tag:blogger.com,1999:blog-34644485088010452672024-03-13T14:53:25.900+01:00En castellano puro y claroAlm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.comBlogger40125tag:blogger.com,1999:blog-3464448508801045267.post-77165889486513027262016-01-12T12:44:00.000+01:002016-01-12T12:44:01.898+01:00Selección de obras del Barroco<a href="http://www.los-poetas.com/h/gongo1.htm">http://www.los-poetas.com/h/gongo1.htm</a><br />
<br />
<a href="http://www.los-poetas.com/f/quev4.htm">http://www.los-poetas.com/f/quev4.htm</a><br />
<br />
<a href="http://www.librosdearena.es/Biblioteca_pdf/GuzmandeAlfarache.pdf">http://www.librosdearena.es/Biblioteca_pdf/GuzmandeAlfarache.pdf</a><br />
<br />
<a href="http://mimosa.pntic.mec.es/~sferna18/gracian/Gracian-Baltasar_El_criticon.pdf">http://mimosa.pntic.mec.es/~sferna18/gracian/Gracian-Baltasar_El_criticon.pdf</a><br />
<br />
<a href="http://www.educa.jcyl.es/educacyl/cm/gallery/Recursos%20Infinity/tematicas/webquijote/quijotepdf.html">http://www.educa.jcyl.es/educacyl/cm/gallery/Recursos%20Infinity/tematicas/webquijote/quijotepdf.html</a><br />
<br />
<a href="http://www.edu.xunta.es/centros/iesvaladares/system/files/Vega,+Lope+De+-+Fuenteovejuna.pdf">http://www.edu.xunta.es/centros/iesvaladares/system/files/Vega,+Lope+De+-+Fuenteovejuna.pdf</a><br />
<br />
<a href="http://www.dipualba.es/Publicaciones/LibrosPapel/LibrosRed/Clasicos/Libros/VidaSue.pdf">http://www.dipualba.es/Publicaciones/LibrosPapel/LibrosRed/Clasicos/Libros/VidaSue.pdf</a><br />
<br />
<a href="http://www.comedias.org/tirso/burlador.pdf">http://www.comedias.org/tirso/burlador.pdf</a>Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-69637730626714135902016-01-12T10:51:00.001+01:002016-01-12T10:51:44.894+01:00Selección de obras de la literatura renacentista<a href="http://www.cervantesvirtual.com/obra-visor/la-vida-de-lazarillo-de-tormes-y-de-sus-fortunas-y-adversidades--0/html/">http://www.cervantesvirtual.com/obra-visor/la-vida-de-lazarillo-de-tormes-y-de-sus-fortunas-y-adversidades--0/html/</a><br />
<br />
<a href="http://www.poemas-del-alma.com/garcilaso-de-la-vega.htm">http://www.poemas-del-alma.com/garcilaso-de-la-vega.htm</a><br />
<br />
<a href="http://www.portalcarmelitano.org/component/k2/itemlist/category/52-juan-de-la-cruz-|-obras-completas.html">http://www.portalcarmelitano.org/component/k2/itemlist/category/52-juan-de-la-cruz-|-obras-completas.html</a><br />
<br />
<a href="http://www.poemas-del-alma.com/fray-luis-de-leon.htm">http://www.poemas-del-alma.com/fray-luis-de-leon.htm</a><br />
<br />
<a href="http://www.santateresadejesus.com/wp-content/uploads/Poes%C3%ADas-PDF.pdf">http://www.santateresadejesus.com/wp-content/uploads/Poes%C3%ADas-PDF.pdf</a>Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-1931589689124917522016-01-12T10:07:00.003+01:002016-01-12T10:07:53.063+01:00Selección de lecturas del Novecentismo, vanguardias y generación del 27<a href="http://www.poemas-del-alma.com/federico-garcia-lorca.htm">http://www.poemas-del-alma.com/federico-garcia-lorca.htm</a><br />
<br />
<a href="http://www.cervantesvirtual.com/obra/obras-completas-de-gabriel-miro-vol-11-el-obispo-leproso-novela/">http://www.cervantesvirtual.com/obra/obras-completas-de-gabriel-miro-vol-11-el-obispo-leproso-novela/</a><br />
<br />
<a href="http://sololengua.blogspot.com.es/2012/11/greguerias-de-ramon-gomez-de-la-serna.html">http://sololengua.blogspot.com.es/2012/11/greguerias-de-ramon-gomez-de-la-serna.html</a><br />
<br />
<a href="http://manuelosses.cl/VU/El%20Hombre%20y%20la%20gente.%20O.Gasset.pdf">http://manuelosses.cl/VU/El%20Hombre%20y%20la%20gente.%20O.Gasset.pdf</a><br />
<br />
<a href="http://www.los-poetas.com/b/cern1.htm">http://www.los-poetas.com/b/cern1.htm</a><br />
<br />
<a href="http://www.los-poetas.com/a/damaso1.htm">http://www.los-poetas.com/a/damaso1.htm</a><br />
<br />
<a href="http://www.poemas-del-alma.com/gerardo-diego.htm">http://www.poemas-del-alma.com/gerardo-diego.htm</a><br />
<br />
<a href="http://www.poemas-del-alma.com/blas-de-otero.htm">http://www.poemas-del-alma.com/blas-de-otero.htm</a><br />
<br />
<a href="http://amediavoz.com/aleixandre.htm">http://amediavoz.com/aleixandre.htm</a><br />
<br />
<a href="http://www.poesi.as/Rafael_Alberti.htm">http://www.poesi.as/Rafael_Alberti.htm</a>Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-57481416100540087412016-01-12T09:59:00.001+01:002016-01-12T09:59:51.686+01:00Selección de lecturas del Modernismo y de la Generación del 98<a href="http://www.poemas-del-alma.com/ruben-dario.htm">http://www.poemas-del-alma.com/ruben-dario.htm</a><br />
<br />
<a href="http://www.espacioebook.com/sigloxx_98/machado/machado_camposdecastilla.pdf">http://www.espacioebook.com/sigloxx_98/machado/machado_camposdecastilla.pdf</a><br />
<br />
<a href="http://www.bibliotecaspublicas.es/donbenito/imagenes/Ramon_del_Valle-Inclan_-_Luces_de_Bohemia_-_v1.0.pdf">http://www.bibliotecaspublicas.es/donbenito/imagenes/Ramon_del_Valle-Inclan_-_Luces_de_Bohemia_-_v1.0.pdf</a><br />
<br />
<a href="http://blocs.xtec.cat/edubartrina/files/2012/12/El-%C3%A1rbol-de-la-ciencia.pdf">http://blocs.xtec.cat/edubartrina/files/2012/12/El-%C3%A1rbol-de-la-ciencia.pdf</a><br />
<br />
<a href="http://www.bibliotecaspublicas.es/donbenito/imagenes/Miguel_de_Unamuno_-_Niebla_-_v1.0.pdf">http://www.bibliotecaspublicas.es/donbenito/imagenes/Miguel_de_Unamuno_-_Niebla_-_v1.0.pdf</a><br />
<br />
<br />Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-18085820872745798482016-01-10T17:40:00.001+01:002016-01-12T10:00:08.038+01:00El Novecentismo, Vanguardias y Generación del 27<div class="separator" style="clear: both; text-align: center;">
<a href="https://s-media-cache-ak0.pinimg.com/236x/f7/96/86/f79686851e294531dffd71cba6788153.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://s-media-cache-ak0.pinimg.com/236x/f7/96/86/f79686851e294531dffd71cba6788153.jpg" /></a></div>
<br />Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-33794392308993646622016-01-10T17:37:00.000+01:002016-01-10T17:37:04.936+01:00La literatura modernista y la generación del 98<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.noticiasusodidactico.com/sara/files/generacion-3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://www.noticiasusodidactico.com/sara/files/generacion-3.jpg" height="226" width="320" /></a></div>
<br />Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-38812488528027932062016-01-10T17:31:00.002+01:002016-05-09T12:00:50.063+02:00<div class="separator" style="clear: both; text-align: center;">
<a href="http://static4.espaciolibros.com/wp-content/uploads/2015/04/realismo-literario-espanol-600x450.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://static4.espaciolibros.com/wp-content/uploads/2015/04/realismo-literario-espanol-600x450.jpg" height="240" width="320" /></a></div>
<br />
<br />
https://www.youtube.com/watch?v=bDH8Lg64JAU<br />
<br />
La Revolución Industrial trajo como principales consecuencias directas la consolidación de la burguesía, la aparición de movimientos obreros y sindicales (socialismo, marxismo y anarquismo).<br />
En España hay tres etapas bien marcadas:<br />
- El reinado de Isabel II (hasta 1868)<br />
- El Sexenio Revolucionario (1868-1874), el exilio de la familia real y la I República (1873)<br />
- La restauración de la monarquía (1875) con Alfonso XII.<br />
<br />
En literatura, se representa de manera fidedigna la sociedad y el deseo de cambiarla. El mejor vehículo de expresión resulta ser LA NOVELA, que se caracteriza por:<br />
- Interés por la realidad y lo cotidiano.<br />
- Temas de la época, sobre todo, las diferencias sociales.<br />
- Objetividad.<br />
- Presencia crítica del autor.<br />
- Narrador omnisciente.<br />
- Estilo sobrio y sencillo.<br />
- Adecuación del lenguaje a los personajes.<br />
FRANCIA: Stendhal (<i>Rojo y Negro</i>), Balzac (<i>La Comedia Humana</i>), Flaubert (<i>Madame Bóvary</i>) y Emile Zola (<i>Naná</i>)<br />
RUSIA; Dostoievski (<i>Crimen y Castigo</i>) y Tolstoi (<i>Guerra y Paz</i>).<br />
ESPAÑA:<br />
- Prerrealismo (1849): Fernán Caballero (<i>La Gaviota</i>) y Pedro Antonio de Alarcón (<i>El Sombrero de Tres Picos)</i><br />
<i>- </i>Realismo (1870): Benito Pérez Galdós (<i>Fortunata y Jacinta</i>) y Juan Valera (<i>Pepita Jiménez</i>)<br />
<i>- </i>Naturalismo (1881<i> ): </i>Leopoldo Alas Clarín (<i>La Regenta</i>), Emilia Pardo Bazán (<i>Los Pazos de Ulloa</i>) y Vicente Blasco Ibáñez (<i>Cañas y Barro</i>)<i> </i> Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-31132242959969792382016-01-10T17:23:00.001+01:002016-01-10T17:23:24.074+01:00la literatura del siglo XVIII<div style="text-align: justify;">
El siglo XVIII trajo como giro más importante la Revolución Francesa. En España, la subda al trono de los Borbones trajo consigo la Ilustración, que preconiza la razón por encima de todo; se asentó el despotismo ilustrado, que pretendía mejorar las condiciones de vida del pueblo, pero sin contar con él; se crearon sociedades como la Real Academia de la Lengua o la Biblioteca Nacional.</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://educadultos.wikispaces.com/file/view/siglo-xviii.JPG/33811235/siglo-xviii.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://educadultos.wikispaces.com/file/view/siglo-xviii.JPG/33811235/siglo-xviii.JPG" height="240" width="320" /></a></div>
<br />Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-82964760588496431162016-01-10T17:11:00.000+01:002016-01-10T17:11:40.379+01:00la literatura barrocaEspaña sufre una profunda crisis económica, social y política con el desmembramiento del imperio a lo largo del siglo anterior. Por lo tanto, su literatura trata de temas graves, como la preocupación por las normas morales, la fugacidad de la vida, la presencia de la muerte, y lo hace con un uso abundante de recursos retóricos.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://educadultos.wikispaces.com/file/view/literatura_barroca.JPG/33694059/literatura_barroca.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://educadultos.wikispaces.com/file/view/literatura_barroca.JPG/33694059/literatura_barroca.JPG" height="270" width="320" /></a></div>
<br />Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-72327712944807962252016-01-10T17:03:00.002+01:002016-01-10T17:03:31.985+01:00La literatura renacentistaEl siglo XVI es una época de dominio europeo y americano, con su lucha por mantener la hegemonía y la reacción contra las ideas reformistas alemanas.<br />
En el plano cultural, destaca la actitud vitalista del Renacimiento, los grandes descubrimientos geográficos y científicos, el poder de la razón y una nueva espiritualidad basada en el sentimiento íntimo.<br />
Destacan la sencillez expresiva, el endecasílabo y el soneto italianos y los temas clásicos: amor y naturaleza.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://educadultos.wikispaces.com/file/view/literatura_renacentista.JPG/33694053/literatura_renacentista.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://educadultos.wikispaces.com/file/view/literatura_renacentista.JPG/33694053/literatura_renacentista.JPG" height="217" width="320" /></a></div>
<br />Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-47440122428637668442015-12-22T10:55:00.000+01:002015-12-22T10:55:08.574+01:00La literatura prerrenacentista<div class="separator" style="clear: both; text-align: center;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/muWZDte5pL0/0.jpg" src="https://www.youtube.com/embed/muWZDte5pL0?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<br />
El siglo XV es una época de profundos cambios. Europa está dividida por el Cisma de Occidente y por la Guerra de los Cien Años entre Francia e Inglaterra.<br />
En España también se viven crisis internas. En 1492 se produce el descubrimiento de América, la conquista de Granada y la expulsión de los judíos.<br />
En el plano social, se desarrolla la burguesía y la cultura sale de los monasterios para secularizarse en las universidades (Salamanca, Alcalá de Henares, La Sorbona, Oxford, Cambridge...). Se desarrolla el humanismo y la cultura se ve favorecida por un invento crucial por parte de Gutemberg: LA IMPRENTA.<br />
<br />
El humanismo supuso la recuperación e imitación de la literatura grecolatina y la renovación de la italiana del s. XIV, con autores como Bocaccio (<i>Decameron</i>), Petrarca (<i>Cancionero</i>) y Dante Alighieri (<i>La Divina Comedia</i>).<br />
Los poetas del Prerrenacimiento español se inspiraron en la poesía provenzal, centrada en el amor cortés.<br />
POESÍA CULTA:<br />
- Poesía cancioneril, que trata el amor como un juego cortesano y literario.<br />
- Poesía alegórica, que trata temas filosóficos. MARQUÉS DE SANTILLANA y JUAN DE MENA.<br />
Al margen de estas, están las <i>Coplas por la muerte de su padre</i> de JORGE MANRIQUE.<br />
POESÍA POPULAR:<br />
Los romances.<br />
TEATRO HASTA EL SIGLO XV:<br />
Tropos y dramas litúrgicos (breves escenificaciones de partes de la misa) y juegos de escarnio (obras satíricas y burlescas). GÓMEZ MANRIQUE, JUAN DEL ENCINA Y FERNANDO DE ROJAS (<i>La Celestina</i>). <br />
<br />Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-30905546868226286702015-12-10T10:17:00.001+01:002015-12-10T10:17:07.491+01:00Los pronombres<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-zYYgiSWv_QY/Tb8WVDq3TPI/AAAAAAAAAKE/Ekg5shFapuI/s1600/pronombres.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-zYYgiSWv_QY/Tb8WVDq3TPI/AAAAAAAAAKE/Ekg5shFapuI/s1600/pronombres.jpg" height="207" width="320" /></a></div>
<br />Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-77026440924279893622015-12-04T10:13:00.003+01:002015-12-04T10:13:16.037+01:00Literatura medieval<a href="http://laliteraturaestaenlanube.blogspot.com.es/2013/09/la-edad-media_18.html">http://laliteraturaestaenlanube.blogspot.com.es/2013/09/la-edad-media_18.html</a><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-XuclOcvXUlk/T-MIeNPxFCI/AAAAAAAAAV4/PG9wXnhBjb4/s1600/cuadroliteraturamedieva.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-XuclOcvXUlk/T-MIeNPxFCI/AAAAAAAAAV4/PG9wXnhBjb4/s1600/cuadroliteraturamedieva.png" height="191" width="400" /></a></div>
<br />Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-5672727104533196382015-12-04T09:55:00.003+01:002015-12-04T10:02:55.874+01:00El Romanticismo<div class="separator" style="clear: both; text-align: center;">
<a href="http://static3.espaciolibros.com/wp-content/uploads/2010/07/el-romanticismo-literario-espa%C3%B1ol.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://static3.espaciolibros.com/wp-content/uploads/2010/07/el-romanticismo-literario-espa%C3%B1ol.jpg" height="224" width="320" /></a></div>
<br />
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
El Romanticismo surge en España de forma tardía, pero en Europa viene provocado por dos hechos históricos principales:</div>
<div style="text-align: justify;">
- La Revolución Francesa (1789), con las ideas de los filósofos Rousseau, Voltaire y Montesquieu y la toma de la Bastilla.</div>
<div style="text-align: justify;">
- La Revolución Industrial en Gran Bretaña, de la mano de James Watt y su máquina de vapor.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Ambos hechos trajeron consecuencias a tres niveles principales:</div>
<div style="text-align: justify;">
- A nivel político, surge la monarquía parlamentaria y la división de poderes en legislativo, ejecutivo y judicial, frente al absolutismo imperante hasta entonces.</div>
<div style="text-align: justify;">
- A nivel económico, se industrializan y mecanizan los oficios artesanales y la agricultura.</div>
<div style="text-align: justify;">
- A nivel social, crece y se fortalece la burguesía, pero surge de manera alarmante una nueva clase social: el proletariado.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
El desencanto que produjo el fracaso de la Revolución Francesa a posteriori trajo como consecuencia una literatura donde, en un principio, se canta la exaltación del yo, del nacionalismo y de las emociones, la huida de la realidad hacia tiempos remotos - principalmente, la Edad Media - o hacia lugares exóticos, como Oriente. En Europa, tenemos dos figuras literarias que marcaron la época: GOETHE y LORD BYRON.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
En España, tras la muerte de Fernando VII y de manera tardía, el romanticismo cobra un tono propio que se manifiesta en:</div>
<div style="text-align: justify;">
- Poesía lírica: <i>Rimas </i>de Gustavo Adolfo Bécquer y <i>Follas Novas</i> de Rosalía de Castro.</div>
<div style="text-align: justify;">
- Poesía narrativa: <i>El Estudiante de Salamanca</i> de José de Espronceda.</div>
<div style="text-align: justify;">
- Narrativa: <i>Leyendas</i> de Gustavo Adolfo Bécquer o los artículos de Mariano José de Larra.</div>
<div style="text-align: justify;">
- Teatro: con la ruptura de las formas tradicionales, personajes y escenarios lúgubres. Destacan el <i>Don Juan Tenorio</i> de José Zorrilla o <i>Don Älvaro o la fuerza del sino</i> del Duque de Rivas.</div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
</div>
<div class="separator" style="clear: both; text-align: justify;">
</div>
<div class="separator" style="clear: both; text-align: justify;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/htMLijBG8nc/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/htMLijBG8nc?feature=player_embedded" width="320"></iframe></div>
<br />
<a href="http://www.pehuen.cl/files/pdf/RIMASYLE.PDF">http://www.pehuen.cl/files/pdf/RIMASYLE.PDF</a><br />
<a href="http://centros.edu.xunta.es/ceipcampolongo/Archivos/ENL/Escritores_actividades_L_G/Rosalia/ROSALIA%20_PARA_SEMPRE/3_FOLLAS_NOVAS/FOLLAS_NOVAS.pdf">http://centros.edu.xunta.es/ceipcampolongo/Archivos/ENL/Escritores_actividades_L_G/Rosalia/ROSALIA%20_PARA_SEMPRE/3_FOLLAS_NOVAS/FOLLAS_NOVAS.pdf</a><br />
<a href="https://www.ucm.es/data/cont/docs/119-2014-02-19-Espronceda.%20ElEstudianteDeSalamanca.pdf">https://www.ucm.es/data/cont/docs/119-2014-02-19-Espronceda.%20ElEstudianteDeSalamanca.pdf</a><br />
<a href="http://www.vicentellop.com/TEXTOS/larra/larracostumbres.pdf">http://www.vicentellop.com/TEXTOS/larra/larracostumbres.pdf</a><br />
<a href="http://www.css.cl/catalogo/pdf/lib014956-.pdf">http://www.css.cl/catalogo/pdf/lib014956-.pdf</a><br />
<a href="http://getafe.es/wp-content/uploads/Don-Alvaro-o-la-Fuerza-del-Sino.pdf">http://getafe.es/wp-content/uploads/Don-Alvaro-o-la-Fuerza-del-Sino.pdf</a>Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-57672175082244375662015-11-09T20:22:00.001+01:002015-11-09T20:22:20.210+01:00el adjetivo<div class="separator" style="clear: both; text-align: center;">
<a href="http://cursa.ihmc.us/rid=1HT57FWJ5-1D3XFYD-1WXK/El%20adjetivo.cmap?rid=1HT57FWJ5-1D3XFYD-1WXK&partName=htmljpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://cursa.ihmc.us/rid=1HT57FWJ5-1D3XFYD-1WXK/El%20adjetivo.cmap?rid=1HT57FWJ5-1D3XFYD-1WXK&partName=htmljpeg" height="165" width="320" /></a></div>
<br />Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-56641901706742013212015-11-09T20:19:00.001+01:002015-11-09T20:19:04.252+01:00Los determinantes<div class="separator" style="clear: both; text-align: center;">
<a href="http://cmaps.cmappers.net/rid=1H38BHVS9-5ND58J-3TZ/Determinantes.cmap?rid=1H38BHVS9-5ND58J-3TZ&partName=htmljpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://cmaps.cmappers.net/rid=1H38BHVS9-5ND58J-3TZ/Determinantes.cmap?rid=1H38BHVS9-5ND58J-3TZ&partName=htmljpeg" height="181" width="320" /></a></div>
<br />Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com1tag:blogger.com,1999:blog-3464448508801045267.post-24831837310596327782015-11-09T20:14:00.000+01:002015-11-09T20:14:04.405+01:00el sustantivo<div class="separator" style="clear: both; text-align: center;">
<a href="http://skat.ihmc.us/rid=1L0L14LBH-SQV3L3-1T0/El%20sustantivo.cmap.cmap?rid=1L0L14LBH-SQV3L3-1T0&partName=htmljpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://skat.ihmc.us/rid=1L0L14LBH-SQV3L3-1T0/El%20sustantivo.cmap.cmap?rid=1L0L14LBH-SQV3L3-1T0&partName=htmljpeg" height="195" width="320" /></a></div>
<br />Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-47783541064081199702015-11-09T20:06:00.002+01:002015-11-09T20:06:38.930+01:00textos prescriptivos<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-aV0kUzc9yH0/Ukwz0J_rR7I/AAAAAAAAA98/T7V0gHOwc5I/s1600/Texto+instructivo+y+predictivo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-aV0kUzc9yH0/Ukwz0J_rR7I/AAAAAAAAA98/T7V0gHOwc5I/s1600/Texto+instructivo+y+predictivo.jpg" height="197" width="320" /></a></div>
<br />
<br />Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-74265547675356678872015-11-09T12:34:00.003+01:002015-11-10T11:50:13.585+01:00más análisis sintáctico para amenizar vuestras tardes....<a href="http://recursos.cnice.mec.es/lengua/profesores/bac1/herramientas/as/as.htm">http://recursos.cnice.mec.es/lengua/profesores/bac1/herramientas/as/as.htm</a><br />
<br />
<a href="http://www.analisissintactico.com/ejemplos.html">http://www.analisissintactico.com/ejemplos.html</a>Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-80931598176619676182015-10-26T18:00:00.001+01:002015-10-26T18:00:33.506+01:00acentuación de diptongos, triptongos e hiatos<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-g9J5D8wWsjo/Vi5cHpKG_nI/AAAAAAAAQzQ/MAAaLN0swx8/s1600/Captura-de-pantalla-2011-12-07-a-las-21.47.35.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="302" src="http://4.bp.blogspot.com/-g9J5D8wWsjo/Vi5cHpKG_nI/AAAAAAAAQzQ/MAAaLN0swx8/s320/Captura-de-pantalla-2011-12-07-a-las-21.47.35.png" width="320" /></a></div>
<br />Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-56346740362126484792015-10-26T17:54:00.001+01:002015-10-26T17:54:08.576+01:00Unidad 3: los textos argumentativos<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>ES-AR</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabla normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Bookman Old Style","serif"; font-size: 16.0pt; line-height: 115%;">UNIDAD
3</span></u></b><span style="font-family: "Bookman Old Style","serif"; font-size: 16.0pt; line-height: 115%;"></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Bookman Old Style","serif"; font-size: 16.0pt; line-height: 115%;">La</span></u></b><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"> </span></u></b><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Bookman Old Style","serif"; font-size: 16.0pt; line-height: 115%;">argumentación</span></u></b><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"></span></u></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">La argumentación es
una forma del discurso que consiste en defender una idea aportando razones que
la justifiquen con el fin de persuadir al destinatario de su validez.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">ESTRUCTURA:</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">è<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Introducción:
se presenta el tema y se intenta captar la atención del receptor.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">è<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Exposición:
se explica la información fundamental y se expone la tesis.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">è<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Argumentación:
se presentan los argumentos con que se defiende la tesis.</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">è<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Conclusión:
se cierra el texto resumiendo los aspectos más relevantes de la argumentación.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">CLASIFICACIÓN:</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">è<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">SEGÚN
LA FUNCIÓN:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>argumentos </span><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: "Bookman Old Style"; mso-char-type: symbol; mso-hansi-font-family: "Bookman Old Style"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">
apoyan la tesis</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>Contraargumentos </span><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: "Bookman Old Style"; mso-char-type: symbol; mso-hansi-font-family: "Bookman Old Style"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;"> rechazan total o<span style="mso-spacerun: yes;"> </span>parcialmente
opiniones ajenas.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">è<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">SEGÚN
EL CONTENIDO:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Argumentos
de la mayoría</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Argumentos
de la utilidad</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Argumentos
éticos</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Argumentos
hedonistas</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">è<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">SEGÚN
LA FINALIDAD:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Argumentos
racionales</span></div>
<div class="MsoListParagraphCxSpLast" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Argumentos
emotivos</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Los principales
procedimientos o técnicas de la argumentación son:</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">è<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">LA
ARGUMENTACIÓN LÓGICA: que se expresa con conectores de causa y consecuencia,
finalidad, hipótesis, contraste, etc.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">è<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">LA
ARGUMENTACIÓN ANALÓGICA: mediante símiles y metáforas.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">è<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">LA
EJEMPLIFICACIÓN: con marcadores que sirven para introducir los casos concretos.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">è<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">LAS
CITAS: que introducen ideas y opiniones de otros autores y que aportan un
argumento de autoridad. Pueden ser LITERALES, expuestas entre comillas, o NO
LITERALES, introducidas por una conjunción, como “que” ( algunos expertos
opinan que…)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">è<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">LA
IMPLICACIÓN DEL EMISOR: que se expresa con elementos como el lenguaje
connotativo y el empleo de la 1ª persona del singular (creo <span style="mso-tab-count: 1;"> </span>que, en mi opinión…)</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">è<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">LA
APELACIÓN AL RECEPTOR: mediante el uso de la 1ª persona del plural y
exhortaciones, preguntas, a menudo en 2ª persona (todos sabemos, observe que…)</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Existen textos
argumentativos en varios ámbitos:</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">n<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Administrativo:
instancia</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">n<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Periodístico:
artículo de opinión</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">n<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 12.0pt; line-height: 115%;">Literario:
ensayo</span></div>
Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-83160435681096060412015-10-26T17:27:00.003+01:002015-10-26T17:27:26.049+01:00¡practiquemos los verbos, por favor!<div class="separator" style="clear: both; text-align: center;">
<a href="http://image.slidesharecdn.com/luzangeladipositivasdeinformatica-130813162226-phpapp01/95/los-verbos-1-638.jpg?cb=1376410997" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://image.slidesharecdn.com/luzangeladipositivasdeinformatica-130813162226-phpapp01/95/los-verbos-1-638.jpg?cb=1376410997" height="180" width="320" /></a></div>
<br />
<br />
<br />
<br />
os dejo un enlace para que juguéis y practiquéis.<br />
<br />
<a href="http://biombohistorico.blogspot.com.es/2013/05/ejercicios-interactivos-para-conjugar.html">http://biombohistorico.blogspot.com.es/2013/05/ejercicios-interactivos-para-conjugar.html</a><br />
Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-40600394758785097532015-10-26T17:17:00.002+01:002015-10-26T17:17:45.328+01:00unidad 3: el adverbio<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-hb0FVrvtSY4/Vi5SCHUw5WI/AAAAAAAAQy4/macQKE706aM/s1600/EL_ADVERBIO.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://1.bp.blogspot.com/-hb0FVrvtSY4/Vi5SCHUw5WI/AAAAAAAAQy4/macQKE706aM/s320/EL_ADVERBIO.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-LMOMaDVXPtM/Vi5SGVNWKbI/AAAAAAAAQzA/ON95ZUEhU3w/s1600/complemento-circunstancial.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://4.bp.blogspot.com/-LMOMaDVXPtM/Vi5SGVNWKbI/AAAAAAAAQzA/ON95ZUEhU3w/s320/complemento-circunstancial.jpg" width="283" /></a></div>
<br />Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-46743656504065107162015-10-26T17:15:00.002+01:002015-10-26T17:15:25.090+01:00unidad 3: los tiempos verbales<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.actiludis.com/wp-content/uploads/2014/03/Tiempos-verbales.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://www.actiludis.com/wp-content/uploads/2014/03/Tiempos-verbales.png" height="320" width="235" /></a></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://cmapspublic2.ihmc.us/rid=1L4MCPNKR-NMCC76-3F8B/FORMAS%20NO%20PERSONALES%20DEL%20VERBO.cmap?rid=1L4MCPNKR-NMCC76-3F8B&partName=htmljpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://cmapspublic2.ihmc.us/rid=1L4MCPNKR-NMCC76-3F8B/FORMAS%20NO%20PERSONALES%20DEL%20VERBO.cmap?rid=1L4MCPNKR-NMCC76-3F8B&partName=htmljpeg" height="172" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0tag:blogger.com,1999:blog-3464448508801045267.post-47564531959236039032015-10-26T17:11:00.002+01:002015-10-26T17:11:47.156+01:00Unidad 3: la descripción<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>ES-AR</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabla normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Bookman Old Style","serif"; font-size: 16.0pt; line-height: 115%;">UNIDAD
3</span></u></b><span style="font-family: "Bookman Old Style","serif"; font-size: 16.0pt; line-height: 115%;"></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Bookman Old Style","serif"; font-size: 16.0pt; line-height: 115%;">Los
textos descriptivos</span></u></b><span style="font-family: "Bookman Old Style","serif"; font-size: 16.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
La descripción es la presentación
de los rasgos característicos de seres, objetos, lugares o fenómenos, tanto
reales como imaginarios. Cuando lo descrito es perceptible por los sentidos,
suele haber un orden espacial.</div>
<div class="MsoNormal" style="text-align: justify;">
Los principales rasgos
lingüísticos son la abundancia de ADJETIVOS, los MARCADORES ESPACIALES y el
empleo frecuente de EPÍTETOS, SÍMILES y METÁFORAS.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<img alt="" src="data:image/png;base64,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" /></div>
Alm1968http://www.blogger.com/profile/08024535802360081747noreply@blogger.com0