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CLEI I
CLEI II
CLEI III
CLEI IV
CLEI V
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Tema
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Propósito
<p>Caracterizar a los personajes de los cuentos a través de descripciones físicas y morales.</p>
Motivación
<p>Dibuja al personaje que se describe a continuación: <v:shapetype> <v:stroke> <v:formulas> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> <v:f> </v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas> <v:path> <o:lock> </o:lock></v:path></v:stroke></v:shapetype><v:shape> <v:imagedata></v:imagedata></v:shape></p><p><img src="data:image/png;base64,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" alt=""></p>
Explicación
<h2><strong>Características de los personajes</strong></h2> <p>Las características de los personajes como elementos de un relato o narración pueden ser resumidas de la siguiente manera:</p> <ul> <li>Los personajes pueden ser ficticios o basados en sujetos reales.</li> <li>Además de los seres humanos, cualquier elemento puede ser un personaje siempre que esté "personificado", es decir, que se le atribuyan cualidades de un ser racional: animales, cosas, seres sobrenaturales y fantásticos.</li> <li>Todos los personajes están dotados de rasgos físicos (visibles o sonoros) y psicológicos, los cuales varían en grado de complejidad según su importancia.</li> <li>Los personajes se expresan a través de la voz y/o de sus acciones.</li> <li>La acción de los personajes modifica el relato.</li> <li>En la literatura, los personajes actúan como paradigmas ideológicos enfrentados en la ficción.</li> </ul> <h3><strong>Personajes principales</strong></h3> <p>Los personajes principales son aquellos en los que se centra la trama de la historia, ya que conducen y dominan el relato. Estos se dividen en protagonistas y antagonistas. En términos generales, los personajes principales deben transitar de una situación “A” a una situación “B”.</p> <ul> <li><strong>Protagonista:</strong> el protagonista es aquel personaje en el que se centra el argumento principal, es decir, el que organiza y moviliza todo el relato. Puede ser un héroe o un antihéroe. También puede haber más de un protagonista, en cuyo caso se habla de <strong>co-protagonista</strong>. Un ejemplo es el príncipe Hamlet, en la obra <em>Hamlet, príncipe de Dinamarca </em>de William Shakespeare.</li> <li><strong>Antagonista:</strong> el antagonista tiene por función oponerse al tránsito o al plan del protagonista o los protagonistas. De esta manera, crea mayor tensión dramática en torno al conflicto principal. Un ejemplo de antagonista es Claudio, hermano del rey Hamlet, al que asesina para hacerse del trono, en la obra <em>Hamlet, príncipe de Dinamarca </em>de William Shakespeare.</li></ul>
Ejercicios
<p>Lee las páginas 78 y 80 del libro Manual 4.</p><p>Realiza las actividades propuestas en las página 79 y 81 del libro Manual 4.</p>
Evidencia
Evaluación
<p>Socializa el punto n. 4 de la página 81 del libro Manual 4.</p>
Bibliografía
Foro
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