tag:blogger.com,1999:blog-6545906621955253812024-02-19T07:15:36.949-08:00Por el olivar venían.Blog para los alumnos de Lengua castellana del I.E.S. Nicolás SalmerónLuisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.comBlogger50125tag:blogger.com,1999:blog-654590662195525381.post-37948455007511922002020-03-18T05:21:00.003-07:002020-03-18T05:22:04.488-07:00Coplas de Jorge Manrique<br />
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<b>Mirad esta presentación de diapositivas sobre Jorge Manrique</b><br />
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<a href="https://www.slideshare.net/3diver/coplas-a-la-muerte-de-su-padre-jorge-manrique">https://www.slideshare.net/3diver/coplas-a-la-muerte-de-su-padre-jorge-manrique</a><br />
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<b>Copiad en el cuaderno los siguientes versos que forman una copla de pie quebrado:</b><br />
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<ul>
<li><i>¿Cuánto mide cada uno de ellos? Tened en cuenta que hay versos que terminan en palabra aguda y hay que sumarle una sílaba.</i></li>
<li><i>¿De qué tipo es la rima: asonante o consonante?</i></li>
<li><i>¿En qué versos coincide la rima?</i></li>
</ul>
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<span style="background-color: #d7ffe4; color: blue; font-family: "times new roman" , "times" , serif; white-space: nowrap;">Recuerde el alma dormida,</span><br />
<span style="background-color: #d7ffe4; color: blue; font-family: "times new roman" , "times" , serif; white-space: nowrap;">avive el seso y despierte</span><br />
<span style="background-color: #d7ffe4; color: blue; font-family: "times new roman" , "times" , serif; white-space: nowrap;">contemplando</span><br />
<span style="background-color: #d7ffe4; color: blue; font-family: "times new roman" , "times" , serif; white-space: nowrap;">cómo se pasa la vida,</span><br />
<span style="background-color: #d7ffe4; color: blue; font-family: "times new roman" , "times" , serif; white-space: nowrap;">cómo se viene la muerte</span><br />
<span style="background-color: #d7ffe4; color: blue; font-family: "times new roman" , "times" , serif; white-space: nowrap;">tan callando;</span><br />
<span style="background-color: #d7ffe4; color: blue; font-family: "times new roman" , "times" , serif; white-space: nowrap;">cuán presto se va el placer;</span><br />
<span style="background-color: #d7ffe4; color: blue; font-family: "times new roman" , "times" , serif; white-space: nowrap;">cómo después de acordado</span><br />
<span style="background-color: #d7ffe4; color: blue; font-family: "times new roman" , "times" , serif; white-space: nowrap;">da dolor;</span><br />
<span style="background-color: #d7ffe4; color: blue; font-family: "times new roman" , "times" , serif; white-space: nowrap;">cómo a nuestro parecer</span><br />
<span style="background-color: #d7ffe4; color: blue; font-family: "times new roman" , "times" , serif; white-space: nowrap;">cualquiera tiempo pasado</span><br />
<span style="background-color: #d7ffe4; color: blue; font-family: "times new roman" , "times" , serif; white-space: nowrap;">fue mejor. </span><br />
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<span style="color: blue; font-family: "times new roman" , "times" , serif;"><span style="white-space: nowrap;"><br /></span></span></div>
Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0tag:blogger.com,1999:blog-654590662195525381.post-32751447667530509482020-03-16T09:39:00.002-07:002020-03-16T09:44:56.676-07:00TEMA 8: Melibeo soy<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzqwdfdjK_IpAnKBC4woKOb7EMUNc-izPU0Jr9a33oQxngQ9pAbtfoZ0rycLrn0juZUOn1C6z16eWeAZtQ9dWa-MseuVW19EYmx9Q6Z6IsSmzoXJ5C431U0Zev3gjbKj4Zd2Z7QnkcuIbS/s1600/celestina.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="168" data-original-width="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzqwdfdjK_IpAnKBC4woKOb7EMUNc-izPU0Jr9a33oQxngQ9pAbtfoZ0rycLrn0juZUOn1C6z16eWeAZtQ9dWa-MseuVW19EYmx9Q6Z6IsSmzoXJ5C431U0Zev3gjbKj4Zd2Z7QnkcuIbS/s1600/celestina.jpg" /></a></div>
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<b><span style="color: red;">Durante estos días sin clase vamos a utilizar este blog para comunicarnos. Me gustaría que me dejarais algún comentario en esta misma entrada, más abajo, para que yo pueda comprobar que estáis recibiendo con normalidad las tareas. También podéis plantear las dudas que surjan.</span></b><br />
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Como os dije el último día, tenéis que poner en el cuaderno el resumen de las siguientes páginas del libro: 151,152, 154 y 155.<br />
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Cuando terminéis esto, utilizáis esas mismas páginas para dar respuesta a las siguientes preguntas, de estas saldrán las preguntas del examen de este tema (igual que hicimos con el tema de la literatura medieval). Las preguntas son:<br />
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<ol>
<li>¿Qué son las novelas de caballerías?</li>
<li>¿ Qué es el amor cortés?</li>
<li>¿Qué es el Romancero? </li>
<li>¿Cuántos tipos de romances hay atendiendo al tema del que tratan?</li>
<li>¿Cuál es el título de la obra principal de Jorge Manrique?</li>
<li>¿Qué es una copla de pie quebrado?</li>
<li>¿Cuáles son los temas fundamentales de las Coplas a la muerte de su padre?</li>
<li>¿Quién es el autor de La Celestina?</li>
<li>Lee el argumento de La Celestina que aparece en la página 155 y haz un resumen del mismo.</li>
<li>¿Cómo son los personajes de La Celestina? ¿De qué temas principales trata?</li>
</ol>
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<br />Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0tag:blogger.com,1999:blog-654590662195525381.post-4457997393615289912014-01-30T02:07:00.002-08:002014-01-30T02:07:42.715-08:00El Renacimiento. Aspectos generales.El Renacimiento es un movimiento cultural que se inicia en Italia en los siglosXIV y XV, y que se extiende por toda Europa durante el siglo XVI. Supone un cambio en la visión del mundo con respecto a la Edad Media, y afecta especialmente a la literatura y al arte.<br />
Antes de introducirnos en los textos principales de este brillante periodo literario, os propongo que miréis estos videos. El primero ofrece una visión general bastante completa y formal de la literatura española en el Renacimiento, el segundo es un episodio de la serie televisiva "Érase una vez el hombre" que, de manera bastante divertida, repasa los rasgos principales del Siglo de Oro español.<br />
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<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/0w1Fc1qmZfw" width="420"></iframe><br />
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<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/wiAhn0nx3PQ" width="420"></iframe>Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0tag:blogger.com,1999:blog-654590662195525381.post-29337739464429765142014-01-13T13:33:00.000-08:002014-01-13T13:33:04.431-08:00Coplas a la muerte de su padre<iframe allowfullscreen="" frameborder="0" height="356" marginheight="0" marginwidth="0" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/7060014" style="border-width: 1px 1px 0; border: 1px solid #CCC; margin-bottom: 5px;" width="427"> </iframe> <br />
<div style="margin-bottom: 5px;">
<strong> <a href="https://www.slideshare.net/3diver/coplas-a-la-muerte-de-su-padre-jorge-manrique" target="_blank" title="Coplas a la muerte de su padre : Jorge Manrique">Coplas a la muerte de su padre : Jorge Manrique</a> </strong> from <strong><a href="http://www.slideshare.net/3diver" target="_blank">3diver</a></strong><br />
<a href="http://www.uv.es/~ivorra/Literatura/Coplas.htm" target="_blank">Para leer el texto</a> completo.<br />
Para hacer<a href="http://roble.pntic.mec.es/~msanto1/lengua/1poesia.htm" target="_blank"> ejercicios</a>.</div>
Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com1tag:blogger.com,1999:blog-654590662195525381.post-82180190380167231442013-11-28T02:12:00.001-08:002013-11-28T02:12:49.208-08:00Berceo y Los Milagros.<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/nbYncm3WpT8" width="420"></iframe>
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<span style="color: #660000;"><span style="font-family: Verdana;"> Para hacer estos ejercicios sobre Berceo y Los Milagros de Nuestra Señora, además de ver el vídeo y consultar el libro de texto, podéis mirar también en </span><a href="http://es.wikipedia.org/wiki/Milagros_de_Nuestra_Se%C3%B1ora" style="font-family: Verdana; font-size: medium; line-height: normal;" target="_blank">este enlace de la wikipedia.</a></span></div>
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<span style="font-family: Verdana;"><span style="color: #660000;"> Las respuestas las hacéis en el ordenador, en un documento de oppen office writer. Cuando esté terminado, me lo mandáis por correo electrónico.</span></span></div>
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<span style="color: #660000;"><b><span style="font-family: Verdana;">1.<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><span style="font-family: Verdana;">¿Qué es el “mester” de clerecía?<o:p></o:p></span></b></span></div>
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<span style="color: #660000;"><b><span style="font-family: Verdana;">2.<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><span style="font-family: Verdana;">¿Qué obras escribió Gonzalo de Berceo? ¿A qué genero pertenecen la mayoría de ellas?<o:p></o:p></span></b></span></div>
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<span style="color: #660000;"><b><span style="font-family: Verdana;">3.<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><span style="font-family: Verdana;">¿Cuáles son las fuentes de los <i>Milagros de Nuestra Señora</i>?<o:p></o:p></span></b></span></div>
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<span style="color: #660000;"><b><span style="font-family: Verdana;">4.<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><span style="font-family: Verdana;">¿Cuál es el tema principal de los <i>Milagros</i>?</span></b></span></div>
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<em><span style="font-family: Georgia, 'Times New Roman', serif;"><span style="color: #990000; font-size: large;">Comentario de "El labrador avaro"</span></span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">Había en una tierra un hombre labrador,</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">que usaba de la reja más que de otra labor;</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">más amaba la tierra que amaba al Criador;</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">era de muchos modos hombre revolvedor.</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">Hacía una enemiga, hacíala en verdad:</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">cambiaba los mojones por ganar heredad;</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">hacía en todas formas tuertos y falsedad,</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">había mal testimonio entre su vecindad.</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">Quería, aunque era malo, bien a Santa María,</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">oía sus milagros y todos los creía;</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">saludábala siempre, decíale cada día:</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">«Ave gratia plena que pariste a Mesías.»</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">Finó el arrastrapajas de tierra bien cargado, </span></em><br />
<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">en soga de diablos fue luego cautivado;</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">lo arrastraban con cuerdas, de coces bien sobado,</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">el duplo le pechaban el pan que dio mudado.</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">Doliéronse los ángeles de esta alma</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">tan mezquina por cuanto la llevaban diablos tan aína</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">quisieron acorrerla, ganarla por vecina,</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">mas para hacer tal pasta menguábales harina.</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">Si les decían los ángeles de bien una razón,</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">ciento decían los otros malas, que buenas non;</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">los malos a los buenos teníanlos en rincón,</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">la alma por sus pecados no salía de prisión.</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">Mas levantóse un ángel, dijo: «Yo soy testigo,</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">verdad es, no mentira, esto que ahora yo os digo:</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">el cuerpo, el que traía el alma ésta consigo,</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">fue de Santa María su vasallo y amigo.</span></em></div>
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<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">Siempre la mencionaba al yantar y a la cena,</span></em></div>
<div style="font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px; text-align: center;">
<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">decíale tres palabras: Ave, gratia plena.</span></em></div>
<div style="font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px; text-align: center;">
<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">La boca que decía tan santa cantilena</span></em></div>
<div style="font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px; text-align: center;">
<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">no merece yacer en tal mala cadena.»</span></em></div>
<div style="font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px; text-align: center;">
<span style="color: #660000;"><br /></span></div>
<div style="font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px; text-align: center;">
<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">Apenas que este nombre de la Santa Reína</span></em></div>
<div style="font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px; text-align: center;">
<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">oyeron los diablos, huyeron tan aína,</span></em></div>
<div style="font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px; text-align: center;">
<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">derramáronse todos igual que una neblina,</span></em></div>
<div style="font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px; text-align: center;">
<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">desampararon todos la pobre alma mezquina.</span></em></div>
<div style="font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px; text-align: center;">
<span style="color: #660000;"><br /></span></div>
<div style="font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px; text-align: center;">
<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">Los ángeles la vieron ser tan desamparada,</span></em></div>
<div style="font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px; text-align: center;">
<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">con los pies y las manos de sogas bien atada,</span></em></div>
<div style="font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px; text-align: center;">
<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">estaba como oveja que yaciera enzarzada;</span></em></div>
<div style="font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px; text-align: center;">
<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">fueron y condujéronla junto con su majada.</span></em></div>
<div style="font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px; text-align: center;">
<span style="color: #660000;"><br /></span></div>
<div style="font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px; text-align: center;">
<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">Nombre tan adonado, lleno de virtud tanta,</span></em></div>
<div style="font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px; text-align: center;">
<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">el que a los enemigos les persigue y espanta,</span></em></div>
<div style="font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px; text-align: center;">
<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">no nos debe doler ni lengua ni garganta</span></em></div>
<div style="font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px;">
<span style="color: #660000;"><span style="text-align: start;"><em><span style="font-family: Georgia, 'Times New Roman', serif;"></span></em></span><span style="text-align: start;"><em><span style="font-family: Georgia, 'Times New Roman', serif;"></span></em></span><span style="text-align: start;"><em><span style="font-family: Georgia, 'Times New Roman', serif;"></span></em></span><span style="text-align: start;"><em><span style="font-family: Georgia, 'Times New Roman', serif;"></span></em></span><span style="text-align: start;"><em><span style="font-family: Georgia, 'Times New Roman', serif;"></span></em></span><span style="text-align: start;"><em><span style="font-family: Georgia, 'Times New Roman', serif;"></span></em></span><span style="text-align: start;"><em><span style="font-family: Georgia, 'Times New Roman', serif;"></span></em></span></span></div>
<div style="font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px; text-align: center;">
<em><span style="color: #660000; font-family: Georgia, 'Times New Roman', serif;">que no digamos todos: Salve, Regina sancta.</span></em></div>
</div>
<div style="background-color: white; text-align: justify;">
<span style="color: #660000;"><br /></span>
<span style="color: #660000;">( Os recomiendo que leáis también <a href="http://www.vallenajerilla.com/obrasberceo/milagro11.htm" target="_blank">la versión original </a>de este texto)</span><br />
<ol>
<li><b style="color: #990000; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px;">Resume el contenido del texto.</b></li>
<li><b style="color: #990000; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px;">Identifica las partes e identifica el tema de cada una de ellas.</b></li>
<li><b style="color: #990000; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px;">Caracteriza al protagonista. ¿Qué defectos tiene?¿Por qué se salva? </b></li>
<li><b style="color: #990000; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px;">Analiza y comenta la métrica. </b></li>
<li><b style="color: #990000; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px;">Berceo utiliza un vocabulario sencillo y un estilo acorde a la finalidad de la obra. Busca ejemplos de esto en el texto.</b></li>
<li><b style="color: #990000; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px;">¿Qué fragmento te llama la atención de este texto? Explica por qué.</b></li>
</ol>
</div>
<div style="background-color: white; color: #274a68; font-family: 'Trebuchet MS', Trebuchet, sans-serif; font-size: 13px; line-height: 18px; text-align: justify;">
<br /></div>
Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0tag:blogger.com,1999:blog-654590662195525381.post-38029549362503433282013-10-02T05:08:00.001-07:002013-10-02T05:08:05.535-07:00Géneros literarios<iframe allowfullscreen="" frameborder="0" height="356" marginheight="0" marginwidth="0" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/3453279" style="border-width: 1px 1px 0; border: 1px solid #CCC; margin-bottom: 5px;" width="427"> </iframe> <br />
<div style="margin-bottom: 5px;">
<strong> <a href="https://www.slideshare.net/luisalopezhita/gneros-literarios-3453279" target="_blank" title="Géneros literarios">Géneros literarios</a> </strong> from <strong><a href="http://www.slideshare.net/luisalopezhita" target="_blank">luisa lópez</a></strong> </div>
Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0tag:blogger.com,1999:blog-654590662195525381.post-8193148367815373792013-09-22T09:24:00.001-07:002013-09-22T09:24:21.181-07:00NORMAS PARA LA PRESENTACIÓN DE TEXTOS ESCRITOS<img height="297" src="http://recursostic.educacion.es/secundaria/edad/2esolengualiteratura/images/11_c10.jpg" width="320" /><br />
<br />
<div style="line-height: 115%;">
<span style="font-size: small;">Al escribir un texto (
cuaderno, examen, trabajo…) tendremos que cumplir las siguientes
normas formales:</span><br />
<span style="font-size: small;"><br /></span></div>
<div align="JUSTIFY" style="line-height: 200%; text-indent: -0.64cm;">
</div>
<span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">1.</span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">
</span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;"><b>Respetar los márgenes</b></span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">.
Se dejarán de 2 a 3 cm arriba y a la derecha; a la izquierda y abajo
se puede dejar un poco menos.</span><br /><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">2.</span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">
</span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;"><b>Respetar la sangría de la primera línea</b></span><span style="line-height: 200%; text-indent: -0.64cm;">
</span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">de cada párrafo.</span><br /><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">3.</span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">
</span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">Escribir con </span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;"><b>letra clara</b></span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">.
De tamaño medio.</span><br /><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">4.</span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">
</span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">El texto tendrá que estar </span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;"><b>limpio</b></span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">.
Habrá que evitar los tachones, las líneas torcidas y la mezcla de
letras de distintos tamaños.</span><br /><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">5.</span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">
</span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;"><b>Las palabras y las líneas estarán bien
separadas</b></span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">.</span><br /><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">6.</span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">
</span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">Se utilizará la técnica del subrayado, el uso
de bolígrafos de colores diversos o cualquier otro </span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;"><b>elemento
de resalte</b></span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;"> que contribuya a hacer más claro
el escrito.</span><br /><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">7.</span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">
</span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">Se prestará mucha atención a </span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;"><b>la
ortografía</b></span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">, revisando cada texto para poder
corregir aquellos errores ortográficos que sean encontrados.</span><br /><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">8.</span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">
</span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">Se respetarán siempre las normas de colocación
de letras </span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;"><b>mayúsculas</b></span><span style="font-size: small; line-height: 200%; text-indent: -0.64cm;">,
evitando utilizarlas cuando no corresponda.</span><br /><ol>
</ol>
<br />
<br />
<div style="margin-bottom: 0cm;">
<br /></div>
Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0tag:blogger.com,1999:blog-654590662195525381.post-7713650472641714082013-02-20T01:11:00.004-08:002013-02-20T01:40:12.482-08:00Alicia en el país de las maravillas.<br />
<br />
<img alt="" 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" 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Empezamos el trabajo con <i style="color: black;">Alicia en el país de las maravillas</i>, de Lewis Carroll, mirando la presentación de diapositivas que nos cede amablemente la profesora de Lengua de nuestro centro <a href="https://docs.google.com/file/d/0B1ptRrSQQMWjZTZzNGVZT25zVnM/edit?usp=sharing" target="_blank">Eva Oña.</a><br />
También vamos a mirar la parte primera de la película basada en la obra de L. Carroll (en youtube está la película completa).<br />
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<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/wP543zY590E" width="420"></iframe>.<br />
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Os dejo los enlaces por si queréis conocer con más detalle el argumento de <a href="http://yotube-lapalabradealicia.blogspot.com.es/2010/01/amplio-resumen-de-alicia-en-el-pais-de.html" target="_blank">cada uno de los capítulos de la obra</a> o la descripción de<a href="http://www.estudiantes.info/libros/personajes_alicia_pais_maravillas.htm" target="_blank"> los personajes principales.</a><br />
Ahora vamos a leer algunos fragmentos de Alicia y a trabajar con ellos. Para eso tenéis que descargar el siguiente documento, en el que están los textos y los ejercicios. Buen trabajo.<br />
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Alicia. Taller de Escritura. by <a href="http://es.scribd.com/luisalopezhita" style="text-decoration: underline;" title="View luisalopezhita's profile on Scribd">luisalopezhita</a><br />
<iframe class="scribd_iframe_embed" data-aspect-ratio="0.706697459584296" data-auto-height="false" frameborder="0" height="600" id="doc_8258" scrolling="no" src="http://www.scribd.com/embeds/126006833/content?start_page=1&view_mode=scroll&access_key=key-1635purhl62xu76gmdrc" width="100%"></iframe>Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0tag:blogger.com,1999:blog-654590662195525381.post-44273482284915873222013-02-14T01:14:00.001-08:002013-02-15T03:43:14.815-08:00Día de Andalucía <img alt="" 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" /><br />
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<br />
Para celebrar el día de Andalucía vamos a realizar un trabajo digital cuyo contenido esté relacionado con algunos escritores de nuestra región que han dejado una profunda huella en la historia de la literatura española.<br />
Nuestro objetivo será doble:<br />
<ul>
<li>Dar a conocer a estos escritores. </li>
<li>Perfeccionar el aprendizaje sobre el programa oppen office Impress. </li>
</ul>
El día 27 de Febrero instalaremos en el recibidor del instituto una pantalla en la que proyectaremos las presentaciones que hagáis para que puedan verlas todos los alumnos del centro.<br />
<br />
<div style="background-color: #f6b26b;">
<b> El reparto de autores queda así.
</b><b><br /></b></div>
<ul>
<li><b style="background-color: white;"><span style="color: #cc0000;">Patricia. </span>Francisco Villaespesa.</b></li>
<li><b style="background-color: white;"><span style="color: #990000;">Daniel</span>. Caballero Bonald.</b></li>
<li><b style="background-color: white;"><span style="color: #990000;">Maite.</span> Luis de Góngora.</b></li>
<li><b style="background-color: white;"><span style="color: #cc0000;">Álvaro</span>. Federico García Lorca.</b></li>
<li><b style="background-color: white;"><span style="color: #cc0000;">Anabel.</span> Pedro Antonio de Alarcón.</b></li>
<li><b style="background-color: white;"><span style="color: #cc0000;">Jose Antonio. </span>Juan Ramón Jiménez.</b></li>
<li><b style="background-color: white;"><span style="color: #cc0000;">Alejandro D. </span>Antonio Machado.</b></li>
<li><b style="background-color: white;"><span style="color: #cc0000;">Virginia. </span>Becquer.</b></li>
<li><b style="background-color: white;"><span style="color: #cc0000;">María del Mar. </span>Manuel Machado.</b></li>
<li><b style="background-color: white;"><span style="color: #cc0000;">Alejandro A. </span>Luis García Montero.</b></li>
<li><b style="background-color: white;"><span style="color: #cc0000;">Sergio G.</span> Rafael Alberti.</b></li>
<li><b style="background-color: white;"><span style="color: #cc0000;">José Luis.</span> Antonio Gala.</b></li>
<li><b style="background-color: white;"><span style="color: #cc0000;">Cristina</span>. Elvira Lindo.</b></li>
</ul>
<br />
<br />
<b style="background-color: white;"><span style="background-color: #f6b26b;">La estructura del trabajo</span> </b>debe ajustarse aproximadamente a:<br />
<b><span style="background-color: #ffe599;"> Diapositiva 1</span></b>: Nos sirve para presentar el trabajo, todos la hacemos con el mismo contenido. Escribís. " Día de Andalucía 2013",
Escritores andaluces universales y el nombre del instituto.<br />
<b><span style="background-color: #ffe599;"> Diapositiva 2</span></b>: Nombre del autor y foto.<br />
<b><span style="background-color: #ffe599;">Diapositivas siguientes :</span></b> Breve biografía, ponéis fotos del escritor y de la ciudad donde nació.<br />
<b><span style="background-color: #ffe599;">Siguiente</span></b>: Relación de las obras principales de este autor.<br />
<b style="background-color: #ffe599;">Diapositivas siguientes:</b> Debes elegir una o dos obras del autor, las que sean más importantes, para dedicarle a cada una dos o tres diapositivas.<br />
De cada obras de las que has elegido debes decir el género literario al que pertenece y tener en cuenta lo siguiente:<br />
<b>Si es una obra lírica:</b> introduce algún fragmento del poema.<br />
<b><i>Si es una obra narrativa</i></b>: escribe un breve argumento y destaca algún personaje principal.<br />
<b>Si es una obra teatral:</b> escribe también un breve argumento y presenta a los personajes principales.<br />
<b style="background-color: #ffe599;">En la última diapositiva</b> debe aparecer tu nombre y el curso. <br />
<br />
Es muy importante que las diapositivas tengan <span style="background-color: #d9ead3;">TODAS transición</span> y que utilicéis <span style="background-color: #d9ead3;">muchas fotos,</span> <span style="background-color: #d9ead3;">tanto de los autores como de los lugares andaluces donde nacieron.</span> Los diseños de las presentaciones los elegís vosotros de la galería o bien hacéis una presentación en blanco y combináis los colores y las fuentes como más os guste.
Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com2tag:blogger.com,1999:blog-654590662195525381.post-83865502301869702202013-01-28T01:51:00.002-08:002013-02-14T01:45:42.601-08:00Presentación de diapositivas sobre una novela moderna.<span style="font-family: Arial, Helvetica, sans-serif;">Para complementar la información que encontramos en el libro de texto sobre la novela moderna y combinar este aprendizaje con el de crear presentaciones de diapositivas con Impress, os propongo la siguiente actividad:</span><br />
<b id="internal-source-marker_0.8141448732931167" style="font-weight: normal;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="white-space: pre-wrap;">Tenemos que elegir una novela que hayamos leido y crear una presentación que responda al siguiente orden.</span></span></b><br />
<br />
<ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="list-style-type: disc; vertical-align: baseline;"><b id="internal-source-marker_0.8141448732931167" style="font-weight: normal;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="vertical-align: baseline; white-space: pre-wrap;">Diapositiva 1: Título de la novela, nombre del autor, año de publicación.</span></span></b></li>
</ul>
<ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="list-style-type: disc; vertical-align: baseline;"><b id="internal-source-marker_0.8141448732931167" style="font-weight: normal;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="vertical-align: baseline; white-space: pre-wrap;">Diapositivas 2 y 3: Presentación del autor: breve biografía y nombre de algunas obras importantes escritas por él.</span></span></b></li>
</ul>
<ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="list-style-type: disc; vertical-align: baseline;"><b id="internal-source-marker_0.8141448732931167" style="font-weight: normal;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="vertical-align: baseline; white-space: pre-wrap;">Diapositiva siguiente: Título de la novela que vamos a analizar.</span></span></b></li>
</ul>
<ul style="margin-bottom: 0pt; margin-top: 0pt;">
<li dir="ltr" style="list-style-type: disc; vertical-align: baseline;"><b id="internal-source-marker_0.8141448732931167" style="font-weight: normal;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="vertical-align: baseline; white-space: pre-wrap;">Diapositivas con el argumento.</span></span></b></li>
</ul>
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<li dir="ltr" style="list-style-type: disc; vertical-align: baseline;"><b id="internal-source-marker_0.8141448732931167" style="font-weight: normal;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="vertical-align: baseline; white-space: pre-wrap;">Diapositivas con un breve análisis de los principales personajes.</span></span></b></li>
</ul>
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<li dir="ltr" style="list-style-type: disc; vertical-align: baseline;"><b id="internal-source-marker_0.8141448732931167" style="font-weight: normal;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="vertical-align: baseline; white-space: pre-wrap;">Diapositiva final: ¿Por qué motivo me gustaría leer esta novela? y nombre del alumno.</span></span></b></li>
</ul>
<b id="internal-source-marker_0.8141448732931167" style="font-weight: normal;"><span style="font-family: Arial, Helvetica, sans-serif;"><b style="font-weight: normal;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: 15px;"><br /></span></span></span></b><b style="font-weight: normal;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">Es necesario que todas o casi todas las diapositivas <span style="background-color: yellow;">lleven fotografías</span> relacionadas con el contenido de la diapositiva.</span></span></b><br />
<b style="font-weight: normal;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 15px; vertical-align: baseline; white-space: pre-wrap;">Una vez finalizado el trabajo, lo expondremos al resto de los compañeros en clase.</span></span></b><br />
<span style="font-size: 15px; vertical-align: baseline; white-space: pre-wrap;"></span></span></b>Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0tag:blogger.com,1999:blog-654590662195525381.post-13931565482881760262013-01-28T01:43:00.003-08:002013-01-28T01:43:20.999-08:00Aprendiendo a crear presentaciones<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/s3MgBBNw5-k" width="420"></iframe><br />
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<div style="text-align: justify;">
<span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20px; text-align: center;">Las presentaciones de diapositivas sirven para presentar en público trabajos de una forma amena y cuidada. A estas presentaciones puedes añadirles fotos, esquemas, diagramas, sonido de fondo, transiciones, efectos y contenido multimedia para mejorar el resultado.</span></div>
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<span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20px; text-align: center;"><br /></span></div>
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<span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20px; text-align: center;"><a href="https://docs.google.com/file/d/0B1ptRrSQQMWjMjc3ZjI5NzYtMzQwYy00OGI2LWIzNmQtZjBjOGVmYzYzNjhj/edit" target="_blank">Este enlace</a> te llevará a ver una presentación de diapositivas sobre la materia de Lengua castellana que te mostrará algunas de las cosas que se pueden hacer con diapositivas.</span></div>
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<span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20px; text-align: center;"><br /></span></div>
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<div style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20px; text-align: justify;">
<span style="background-color: lime;">OpenOffice</span><span style="background-color: white;"> incluye </span><span style="background-color: lime;">Impress</span><span style="background-color: white;">, programa pensado para crear, editar y visualizar presentaciones de diapositivas a pantalla completa .incluye un asistente para crear presentaciones nuevas, plantillas, diseños (diapositivas de fotos, de texto, esquemas, gráficos...). También admite efectos, transiciones entre diapositivas, reproducción automática transcurrido un tiempo determinado, música de fondo, posibilidad de pasar las presentaciones desde un mando a distancia, etc...</span></div>
<div style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20px; text-align: justify;">
<span style="background-color: white;"><br /></span></div>
<div style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20px; text-align: justify;">
<span style="background-color: white;">Este programa es similar al que se incluye en el paquete de Microsoft Office denominado Power Point, el uso de ambos es semejante por lo que seguro que cuando aprendas a usar Impress habrás aprendido también a usar Power Point.</span></div>
<div style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20px; text-align: justify;">
<span style="background-color: white;"><br /></span></div>
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<span style="background-color: white;">Para encontrar Impress busca en la pestaña <b>Oficina</b> de tu ordenador. Aunque el asistente del programa te guiará en el diseño de tu presentación, el video anterior te ayudará también a crear tu primera presentación.</span></div>
<div style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20px; text-align: justify;">
<span style="background-color: white;"><br /></span></div>
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<span style="background-color: white;">Practica con el programa, mira el video con detenimiento porque comenzamos.</span></div>
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Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0tag:blogger.com,1999:blog-654590662195525381.post-30290742105804045932012-11-21T04:26:00.001-08:002012-11-28T05:35:38.167-08:00La medida de los versos. La rima.Para recordar algunas de las cuestiones básicas sobre la medida de los versos y la rima os dejo <a href="http://roble.pntic.mec.es/msanto1/lengua/proverso.htm" target="_blank">este enlace</a>, en el que también podéis practicar con los ejercicios que hay al final.<br />
En este <a href="http://www.educa.jcyl.es/educacyl/cm/gallery/recursos_educativa/metrica/oa2.html" target="_blank">otro enlace</a>, algunos escritores célebres de nuestra literatura van a enseñaros también ciertas cuestiones métricas.<br />
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Puiedes medir versos on line en los siguientes enlaces:<br />
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<a href="http://xtec.cat/%7Eiyague1/INTERACTIVAS/Metrica/NumSilabas1.htm" target="_blank">Actividad 1</a> <br />
<a href="http://xtec.cat/%7Eiyague1/INTERACTIVAS/Metrica/NumSilabas2.htm" target="_blank">Actividad 2 </a><br />
<a href="http://xtec.cat/%7Eiyague1/INTERACTIVAS/Metrica/NumSilabas3.htm" target="_blank">Actividad 3 </a><br />
<a href="http://xtec.cat/%7Eiyague1/INTERACTIVAS/Metrica/NumSilabas4.htm" target="_blank">Actividad 4 </a><br />
<a href="http://xtec.cat/%7Eiyague1/INTERACTIVAS/Metrica/NumSilabas5.htm" target="_blank">Actividad 5 </a><br />
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Puedes practicar con la rima en estos otros:<br />
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<a href="http://xtec.cat/%7Eiyague1/INTERACTIVAS/Metrica/RimaAsonante1.htm" target="_blank">Actividad 1 </a><br />
<a href="http://xtec.cat/%7Eiyague1/INTERACTIVAS/Metrica/RimaAsonante2.htm" target="_blank">Actividad 2 </a><br />
<a href="http://xtec.cat/%7Eiyague1/INTERACTIVAS/Metrica/RimaAsonante3.htm" target="_blank">Actividad 3 </a><br />
<a href="http://xtec.cat/%7Eiyague1/INTERACTIVAS/Metrica/RimaConsonante1.htm" target="_blank">Actividad 4 </a><br />
<a href="http://xtec.cat/%7Eiyague1/INTERACTIVAS/Metrica/RimaConsonante2.htm" target="_blank">Actividad 5 </a><br />
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Practica rima y medida con el siguiente texto:<br />
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Lope de Vega:<br />
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<span style="font-family: Georgia; font-size: x-small;"><b>No sabe qué es amor quien no te ama,<br />celestial hermosura, esposo bello,<br />tu cabeza es de oro, y tu cabello<br />como el cogollo que la palma enrama.</b></span><br />
<span style="font-family: Georgia; font-size: x-small;"><b>Tu boca como lirio, que derrama<br />licor al alba, de marfil tu cuello;<br />tu mano en torno y en su palma el sello<br />que el alma por disfraz jacintos llama.</b></span><br />
<span style="font-family: Georgia; font-size: x-small;"><b>¡Ay Dios!, ¿en qué pensé cuando, dejando<br />tanta belleza y las mortales viendo,<br />perdí lo que pudiera estar gozando?</b></span><br />
<span style="font-family: Georgia; font-size: x-small;"><b>Mas si del tiempo que perdí me ofendo,<br />tal prisa me daré, que aun hora amando<br />venza los años que pasé fingiendo.</b></span><br />
<br />Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com2tag:blogger.com,1999:blog-654590662195525381.post-10221421315900001812012-11-21T04:04:00.003-08:002012-11-28T04:30:32.812-08:00Taller: la descripción<img height="202" id="il_fi" src="http://1.bp.blogspot.com/-sPPJ4-Qvvl4/T9YC_yQUWYI/AAAAAAAABIo/BOh-Neym6Sw/s320/descripci%C3%B3n.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="320" /><br />
En esta página encontráis información sobre lo que es una descripción e instrucciones sobre cómo hacer <a href="http://roble.pntic.mec.es/%7Emsanto1/lengua/1descrip.htm" target="_blank">descripciones de lugares, objetos o personas.</a><br />
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Ahora vamos a realizar la descripción de un compañero siguiendo las instrucciones que se dan en <a href="http://agrega.hezkuntza.net/visualizar/es/es-eu_2011041413_1310402/false" target="_blank">este enlace.</a><br />
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<a href="http://agrega.hezkuntza.net/visualizar/es/es-eu_2011041413_1310402/false" target="_blank">Taller sobre la descripción.</a><br />
También puedes resolver los ejercicios que encuentras en esta página en tu cuaderno de lengua o en una página del procesador de textos.Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0tag:blogger.com,1999:blog-654590662195525381.post-36969318426876276902012-11-05T11:41:00.001-08:002012-11-05T11:45:46.241-08:00Materiales para entender mejor los recursos literariosMateriales para la ampliación de conceptos.<br />
<iframe allowfullscreen="allowfullscreen" frameborder="0" height="356" marginheight="0" marginwidth="0" mozallowfullscreen="mozallowfullscreen" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/7774332" style="border-width: 1px 1px 0; border: 1px solid #CCC; margin-bottom: 5px;" webkitallowfullscreen="webkitallowfullscreen" width="427"> </iframe> <br />
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<strong> <a href="http://www.slideshare.net/angelita1955/apuntes-2-eso-t11-recursos-literarios" target="_blank" title="Apuntes 2º eso t.11( recursos literarios)">Apuntes 2º eso t.11( recursos literarios)</a> </strong> from <strong><a href="http://www.slideshare.net/angelita1955" target="_blank">angelita1955</a></strong> </div>
<iframe allowfullscreen="allowfullscreen" frameborder="0" height="356" marginheight="0" marginwidth="0" mozallowfullscreen="mozallowfullscreen" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/2709906" style="border-width: 1px 1px 0; border: 1px solid #CCC; margin-bottom: 5px;" webkitallowfullscreen="webkitallowfullscreen" width="427"> </iframe> <br />
<div style="margin-bottom: 5px;">
<strong> <a href="http://www.slideshare.net/juaniprofesora/practica-en-casa-los-recursos-literarios-1-eso-j-arn-l-2009" target="_blank" title="Practica En Casa Los Recursos Literarios, 1 Eso, J AráN L, 2009">Practica En Casa Los Recursos Literarios, 1 Eso, J AráN L, 2009</a> </strong> from <strong><a href="http://www.slideshare.net/juaniprofesora" target="_blank">J_Aran</a></strong> </div>
En la página de José Hernández tenemos ejercicios <a href="http://www.apuntesdelengua.com/archivos/literatura/2ESO/figurasliterarias/index.htm" target="_blank"> sobre recursos literarios</a>; hay más <a href="http://www.xtec.cat/~jgenover/figura.htm" target="_blank">en esta otra página .</a><br />
En este enlace encontramos diversos <a href="http://victoria-perez.blogspot.com.es/2011/03/recursos-estilisticos-1-y-2-eso.html">ejemplos de recursos fónicos morfosintácticos y semánticos, con la explicación correspondiente.
</a><br />
<br />Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0tag:blogger.com,1999:blog-654590662195525381.post-25237981075619715562012-10-10T04:44:00.003-07:002012-10-10T04:44:38.280-07:00Bienvenida.<br />
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" /></div>
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Quiero dar la bienvenida a los alumnos de <b style="background-color: yellow; color: red;">2º A y D </b>del IES Villa de Vícar. Este blog espero que sirva como punto de encuentro para coordinar algunas actividades que se harán en clase y que os ayudarán a consolidar vuestros conocimientos sobre nuestra materia. Además será una buena herramienta para que desarrolléis vuestra competencia digital.</div>
<br />Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0tag:blogger.com,1999:blog-654590662195525381.post-38053949332661879422012-06-20T04:05:00.002-07:002012-06-20T04:06:27.725-07:00Secuencia para hacer un cómicDespués de mucho tiempo sin actualizar el blog, me encanta entrar hoy para contar el trabajo que han hecho mis alumnos de 2º C sobre el cómic.<br />
Después de estudiar, en grupo de dos generalmente, la información sobre el cómic y sus características fundamentales, los alumnos realizan una presentación de diapositivas (que sirve como complemento a la exposición oral que más adelante hacen para explicarnos el tema). A continuación, ponen en práctica la teoría elaborando con <a href="http://www.pixton.com/es/">pixton</a> un cómic que se ajuste a las características aprendidas.<br />
Dejo aquí los trabajos de Elena Castillo y Beatriz Clemente como muestra. Casi todos los alumnos han trabajado esta secuencia con mucho interés y los trabajos resultantes han sido bastante creativos.<br />
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P<a href="https://docs.google.com/presentation/d/1Da0JYMA0XSssLSIKSxFnAwnPpKuxj00UFkC7GjqMn6o/edit">resentación de diapositivas sobre el cómic.</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmedwziccDGuABjh11cwpKrb252PG2I1iWcgy_tMka9xFnYjPeuunee2UGt7G_AFob8DoeT6OU9PAS90fXyLvE5K5nDZZmc3V9D-oUwZwD9EWo7S-kiQeiJ57AdNCXk5LwmcuuS8lEVP1i/s1600/Pixton_Comic_Alocada_luna_de_miel_por_Elena_Castillo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="233" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmedwziccDGuABjh11cwpKrb252PG2I1iWcgy_tMka9xFnYjPeuunee2UGt7G_AFob8DoeT6OU9PAS90fXyLvE5K5nDZZmc3V9D-oUwZwD9EWo7S-kiQeiJ57AdNCXk5LwmcuuS8lEVP1i/s320/Pixton_Comic_Alocada_luna_de_miel_por_Elena_Castillo.png" width="320" /></a>Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0tag:blogger.com,1999:blog-654590662195525381.post-71353092056600513182012-03-22T02:11:00.001-07:002012-03-22T02:11:14.274-07:00Ejercicios de refuerzo y ampliación.<br />
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<a href="http://www.xtec.cat/%7Eiyague1/INTERACTIVAS/PrecisionLexica/index.html">Precisión léxica</a><br />
<a href="http://www.blogger.com/goog_234994199"><br /></a><br />
<a href="http://www.xtec.cat/%7Ejgenover/derivado1.htm">Formación de palabras 1</a><br />
<a href="http://www.blogger.com/goog_234994202"><br /></a><br />
<a href="http://www.apuntesdelengua.com/archivos/simplescompuestasderivadas/crucigramapalabrascompuestas.htm">Crucigrama con palabras compuestas.</a>Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com1tag:blogger.com,1999:blog-654590662195525381.post-4521154178700803592012-01-11T06:11:00.001-08:002012-01-11T06:11:51.527-08:00<iframe width="560" height="315" src="http://www.youtube.com/embed/-LOLuLEvd5k" frameborder="0" allowfullscreen></iframe>Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0tag:blogger.com,1999:blog-654590662195525381.post-53788321801551228982011-12-12T01:50:00.001-08:002011-12-12T02:13:29.331-08:00Lecturas para el segundo trimestre.<div class="separator" style="clear: both; text-align: center;">
<a 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" 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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgB6ewMLpozEuRd5qVAtrBsycna9Dy14UpKlLxc3cvh-8LwSRLa5PKE4DLYNytP17XHbd2-f9Lg2-P-IavS7Naq2mMUiE3lDnQh3g94glrhwOKv7j3N-93NwsorNUFZRUV0lIt0q8939x6-/s1600/hija+de+la+noche.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgB6ewMLpozEuRd5qVAtrBsycna9Dy14UpKlLxc3cvh-8LwSRLa5PKE4DLYNytP17XHbd2-f9Lg2-P-IavS7Naq2mMUiE3lDnQh3g94glrhwOKv7j3N-93NwsorNUFZRUV0lIt0q8939x6-/s200/hija+de+la+noche.jpg" width="120" /></a>Los libros de lectura propuestos para el segundo trimestre son <b>El último trabajo del Señor Luna</b>, de César Mallorquí, y<b> La hija de la noche</b> de Laura Gallego. El primero es el obligatorio.<br />
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Por si queréis saber más sobre los autores o sobre el libro os dejo estos enlaces.<br />
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<a href="http://librosjuveniles.blogspot.com/2008/04/el-ultimo-trabajo-del-senor-luna.html">http://librosjuveniles.blogspot.com/2008/04/el-ultimo-trabajo-del-senor-luna.html</a><br />
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<a href="http://www.lauragallego.com/sed.htm">http://www.lauragallego.com/sed.htm</a><br />
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El control de lectura de <b>El último trabajo del Señor Luna</b> será el <span class="Apple-style-span" style="color: red;"><b>24 de Febrero</b></span>. Ese mismo día presentarán la ficha de lectura quienes también lean<b> La hija de la noche</b>.Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0tag:blogger.com,1999:blog-654590662195525381.post-16155964240747414352011-11-29T23:37:00.001-08:002011-12-09T04:08:22.418-08:00Algunos poemas de la lírica culta<div style="font-family: Times,"Times New Roman",serif;">
La lírica culta expresa los sentimientos del autor a través de la escritura y utilizando una métrica y un lenguaje más elaborados que los de la lírica popular.</div>
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De entre los tipos de poemas de la lírica culta hoy vamos a estudiar tres:</div>
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<i style="color: red;"><b>La égloga</b></i>: Se trata de un poema de tema amoroso cuyos protagonistas suelen ser pastores. Se enmarca en plena naturaleza.</div>
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Uno de los autores que escribieron <a href="http://www.telecable.es/personales/garcilaso/portada.htm">églogas</a> en la historia de la literatura española es Garcilaso de la Vega. Este autor renacentista nos dejó fragmentos como este:</div>
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<table border="0" style="font-family: Times,"Times New Roman",serif;"><tbody>
<tr><td valign="top"><span style="font-size: x-small;"> Con tanta mansedumbre
el cristalino</span></td>
<td align="right" valign="top"><br /></td>
</tr>
<tr>
<td colspan="2" valign="top"><span style="font-size: x-small;">Tajo en aquella parte
caminaba</span></td>
</tr>
<tr>
<td colspan="2" valign="top"><span style="font-size: x-small;">que pudieran los ojos el
camino</span></td>
</tr>
<tr>
<td colspan="2" valign="top"><span style="font-size: x-small;">determinar apenas que
llevaba.</span></td>
</tr>
<tr>
<td colspan="2" valign="top"><span style="font-size: x-small;">Peinando sus cabellos d'oro
fino,</span></td>
</tr>
<tr>
<td valign="top"><span style="font-size: x-small;">una ninfa del agua do moraba</span></td>
<td align="right" valign="top"><br /></td>
</tr>
<tr>
<td colspan="2" valign="top"><span style="font-size: x-small;">la cabeza sacó y el prado
ameno</span></td>
</tr>
<tr>
<td colspan="2" valign="top"><span style="font-size: x-small;">vido<sup> </sup>de flores y de sombras
lleno.</span></td>
</tr>
<tr>
<td colspan="2" valign="top"><span style="font-size: x-small;"> Movióla
el sitio umbroso, el manso viento,</span></td>
</tr>
<tr>
<td colspan="2" valign="top"><span style="font-size: x-small;">el suave olor d'aquel
florido suelo;</span></td>
</tr>
<tr>
<td valign="top"><span style="font-size: x-small;">las aves en el fresco apartamiento</span></td>
<td align="right" valign="top"><br /></td>
</tr>
<tr>
<td colspan="2" valign="top"><span style="font-size: x-small;">vio descansar del trabajoso
vuelo;</span></td>
</tr>
<tr>
<td colspan="2" valign="top"><span style="font-size: x-small;">secaba entonces el terreno
aliento</span></td>
</tr>
<tr>
<td colspan="2" valign="top"><span style="font-size: x-small;">el sol, subido en la mitad
del cielo;</span></td>
</tr>
<tr>
<td colspan="2" valign="top"><span style="font-size: x-small;">en el silencio solo se
'scuchaba</span></td>
</tr>
<tr>
<td valign="top"><span style="font-size: x-small;">un susurro de abejas que sonaba.</span></td><td valign="top"><br /></td><td valign="top"><br /></td><td valign="top"><br /></td><td valign="top"><br /></td><td valign="top"><br /></td><td valign="top"><br /></td></tr>
</tbody></table>
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<i style="color: red;"><b>La elegía</b></i>: Su contenido expresa el dolor por la pérdida de un ser querido.</div>
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Una de las elegías más conocidas en nuestra lengua la escribió <a href="http://usuaris.tinet.cat/elebro/poe/mher/elegia.html">Miguel Hernández</a> después de perder a su amigo Ramón Sijé.</div>
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<i style="color: red;"><b>El soneto</b></i>. Se trata de un poema lírico menor, más breve que los anteriores. Los sonetos pueden tratar temas muy variados y siempre tienen la misma estructura métrica: 14 versos organizados en dos cuartetos y dos tercetos.</div>
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Muchos de los autores principales de la historia de la literatura española escribieron sonetos, especialmente en el siglo de Oro. </div>
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El siguiente es de Garcilaso de la Vega.</div>
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En tanto que de rosa y de azucena
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se muestra la color en vuestro gesto,
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y que vuestro mirar ardiente, honesto,
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con clara luz la tempestad serena; </div>
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y en tanto que el cabello, que en la vena
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del oro se escogió, con vuelo presto
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por el hermoso cuello blanco, enhiesto,
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el viento mueve, esparce y desordena: </div>
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coged de vuestra alegre primavera
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el dulce fruto antes que el tiempo airado
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cubra de nieve la hermosa cumbre. </div>
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Marchitará la rosa el viento helado,
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todo lo mudará la edad ligera
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por no hacer mudanza en su costumbre.<br />
<object height="132" width="353"><embed src="http://www.goear.com/files/external.swf?file=3a37e2f" type="application/x-shockwave-flash" wmode="transparent" quality="high" width="353" height="132"></embed></object>
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También Lope de Vega nos explicó su concepto del amor en forma de soneto.</div>
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<span style="font-size: small;"><span style="line-height: 150%;">Desmayarse, atreverse, estar furioso,<br />áspero,
tierno, liberal, esquivo,<br />alentado, mortal, difunto, vivo,<br />leal,
traidor, cobarde y animoso;</span></span></div>
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<span style="font-size: small;"><span style="line-height: 150%;">no hallar fuera del bien centro y reposo,<br />mostrarse
alegre, triste, humilde, altivo,<br />enojado, valiente, fugitivo,<br />satisfecho,
ofendido, receloso;</span></span></div>
<div style="color: #a64d79; font-family: Times,"Times New Roman",serif; line-height: 150%;">
<span style="font-size: small;"><span style="line-height: 150%;">huir el rostro al claro desengaño,<br />beber
veneno por licor süave,<br />olvidar el provecho, amar el daño;</span></span></div>
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<span style="font-size: small;"><span style="line-height: 150%;">creer que un cielo en
un infierno cabe,<br />dar la vida y el alma a un desengaño;<br />esto es
amor, quien lo probó lo sabe.</span></span></div>
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<span style="font-size: small;"><span style="line-height: 150%;">En el siglo XX, los escritores modernistas revitalizaron el soneto e introdujeron en él algunas novedades métricas. Rubén Darío escribió este soneto en versos alejandrinos.</span></span></div>
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En invernales horas, mirad a Carolina.</div>
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Medio apelotonada, descansa en el sillón,</div>
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Envuelta con su abrigo de marta cibelina</div>
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Y no lejos del fuego que brilla en el salón.</div>
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El fino angora blanco junto a ella se reclina,</div>
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Rozando con su hocico la falda de Alençón,</div>
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No lejos de las jarras de porcelana china</div>
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Que medio oculta un biombo de seda del Japón.</div>
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Con sus sutiles filtros la invade un dulce sueño;</div>
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Entro, sin hacer ruido; dejo mi abrigo gris;</div>
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Voy a besar su rostro, rosado y halagüeño</div>
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Como una rosa roja que fuera flor de lis.</div>
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Abre los ojos, mírame, con su mirar risueño,</div>
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Y en tanto cae la nieve del cielo de París.</div>
<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/aIfjdJRwvZY" width="420"></iframe>Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0tag:blogger.com,1999:blog-654590662195525381.post-62683899079935882422011-11-28T23:37:00.001-08:002011-11-28T23:40:37.802-08:00Ejercicios sobre métricaAquí tenéis enlaces a ejercicios sobre métrica y rima que os servirán para preparar el examen próximo.<br />
http://roble.pntic.mec.es/msanto1/lengua/proverso.htm<br />
http://altairliterario.wordpress.com/2010/11/25/ejercicio-de-computo-silabico/<br />
http://www2.ups.edu/community/mellon/Deterspoems/Poem2/P2verseid.htm<br />
http://www.auladeletras.net/material/Repaso/ejercicios/Otero.htm<br />
http://www.auladeletras.net/literatura_secundaria/newfile2.html<br />Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0tag:blogger.com,1999:blog-654590662195525381.post-77195276081409158562011-11-26T09:53:00.001-08:002011-11-26T09:55:31.506-08:00El relato de miedo más valorado, de Alba Ojeda. Felicidades.<br />
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<span style="font-family: 'comic sans ms', sans-serif; font-size: medium;"><b>La noche del miedo.</b></span></div>
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<span style="font-family: 'comic sans ms', sans-serif;">Era un martes por la noche,supongo que serian las tres de la mañana.Me levanté para ir al baño,iba despacio,para no despertar a nadie.</span></div>
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<span style="font-family: 'comic sans ms', sans-serif;">Entonces,oí unos pasos,agucé el oído y me mantuve algunos instantes en tensión.Avancé por el pasillo para ver que pasaba.</span></div>
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<span style="font-family: 'comic sans ms', sans-serif;">Me parecía sentir la respiración de una persona,me giré y vi a mi hermano Tom escondido en el armario.Me metí con él para que saber que ocurría.</span></div>
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<span style="font-family: 'comic sans ms', sans-serif;">Me dijo que había un hombre desconocido en el salón,que mamá y papá no estaban en casa y que Chicho,mi gato estaba muerto en la mesa de la cocina.</span></div>
<div style="background-color: white; font-family: arial, sans-serif; font-size: 13px; text-align: left;">
<span style="font-family: 'comic sans ms', sans-serif;">Entonces vi moverse algo por el pasillo,pero no tenía forma humana,me dio miedo asomarme y casi no quería mirar para allí,de repente,en el armario,vi que algo intentaba coger a mi hermano por detrás,entonces,le vi la cara,no lo conocía,daba miedo y llevaba una navaja en la camisa.</span></div>
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<span style="font-family: 'comic sans ms', sans-serif;">Agarré a mi hermano y salí corriendo,nos metimos en silencio en el conducto del aire acondicionado que pasaba por el cuarto oscuro.</span></div>
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<span style="font-family: 'comic sans ms', sans-serif;">Le dí unas instrucciones a mi hermano,que se quedara ahí,que no hablara ni llorase,que al final todo saldría bien.</span></div>
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<span style="font-family: 'comic sans ms', sans-serif;">Fui sigilosamente a mi cuarto,los dos hombres estaban husmeando en el baño,por suerte,no me vieron.</span></div>
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<span style="font-family: 'comic sans ms', sans-serif;">Me escondí en un baúl antiguo de mi cuarto y llamé a la policía,les dije que el portal estaba abierto y que en la puerta de mi casa había una maceta,que ahí habían llaves.</span></div>
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<span style="font-family: 'comic sans ms', sans-serif;">Cogí un cuchillo que había oxidado en el viejo baúl.Esperé,sentí pasos en mi cuarto,abrí un poco el baúl para ver y allí estaban los dos hombres en mi cuarto.</span></div>
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<span style="font-family: 'comic sans ms', sans-serif;">Se abrió la puerta de mi casa a toda máquina y entraron 11 policías y los pillaron.</span></div>
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<span style="font-family: 'comic sans ms', sans-serif;">Los llevaron a comisaria y nos sacaron de nuestros escondites.</span></div>
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<span style="font-family: 'comic sans ms', sans-serif;">Nos dijeron que nuestros padres estaban muertos en la lavadora y que tendríamos que vivir con nuestros tíos.</span></div>
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<span style="font-family: 'comic sans ms', sans-serif;">Desde ese día,no quiero recordar la fecha,solo que era martes,vivo con mi hermano y mis tíos,tristes por la ausencia de mis padres.</span></div>
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<span style="font-family: 'comic sans ms', sans-serif; font-size: medium;"><b>FIN</b></span></div>Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0tag:blogger.com,1999:blog-654590662195525381.post-63565087480989131012011-11-26T09:44:00.001-08:002011-11-26T09:44:36.542-08:00Relaciones de significado entre las palabras.<div id="__ss_1510880" style="width: 425px;">
<strong style="display: block; margin: 12px 0 4px;"><a href="http://www.slideshare.net/luisalopezhita/semantica" target="_blank" title="Semántica">Semántica</a></strong> <iframe frameborder="0" height="355" marginheight="0" marginwidth="0" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/1510880" width="425"></iframe> <br />
<div style="padding: 5px 0 12px;">
View more <a href="http://www.slideshare.net/" target="_blank">presentations</a> from <a href="http://www.slideshare.net/luisalopezhita" target="_blank">luisa lópez</a> </div>
</div>Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0tag:blogger.com,1999:blog-654590662195525381.post-30622725900007936912011-10-16T08:55:00.000-07:002011-10-16T08:59:13.690-07:00Sobre Marina de Carlos Ruíz Zafón.<br />
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<a href="http://t1.gstatic.com/images?q=tbn:ANd9GcSUisGKJ4SUjWVlLd9QfY5yocue_MOCWSVO4W_AfqxeDoNhb9EmZQ" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://t1.gstatic.com/images?q=tbn:ANd9GcSUisGKJ4SUjWVlLd9QfY5yocue_MOCWSVO4W_AfqxeDoNhb9EmZQ" /></a><br />
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<br />
Ya sé que muchos habéis empezado ya a leer Marina, de Ruíz Zafón. Para quienes todavía no lo habéis hecho quiero daros un empujoncito desde aquí, para que no lo dejéis porque luego se junta todo. <br />
Marina es un libro que os va agustar, contiene intriga y temas bastante interesantes para lectores de vuestra edad. <a href="http://www.carlosruizzafon.com/ficha_libro.php?id=1">En este enlace podéis descargar el primer capítulo</a> y debajo podéis ver un trailer del libro, los créditos están en catalán pero resultan fáciles de entender.<br />
<br />
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<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/MDkxKQTsvR4" width="560"></iframe>
<b> </b><br />
<b><br /></b><br />
<b>Marina </b>está ambientada en Barcelona, para que podáis haceros una idea más real de los espacios que se recorren en la novela os dejo este otro video, que recoge fotos antiguas de Barcelona.<br />
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<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/XTF--2AlhYM" width="420"></iframe>Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0tag:blogger.com,1999:blog-654590662195525381.post-25598478288033486462011-10-02T06:43:00.000-07:002011-10-02T06:43:02.762-07:00Ficha para la lectura voluntaria<div style="text-align: center;">
<div style="font-weight: bold;">
Quienes queráis leer el libro voluntario ( recuerdo que en la primera evaluación es El principe de la niebla de Carlos Ruíz Zafón), tendréis que completar esta ficha y entregarla, vía correo electrónico, antes del 1 de Diciembre de 2011.<br />
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<a href="http://www.calameo.com/books/0007083824141af4f18dc">Ficha de lectura</a></div>
<div style="padding-top: 8px;">
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<a href="http://www.calameo.com/upload/">Publish at Calaméo</a> or <a href="http://www.calameo.com/browse/">browse</a> others.</div>
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Luisa López Hitahttp://www.blogger.com/profile/11227161212047740858noreply@blogger.com0