p><p><a href="/web/uploads/6918/76dbea132f-la-voragine.jpg"></a></p>
Explicación
<p><img src="/web/uploads/6918/ac0a78b2d5-concepto-novela-historica.jpg" width="716" height="401" style="width: 716px; height: 401px;"><br></p><p><img src="/web/uploads/6918/b7b35b5322-tipos-de-narradores.jpg"><br></p><p><img src="/web/uploads/6918/b0a6e818ad-espacio-novela.jpg"><br></p><p><img src="/web/uploads/6918/29ab25c874-prologo-la-voragine.jpg"></p><p><img src="/web/uploads/6918/09928de267-epilogo.jpg"><br><br></p><p>Observe y explique qué relación encuentra entre los dos textos anteriores: EL PRÓLOGO y EL EPÍLOGO.</p><p>Defina: PARATEXTOS y explique con sus propias palabras qué importancia representan para esta obra.</p><p>Dibuje el Mapa de Colombia y ubique en él la Selva Amazónica.</p><p><br></p><p><br></p>
Ejercicios
<p><img src="/web/uploads/6918/4101700014-mapa-2-la-voragine.jpg"></p><p><img src="/web/uploads/6918/1f0f20c9cf-ruta-2-lavoragine.jpg"><br></p><p>1. Lea detenidamente el siguiente fragmento y resuelva las preguntas atendiendo a la estructura del</p><p>análisis de una obra. <b>TIPOS DE NARRADORES y ESPACIO.</b></p><p><img src="/web/uploads/6918/0efd7e31bd-descripcion-de-la-selva.jpg"><br></p><p><b></b><a href="https://cabodehornos.activo.mx/t21-fragmento-la-voragine-jose-eustasio-rivera#21"><b>Fragmento La Vorágine-José Eustasio Rivera</b></a><b></b> <a href="https://cabodehornos.activo.mx/t21-fragmento-la-voragine-jose-eustasio-rivera"><b></b></a><b><a href="https://cabodehornos.activo.mx/t21-fragmento-la-voragine-jose-eustasio-rivera">https://cabodehornos.activo.mx/t21-fragmento-la-vo...</a></b><br><b></b></p><p>2. Identifique las 3 partes en que se divide la Novela y realice una lectura de la PRIMERA PARTE indicando: Narrador, Espacio, Tiempo, Situaciones o Conflictos escribiendo ejemplos extraídos de la obra " ubicando la parte y página en que lo encontró.</p><p>3. Realice un lexicón o Diccionario con palabras relacionadas con la obra ( que tengan que ver con el ASUNTO o TEMA de la misma).</p><p>4. PLENARIA sobre el análisis de la obra " LA VORÁGINE". </p>
Evidencia
Evaluación
<p>30 % Puntualidad y asistencia a las clases VIRTUALES utilizando los recursos dispuestos para este fin:</p><p>WhatsApp, Meet, Plataforma SINAPSIS y Plataforma COLEGIOS ONLINE.</p><p>30 % Participación en las clases.</p><p>40 % Entrega oportuna de los TALLERES, GUÍAS Y CONSULTAS programadas.</p>
Bibliografía
<p><img src="data:image/png;base64,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" alt="" "=""></p><p><a href="https://es.wikipedia.org/wiki/Novela_hist%C3%B3rica">https://es.wikipedia.org/wiki/Novela_hist%C3%B3rica</a><br></p><p><a href="https://es.wikipedia.org/wiki/Novela_hist%C3%B3rica"></a><span class="redactor-invisible-space"><a href="https://revistas.unal.edu.co/index.php/historelo/article/view/51782">https://revistas.unal.edu.co/index.php/historelo/article/view/51782</a><span class="redactor-invisible-space"></span></span></p><p><span class="redactor-invisible-space"><a href="https://www.uninorte.edu.co/web/huellas/novela-historica">https://www.uninorte.edu.co/web/huellas/novela-historica</a></span></p><p><br></p>
Foro
calificable?
Activo
Actualizar