tag:blogger.com,1999:blog-40251410703788842202024-02-06T18:39:08.800-08:00Beatus IlleVirginia Garcíahttp://www.blogger.com/profile/04676603799990421707noreply@blogger.comBlogger19125tag:blogger.com,1999:blog-4025141070378884220.post-35930200869734566722017-08-30T01:36:00.000-07:002017-08-30T01:40:01.601-07:00Solución al examen de latín de EBAU JCYL2017<div style="text-align: right;">
<i>Ante diem III kalendas septembres.</i></div>
<div style="text-align: right;">
<i>Mercurii Dies.</i></div>
<div style="text-align: right;">
<i>MMDCCLXX A.V.C</i></div>
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<i>Avete, discipuli et amici!</i><br />
<i>Quid agitis?</i><br />
<i>Hodie ego vobis utilissima informatio do.</i><br />
<br />
Tras la información previa de cómo quedaba la <a href="http://illebeatus.blogspot.com.es/2017/04/el-latin-en-la-ebau.html">nueva EBAU</a> de la Junta de Castilla y León (con su <a href="http://illebeatus.blogspot.com.es/2017/04/el-latin-en-la-ebau.html">modelo </a>0, <a href="http://illebeatus.blogspot.com.es/2017/04/el-latin-en-la-ebau.html">criterios </a>de corrección y <a href="http://illebeatus.blogspot.com.es/2017/04/el-latin-en-la-ebau.html">matrices</a>), ahora os dejo una porpuesta de solución de la Opción A del examen. Ya podéis ver que cambia muy poco.<i> </i><br />
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Os lo dejo como imagen y lo podéis decargar <a href="https://drive.google.com/open?id=0B4Y7AxbkA9YbNlFjdVE0ODcxQVE">aquí </a>también en <a href="https://drive.google.com/open?id=0B4Y7AxbkA9YbNlFjdVE0ODcxQVE">pdf</a>.<i> </i><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNx0jFLROX2Jd6lkwf57tKvX7uf9tn84ZuP4iR-ouOgvXNpp28utCD6_STJIvSWVYiAyux_5plBgvj-6a3f31GjPJ0GPVU_cA4Z8aPNAw-j4ED8LXhyBUiF2bgDKwYFolfQPbFSChKzf_L/s1600/EBAU-JUNIO-17-001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1131" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNx0jFLROX2Jd6lkwf57tKvX7uf9tn84ZuP4iR-ouOgvXNpp28utCD6_STJIvSWVYiAyux_5plBgvj-6a3f31GjPJ0GPVU_cA4Z8aPNAw-j4ED8LXhyBUiF2bgDKwYFolfQPbFSChKzf_L/s320/EBAU-JUNIO-17-001.jpg" width="226" /></a></div>
Recordad que también tenéis el <a href="http://illebeatus.blogspot.com.es/2017/04/el-latin-en-la-ebau.html">Modelo 0</a> con su solución en la <a href="http://illebeatus.blogspot.com.es/2017/04/el-latin-en-la-ebau.html">entrada anterior</a><i>.</i><br />
<i> </i>Espero que os sea útil la información.<br />
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v<i>is tibi comes sit!</i><br />
<i>Optime valete omnes!<span class="Apple-tab-span" style="white-space: pre;"></span></i>Virginia Garcíahttp://www.blogger.com/profile/04676603799990421707noreply@blogger.com0tag:blogger.com,1999:blog-4025141070378884220.post-45366943327090110172017-05-09T01:04:00.000-07:002017-05-09T01:04:03.253-07:00ARTES FIGURATIVAS EN LA ANTIGUA ROMA: LOS MOSAICOS<div style="text-align: right;">
<i>Veneris dies</i></div>
<div style="text-align: right;">
<i>Ante diem XI Kalendas Maias</i></div>
<div style="text-align: right;">
<i>MMDCCLXX A.V.C</i></div>
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<i><br /></i></div>
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<i>Avete, discipuli et amici!</i></div>
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<i>Quid agitis?</i></div>
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Tras los controles de la segunda evaluación y las inminentes vacaciones de Semana Santa, decidí dejar a los chicos una actividad más ligera, pero no menos interesante, para estos días. Decicí que nos adentráramos en el apasionante mundo de las artes figurativas de la Antigua Roma desde un punto de vista práctico. </div>
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Como hacer una escultura o pintura mural me parecía algo complicado, ya que ninguno somos de Arte, escogí hacer un mosaico. </div>
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Además quería aprovechar a tener trabajo cooperativo. Ver cómo los alumnos se podían gestionar el trabajo y sacar su "proyecto" adelante.<br />
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Comenzamos dividiendo en grupos a los alumnos. Hicimos 4 grupos de 3 alumnos porque las parejas podían quedarse un poco sólas se algún miembro faltaba y más de tres podía dar lugar a el escaqueo. Ellos establecían sus papeles e iban debatiendo el modo de proceder. </div>
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Cada grupo eligió su figura, de ahí que no todos sean dibujos propiamente romanos.<br />
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Pero al menos disfrutaron, rompimos la rutina y algo aprendieron.<br />
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Valete, omnes!! </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG5wJHwNDS1u4YVeFmifLqcigqm7tnQ4AqJX2NgnU2n264mo0JciTSnkV6HNvC7hWIF38HPzr9iGUW3Ex_y-KsDAhwyjtv1iVC81BQpZ7Uabh8d5VuVWQ5CmRLrh8JtVyD4BButLNe6lhZ/s1600/IMG_20170331_132743.jpg" imageanchor="1"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG5wJHwNDS1u4YVeFmifLqcigqm7tnQ4AqJX2NgnU2n264mo0JciTSnkV6HNvC7hWIF38HPzr9iGUW3Ex_y-KsDAhwyjtv1iVC81BQpZ7Uabh8d5VuVWQ5CmRLrh8JtVyD4BButLNe6lhZ/s200/IMG_20170331_132743.jpg" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkl3cOwBHHCUXFx2HGD-9hgpVbHvrsFdox6D56odHyHohWMos8Y8-pbIJ16m6MQp6Ubho_gaGfdll8j2TUsEaI7QmvT2qVV4UUMD5svPZztJYoji22nQ2bDpFWiSC2sfaPNnJHTUBnhejX/s1600/IMG_20170331_131329.jpg" imageanchor="1"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkl3cOwBHHCUXFx2HGD-9hgpVbHvrsFdox6D56odHyHohWMos8Y8-pbIJ16m6MQp6Ubho_gaGfdll8j2TUsEaI7QmvT2qVV4UUMD5svPZztJYoji22nQ2bDpFWiSC2sfaPNnJHTUBnhejX/s320/IMG_20170331_131329.jpg" width="240" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixjOZ0wL8QKa-F2vhCVX5ADZa_wW62IJFawalDbw0BgYuP8tLeV6uQHwx02469HoZgN42kFQB7FrQQtVL9X4VNfMBBMG9ZcADQeHHIevR4x11pTTuuUSCah0-UaTgRUh_tw8xWaiIqHkME/s1600/IMG_20170331_132726.jpg" imageanchor="1"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixjOZ0wL8QKa-F2vhCVX5ADZa_wW62IJFawalDbw0BgYuP8tLeV6uQHwx02469HoZgN42kFQB7FrQQtVL9X4VNfMBBMG9ZcADQeHHIevR4x11pTTuuUSCah0-UaTgRUh_tw8xWaiIqHkME/s320/IMG_20170331_132726.jpg" width="240" /></a></div>
Virginia Garcíahttp://www.blogger.com/profile/04676603799990421707noreply@blogger.com0tag:blogger.com,1999:blog-4025141070378884220.post-54627933767156234272017-04-19T05:33:00.000-07:002017-04-20T02:50:25.861-07:00El Latín en la EBAU (antigua PAU)<div style="text-align: right;">
<i>Mercurii Dies</i></div>
<div style="text-align: right;">
<i>Ante diem XIII Kalendas Maias</i></div>
<div style="text-align: right;">
<i>MMDCCLXX A.V</i>.C </div>
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EL LATÍN EN LA LOMCE Y LA EBAU<br />
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<i>Avete, discipuli et amici!</i><br />
<i>Quid agitis?</i><br />
<i>Hodie ego vobis utilissima informatio do.</i><br />
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Tras la reunión previa a las vacaciones de Semana Santa, ya podemos ir recopilando cierta información relevante a la nueva prueba de acceso a la Universidad, la EBAU. </div>
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Serán los alumnos con el título de Bachillerato o los que, habiendo superado la prueba de selectividad anteriormente, se presenten a subir nota quienes harán la nueva prueba. Según lo establecido, deben realizar exámenes de las cuatro materias troncales de su modalidad. En este caso, siendo de Humanidades, los chicos hacen Lengua y Literatura II, Primera Lengua Extranjera II, Historia de España y Latín II. </div>
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La calificación obtenida será la media de cada examen de 0 a 10, debiendo ser igual o superior a 4 puntos. Si lo desean, los alumnos pueden mejorar su nota realizando otras materias optativas hata un máximo de cuatro. </div>
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A su vez, la calificación para el acceso a la universidad se
calculará ponderando un 60% de la nota obtenida en la etapa da Bachillerato y un 40% la calificación obtenida en estas pruebas. Se considerará apto cuando el resultado sea igual o superior a 5. </div>
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Pero esto ya lo sabíamos y no difiere mucho de la PAU. Sin embargo, sí se han modificado contenidos y estructura del examen concreto de Latín.</div>
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La información general de estas pruebas viene de la mano de la Junta de Castilla y León. Descartamos la página de la Usal que usábamos anteriormente. </div>
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Debéis acceder al <a href="http://www.educa.jcyl.es/es">Portal de Educación de la Junta de Castilla y León</a> para el seguimiento de esta prueba. Allí podéis descargar en formato pdf el Modelo 0, las matrices y los criterios de correción de cada asignatura. Desde el apartado de<a href="http://www.educa.jcyl.es/universidad/es/servicio-ensenanza-universitaria/acceso-universidades-publicas-castilla-leon"> Universidades</a>, podéis acceder a todo el contenido informativo. Pero os dejo los enlaces a continuación para que lo hagáis de manera directa.</div>
- <a href="http://www.educa.jcyl.es/universidad/es/servicio-ensenanza-universitaria/acceso-universidades-publicas-castilla-leon/matrices-especificaciones">Matrices de especificaciones</a> de todas las asignaturas<br />
- <a href="http://www.educa.jcyl.es/universidad/es/servicio-ensenanza-universitaria/acceso-universidades-publicas-castilla-leon/modelos-0-examen-criterios-correccion/examen">Modelo 0</a><br />
-<a href="http://www.educa.jcyl.es/universidad/es/servicio-ensenanza-universitaria/acceso-universidades-publicas-castilla-leon/modelos-0-examen-criterios-correccion/criterios"> Criterios de correción</a><br />
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Como podréis ver, el examen mantiene un modelo muy similar a los de las anteiores pruebas. Sólo ha cambiado una pequeña parte para adecuarse a las matrices que se pedían por la LOMCE. En este caso, vuelven a presentar dos opciones para elegir pero veamos detenidamente la estructura:<br />
Duración: 90 minutos<br />
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<b>1. Traducción del texto. </b><br />
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Se valora hasta 4 puntos. En la opción A, estará el texto de César <i>De Bello Gallico</i> y en la opción B, estará Cicerón con <i>In Catilinam</i>.<br />
Como podéis ver, esta parte pierde 1 punto que se da a la parte del léxico. <br />
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<b>2. Análisis morfológico y sintáctico de un fragmento. Valorado en 2 puntos.</b><br />
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<b>3. Contenidos léxicos. Valorado en 2 puntos.</b><br />
- Una palabra para hacer su evolución fonética y explicar las reglas que intervienen en ese proceso.<br />
- Proponer al menos 4 derivados de una palabra latina.<br />
<span style="color: red;"><b>Se descarta, por tanto, la pregunta tipo test sobre un latinismo</b></span>.<br />
Ésta es la parte que gana 1 punto.<br />
En la evolución fonética se tiene en cuenta que expresen bien las reglas de evolución con una terminología adecuada. <br />
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<b>4. Cuestiones teóricas. A elegir DOS de tres opciones. Se valora hasta 2 puntos</b>, dando 1 punto a cada cuestión desarrollada. Aquí han querido curarse en salud y en vez de poner una pregunta de las lecturas y otra de la teoría literaria a desarrollar, prefirieron poner tres por si había gente de había descartado las lecturas.</div>
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Se mantienen los 5 temas de Literatura Latina de otros años. No han metido el bloque de Fábula, Sátira y Epigrama. </div>
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MODELO 0. OPCIÓN A Y B <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_8QV423jUU7zCSge1JzSOa8H66LsH1zzYUNiXEqqx_JNk3xjmkuCJDFmUPXnH3HKs828-foUGyDaIZ2zrMnftOUPKNDoL29v8AdabrsqTGUy75ntTCtNz_VTgSXDHcrNaLOC5_bcBX1UT/s1600/0002.jpg" imageanchor="1"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_8QV423jUU7zCSge1JzSOa8H66LsH1zzYUNiXEqqx_JNk3xjmkuCJDFmUPXnH3HKs828-foUGyDaIZ2zrMnftOUPKNDoL29v8AdabrsqTGUy75ntTCtNz_VTgSXDHcrNaLOC5_bcBX1UT/s320/0002.jpg" width="225" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMHheGtZB_MlKf1dkXOR5ILpwoKWP7RhA47HjR6cUO7ogsaKWO28Gazm_kNRsmRpsSBeIhTN2Z8k2_gnpo60vKULs3PeBOEo00ddYgwXM5mZmPs2qRlQtthJU1TjVEafR6NrBJAQ5wJizy/s1600/0001.jpg" imageanchor="1"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMHheGtZB_MlKf1dkXOR5ILpwoKWP7RhA47HjR6cUO7ogsaKWO28Gazm_kNRsmRpsSBeIhTN2Z8k2_gnpo60vKULs3PeBOEo00ddYgwXM5mZmPs2qRlQtthJU1TjVEafR6NrBJAQ5wJizy/s320/0001.jpg" width="225" /></a><br />
SOLUCIONES AL MODELO 0. OPCIÓN A <br />
Aquí os propongo una solución esquemática de lo que sería el examen sin la parte teórica. Podéis descargar <a href="https://drive.google.com/file/d/0B4Y7AxbkA9YbVk1BVG1FVlNOM0E/view?usp=sharing">aquí</a>. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiHSUIkSqXC7KhKxLhtToXg4jNxwIBcPJXJ_I3RdJLPFL3H732tOQkmt12Hz9yeT1AxiLpQc5BISnyJXmmRKpgj9TIfyb4-b_YBQP0gDamlzSUBaBBn8fMA9IjdsPGV0o06p3Me13faqtw/s1600/0002%25281%2529.jpg" imageanchor="1"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiHSUIkSqXC7KhKxLhtToXg4jNxwIBcPJXJ_I3RdJLPFL3H732tOQkmt12Hz9yeT1AxiLpQc5BISnyJXmmRKpgj9TIfyb4-b_YBQP0gDamlzSUBaBBn8fMA9IjdsPGV0o06p3Me13faqtw/s320/0002%25281%2529.jpg" width="225" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtl-2paZocxIgsim0Z6l1BvhyaGKxG58XWoxMDsPxYWBrYzt3-IJK51d3SR9QP6z6em9_a5W9pJABkPlAMQemF5GEfjCr_MveRtHa3O7eV1rs91H93qsiJUk6VdyOukQLw4iDHUh0vgTNW/s1600/0001%25281%2529.jpg" imageanchor="1"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtl-2paZocxIgsim0Z6l1BvhyaGKxG58XWoxMDsPxYWBrYzt3-IJK51d3SR9QP6z6em9_a5W9pJABkPlAMQemF5GEfjCr_MveRtHa3O7eV1rs91H93qsiJUk6VdyOukQLw4iDHUh0vgTNW/s320/0001%25281%2529.jpg" width="225" /></a><br />
Para cualquier duda, tenéis el <b>currículo </b>de la asignatura en Castilla y León en la<b> </b> <b>Orden
EDU/363/2015, de 4 de mayo,</b> por la que se establece el currículo y se
regula la implantación, evaluación y desarrollo del bachillerato en la
Comunidad de Castilla y León (BOCYL, nº 86, de 8 de mayo de 2015). <br />
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Espero que os sea útil la información.<br />
<br />
v<i>is tibi comes sit!</i><br />
<i>Optime valete omnes!<span class="Apple-tab-span" style="white-space: pre;"> </span></i><br />
<br />Virginia Garcíahttp://www.blogger.com/profile/04676603799990421707noreply@blogger.com0tag:blogger.com,1999:blog-4025141070378884220.post-26661315742598383782017-02-19T07:37:00.004-08:002017-02-19T07:39:32.064-08:00Esquemas de gramática<div style="text-align: right;">
<i>Solis Dies. </i></div>
<div style="text-align: right;">
<i>Ante diem XI Kal. Mar</i></div>
<div style="text-align: right;">
<i>XXDCCLXX A.V.C</i></div>
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Avete, Discipuli!</div>
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Hodie ego vobis utilissimum grammaticae latinae documentum do. </div>
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In hoc documento, vos declinationes et coniugationes videbitis.</div>
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Vos capere <a href="https://drive.google.com/file/d/0B4Y7AxbkA9YbdUg2MnJ4ekhYQlE/view?usp=sharing">hic </a>potestis.</div>
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Hoy os dejo un resumen de la gramática latina en pdf. Aquí podéis ver las declinaciones y conjugaciones. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGf8RwD8mYcuXBj_IeVz0iscVVaA0Lj0BcwByG1xJ6ihytW9xW8Zjwg7MmN6qOJPCVsXebGHtFmXKEuioY39TernZADddOqMxH3c5qObXkcum6mrVVIZH7ZM4vdrA2kgJefvG0AYIv_MSP/s1600/ESQUEMA-GRAMATICA-LAT1-002.jpg" imageanchor="1"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGf8RwD8mYcuXBj_IeVz0iscVVaA0Lj0BcwByG1xJ6ihytW9xW8Zjwg7MmN6qOJPCVsXebGHtFmXKEuioY39TernZADddOqMxH3c5qObXkcum6mrVVIZH7ZM4vdrA2kgJefvG0AYIv_MSP/s320/ESQUEMA-GRAMATICA-LAT1-002.jpg" width="226" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM1pvBvymdGCzcn-0nnBpxMbbDy3UEZ2cnyFmxdNN5p26l8ABsrgccboWRmmXS7TzKt391OCRRlk-7LC8G0ciP_RcNFE8FfoGfepSo492IMTk3VMPBaEj0JyEAOJ6ihpymg0Fj8FneAAIh/s1600/ESQUEMA-GRAMATICA-LAT1-001.jpg" imageanchor="1"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM1pvBvymdGCzcn-0nnBpxMbbDy3UEZ2cnyFmxdNN5p26l8ABsrgccboWRmmXS7TzKt391OCRRlk-7LC8G0ciP_RcNFE8FfoGfepSo492IMTk3VMPBaEj0JyEAOJ6ihpymg0Fj8FneAAIh/s320/ESQUEMA-GRAMATICA-LAT1-001.jpg" width="226" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBIp-TSfQ1Q0wGqNAbXACkjR4EFqlCTHgcmgGN3kgT4vIbVHVDuhhbHLab2Vm1qesw6BigDS84jVX-nLfeLYcBVDnxpvcp63y6RRum5ebU6Hde1oZ366UbXOxjXnbNeN5SlDQokr1ONIQF/s1600/ESQUEMA-GRAMATICA-LAT1-004.jpg" imageanchor="1"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBIp-TSfQ1Q0wGqNAbXACkjR4EFqlCTHgcmgGN3kgT4vIbVHVDuhhbHLab2Vm1qesw6BigDS84jVX-nLfeLYcBVDnxpvcp63y6RRum5ebU6Hde1oZ366UbXOxjXnbNeN5SlDQokr1ONIQF/s320/ESQUEMA-GRAMATICA-LAT1-004.jpg" width="226" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKEL4HecfJMHxS3_PDGz9IKylAxyaWUkBqrReFC9CfgfaBlZz_qYTZP0H34wS44AqqRMauFY9hG2K_1EIf6mxFo_VXeh80c63Be3jy6PoJzgq2om-I6QyZzUEYiqbs6pIoHUUjNbziM51u/s1600/ESQUEMA-GRAMATICA-LAT1-003.jpg" imageanchor="1"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKEL4HecfJMHxS3_PDGz9IKylAxyaWUkBqrReFC9CfgfaBlZz_qYTZP0H34wS44AqqRMauFY9hG2K_1EIf6mxFo_VXeh80c63Be3jy6PoJzgq2om-I6QyZzUEYiqbs6pIoHUUjNbziM51u/s320/ESQUEMA-GRAMATICA-LAT1-003.jpg" width="226" /></a></div>
<div style="text-align: justify;">
In castrinum.</div>
<div style="text-align: justify;">
<a href="https://drive.google.com/file/d/0B4Y7AxbkA9YbdUg2MnJ4ekhYQlE/view?usp=sharing"><br /></a></div>
<div style="text-align: justify;">
<a href="https://drive.google.com/file/d/0B4Y7AxbkA9YbdUg2MnJ4ekhYQlE/view?usp=sharing">Descarga en pdf</a></div>
<div style="text-align: justify;">
<br /></div>
Virginia Garcíahttp://www.blogger.com/profile/04676603799990421707noreply@blogger.com0tag:blogger.com,1999:blog-4025141070378884220.post-26574602256195061422016-12-21T00:01:00.000-08:002016-12-21T01:15:11.896-08:00Io Saturnalia! (celebrar la Saturnalia en el aula)<div style="text-align: right;">
<i>Martis dies. Ante diem XII Kal. Ian.</i></div>
<div style="text-align: right;">
<i>Anno MMDCCLXIX A.V.C (ab urbe condita) </i></div>
<br />
<i>Avete, discipuli et amici!</i><br />
<i><br /></i>
<i>Io Saturnalia</i>!<br />
<br />
<div style="text-align: justify;">
Estos
días tan cercanos a las fiestas y tras los exámenes de la primera
evaluación, los chicos necesitan un poco de cambio en la rutina sin ello
desmerecer el carácter didáctico de las clases. Por ello podemos
aprovechar su curiosidad innata y explicarles cómo se celebran las
Navidades en la Antigua Roma (teniendo en cuenta que no había
Navidades ya que no se relaciona históricamente).</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Siguiendo
con mi idea de acercar los contenidos de la asignatura de Latín a los
alumnos, he propuesto "celebrar" la Saturnalia en el aula. </div>
<br />
Pero ¿En qué consistían esas fiestas?<br />
<div style="text-align: justify;">
Cuando se acercaba el solsticio de invierno y se acababan los trabajos del campo, los romanos cerraban los negocios y se preparaban para la gran fiesta. Ésta comenzaba el 17 de diciembre y se fue alargando los días posteriormente hasta el 23. Eran días en honor a Saturno en los que todas las clases sociales participaban. Los esclavos eran liberados de sus obligaciones, se intercambiaban regalos, se hacían banquetes...Todo ello con cierto ambiente carnavalesco. </div>
<br />
<br />
Para
hacer más real este tema, dejo las últimas jornadas (2 o 3 clases) para
llevar a la práctica estas fiestas ajustándolo a nuestro contexto.<br />
<br />
1. Les cuento brevemente en qué consistían las fiestas y qué vamos a hacer, es decir, cuál es nuestro plan de acción.<br />
<ul>
<li>Sin olvidarnos de que el saludo para esos días será "Io Saturnalia!"</li>
</ul>
<br />
<ul>
</ul>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT-PoiqKTuB1wb08E7D2MnbqFKZ8JUC2munhCDPsMO4p33kAUXOSAduqZiMiMc8TJLENv2kkDWMm8YVO0oARDfmCUFaZNi9KTGAKr4yMnUtfluT3vntc0OCcD3ZS8umPtXVzDicvQnJv7e/s1600/IMG_20161219_115056.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT-PoiqKTuB1wb08E7D2MnbqFKZ8JUC2munhCDPsMO4p33kAUXOSAduqZiMiMc8TJLENv2kkDWMm8YVO0oARDfmCUFaZNi9KTGAKr4yMnUtfluT3vntc0OCcD3ZS8umPtXVzDicvQnJv7e/s320/IMG_20161219_115056.jpg" width="320" /></a></div>
<br />
<br />
2. Planteamos la decoración del aula.<br />
<ul>
<li>Decoración con motivo vegetal: hacemos plantas en cartulina o guirnaldas para poner en puertas, escaleras, ventanas...</li>
<li>Brillo dorado en estrellas, lunas, soles... </li>
<li>Símbolo
de Jano en la puerta o como motivo decorativo. En este caso lo hemos
puesto en la puerta para evocar la entrada y salida como el fin del año y
el comienzo del siguiente.</li>
</ul>
<ul> </ul>
<br />
<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoyfDUBc4J_H9mixRpl5Kv_ubZ65lkYJt2NcBPg9PicdSFLH6sfoX5jNXnl_1MPYfGkoqtYXU9spnT6gTZfrhA8Kb-QVSeSDJbDKwxn9fC3_srfB1HfjnnrBffZZCG0wGFn-upkW7lSdBS/s1600/IMG_20161219_115049.jpg" imageanchor="1"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjraSNHCFAF8Ntj6Hd4ZRhhe5GQlKEW6vdvniGZb3RlCCJXX24h7IvhAcirt0jMbpUroQGfLTbuc3ogPAzgVWg3QqRJmGdrz-sne0Fiv8rV7YT_pIBbg2EQoWXeXH9ghG045Ktn8Bxq7jMt/s1600/IMG_20161219_112212.jpg" imageanchor="1"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjraSNHCFAF8Ntj6Hd4ZRhhe5GQlKEW6vdvniGZb3RlCCJXX24h7IvhAcirt0jMbpUroQGfLTbuc3ogPAzgVWg3QqRJmGdrz-sne0Fiv8rV7YT_pIBbg2EQoWXeXH9ghG045Ktn8Bxq7jMt/s320/IMG_20161219_112212.jpg" width="320" /></a><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoyfDUBc4J_H9mixRpl5Kv_ubZ65lkYJt2NcBPg9PicdSFLH6sfoX5jNXnl_1MPYfGkoqtYXU9spnT6gTZfrhA8Kb-QVSeSDJbDKwxn9fC3_srfB1HfjnnrBffZZCG0wGFn-upkW7lSdBS/s320/IMG_20161219_115049.jpg" width="240" /><br />
<br />
3.
Hacer un Lararium (altar casero) y poner un dibujo/ escultura de
Saturno. El altar lo podemos aprovechar para celebrar otras festividad
en otra ocasión.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7ebQDuC0W0jXnRzM7zkZzQ6DXJTzo4ARj589x5cqoLrsy4qyDDDd5YOuypWOxN3dU-6BIlJR26TEFkQqllLZLgolV6E87J7lFEykb37l_4dqajlcb38Ktkt-_elTN_kSiuClmRiMW5i7_/s1600/IMG_20161220_110057.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7ebQDuC0W0jXnRzM7zkZzQ6DXJTzo4ARj589x5cqoLrsy4qyDDDd5YOuypWOxN3dU-6BIlJR26TEFkQqllLZLgolV6E87J7lFEykb37l_4dqajlcb38Ktkt-_elTN_kSiuClmRiMW5i7_/s320/IMG_20161220_110057.jpg" width="240" /></a></div>
<br />
4. El día que elijamos, llevamos
galletas como regalo a los alumnos (aquí ya te los has ganado fijo!) y
ponemos una vela blanca como ofrenda al lado del lararium.<br />
<br />
5. Aprovechamos a leer algún texto de temática relacionada. <a href="https://app.box.com/shared/629jlfpole">Aquí</a> tenéis una selección de textos para trabajarlos. <br />
<br />
<i><span style="font-family: "palatino";">Fortuna tecum sit
per Annum Novum!</span></i><br />
<br />
<br />
<i>Optime valete omnes!<span class="Apple-tab-span" style="white-space: pre;"> </span></i><br />
<br />Virginia Garcíahttp://www.blogger.com/profile/04676603799990421707noreply@blogger.com0tag:blogger.com,1999:blog-4025141070378884220.post-42977689316092998542016-12-16T09:58:00.000-08:002016-12-21T01:05:41.270-08:00Lecturas de Esopo<br />
Avete, discipuli et amici!<br />
<br />
<div style="text-align: justify;">
El fomento de la lectura se ha convertido en un elemento indispensable de las programaciones de todas las áreas del currículo y de todas las etapas. Por ello debemos ir buscando herramientas para poder hacer uso de una lectura comprensiva.</div>
<div style="text-align: justify;">
Aquí os propongo una actividad</div>
<div style="text-align: justify;">
<br /></div>
<table cellpadding="5" cellspacing="0" style="width: 596px;">
<colgroup><col width="584"></col>
</colgroup><tbody>
<tr>
<td style="border: 1px solid #000000; padding: 0.1cm;" valign="top" width="584"><div class="western">
VIRGINIA GARCÍA SÁNCHEZ</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="584"><div class="western">
<b>ÁREA</b>: CULTURA CLÁSICA</div>
<div class="western">
<b>CURSO</b>: 2º ESO</div>
</td>
</tr>
<tr>
<td bgcolor="#ffcc99" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="584"><div align="center" class="western">
<b>TÍTULO</b>: FÁBULAS DE
ESOPO</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="584"><div class="western">
<b>OBJETIVOS</b>:
</div>
<div class="western">
- Apreciar la pervivencia de los géneros
literarios y de los temas procedentes de la cultura grecolatina</div>
<div class="western">
- Desarrollar la capacidad crítica ante el
mensaje y su contenido</div>
<div class="western">
- Fomentar la capacidad creativa ligüística</div>
<div class="western">
- <span style="font-family: "times new roman" , serif;"> Realizar
comentarios de textos clásicos fomentando la comprensión.</span></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="584"><div class="western">
<b>MATERIALES</b>:</div>
<div class="western">
- PDF de las <i>Fábulas</i> de Esopo</div>
<div class="western">
- Libro de texto de Cultura Clásica de Anaya</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="584"><div class="western">
<b>DESCRIPCIÓN</b>:</div>
<div class="western">
<br /></div>
<div class="western">
Con esta lectura se pretende actualizar
clásicos grecolatinos de la literatura y hacer una lectura
comprensiva, intentado extraer la moraleja. Además intentaremos
inventarnos una historia parecida para ejemplificar la conclusión.</div>
<div class="western">
<br /></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="584"><div class="western">
<b>ACTIVIDAD</b>:</div>
<div class="western">
<br /></div>
<div class="western">
<br /></div>
<div class="western">
<img align="left" border="0" height="233" name="Imagen1" 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" width="572" />
</div>
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</tbody></table>
Virginia Garcíahttp://www.blogger.com/profile/04676603799990421707noreply@blogger.com0tag:blogger.com,1999:blog-4025141070378884220.post-79672128890811321182016-12-16T09:51:00.000-08:002016-12-16T09:51:33.761-08:00Práctica de conjugación<i><br /></i>
<i>Avete, amici!</i><br />
<br />
<br />
<table cellpadding="5" cellspacing="0" style="width: 567px;">
<colgroup><col width="555"></col>
</colgroup><tbody>
<tr>
<td style="border: 1px solid #000000; padding: 0.1cm;" valign="top" width="555">
<div class="western">
VIRGINIA GARCÍA SÁNCHEZ</div>
</td>
</tr>
<tr>
<td bgcolor="#ffcc99" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div align="center" class="western">
<b>TÍTULO: VERBOS</b></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western">
<b>ÁREA</b>:<b> </b><span style="font-weight: normal;">LATÍN</span></div>
<div class="western">
<b>CURSO</b>: 4º ESO Y 1º Y 2º BACHILLERATO</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western">
<b>OBJETIVOS</b>:</div>
<div class="western">
- Identificar los verbos dentro de oraciones</div>
<div class="western">
- Analizar las diferentes formas exponiendo la
persona, número, tiempo, modo y voz</div>
<div class="western">
- Reconocer las 4 conjugaciones</div>
<div class="western">
- Repasar las conjugaciones en lengua
castellana</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western">
<b>MATERIALES</b>:</div>
<div class="western">
- PDF tablas de las conjugaciones en latín</div>
<div class="western">
- PDF tablas de las conjugaciones en lengua
castellana</div>
<div class="western">
- Libro de texto</div>
<div class="western">
- Diccionario de latín de elaboración propia</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western">
<b>DESCRIPCIÓN</b>:
</div>
<div class="western">
Con estos ejercicios se pretende que el
alumnado adquiera destreza y rapidez al analizar y traducir en
latín los verbos. Además, de esta manera se repasan las
conjugaciones verbales en lengua castellana al proponer una
traducción adecuada al tiempo, persona, etc,</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western">
<b>ACTIVIDAD</b>:</div>
<div class="western">
<br />
</div>
<div class="western" style="margin-bottom: 0cm;">
ANALIZA LAS
SIGUIENTES FORMAS VERBALES (2 P)</div>
<table cellpadding="5" cellspacing="0" style="width: 794px;">
<colgroup><col width="130"></col>
<col width="50"></col>
<col width="43"></col>
<col width="109"></col>
<col width="117"></col>
<col width="222"></col>
<col width="52"></col>
</colgroup><tbody>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="130">
<div class="western">
<b>VERBO</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="50">
<div class="western">
<b>PERS</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="43">
<div class="western">
<b>N.º</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="109">
<div class="western">
<b>TIEMPO</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="117">
<div class="western">
<b>MODO</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="222">
<div class="western">
<b>ENUNCIADO</b></div>
</td>
<td style="border: 1px solid #000000; padding: 0.1cm;" width="52">
<div class="western">
<b>CONJ</b></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<div class="western">
<b>regit</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="50">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="43">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="109">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="117">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="222">
<div class="western">
<span style="font-size: x-small;"><b>Rego,
is, ere, rexi, rectum</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="52">
<div class="western">
<br />
</div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<div class="western">
<b>pugnaveram</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="50">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="43">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="109">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="117">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="222">
<div class="western">
<span style="font-size: x-small;"><b>Pugno,
-as, -are, -avi, -atum</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="52">
<div class="western">
<br />
</div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<div class="western">
<b>ducerent</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="50">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="43">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="109">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="117">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="222">
<div class="western">
<span style="font-size: x-small;"><b>Duco,-is,
-ere, duxi, ductum</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="52">
<div class="western">
<br />
</div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<div class="western">
<b>audient</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="50">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="43">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="109">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="117">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="222">
<div class="western">
<span style="font-size: x-small;"><b>Audio,
-is, ire, audivi, auditum</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="52">
<div class="western">
<br />
</div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<div class="western">
<b>rexerim</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="50">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="43">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="109">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="117">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="222">
<div class="western">
<span style="font-size: x-small;"><b>Rego,
is, ere, rexi, rectum</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="52">
<div class="western">
<br />
</div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<div class="western">
<b>delebas</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="50">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="43">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="109">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="117">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="222">
<div class="western">
<span style="font-size: x-small;"><b>Deleo,
-es ,-ere, delevi, delectum</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="52">
<div class="western">
<br />
</div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<div class="western">
<b>nuntiabimus</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="50">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="43">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="109">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="117">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="222">
<div class="western">
<span style="font-size: x-small;"><b>Nuntio,
-as,- are, -avi, -atum</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="52">
<div class="western">
<br />
</div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<div class="western">
<b>regam</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="50">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="43">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="109">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="117">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="222">
<div class="western">
<span style="font-size: x-small;"><b>Rego,
is, ere, rexi, rectum</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="52">
<div class="western">
<br />
</div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<div class="western">
<b>deleverunt</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="50">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="43">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="109">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="117">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="222">
<div class="western">
<span style="font-size: x-small;"><b>Deleo,
-es ,-ere, delevi, delectum</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="52">
<div class="western">
<br />
</div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<div class="western">
<b>nuntiavero</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="50">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="43">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="109">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="117">
<div class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="222">
<div class="western">
<span style="font-size: x-small;"><b>Nuntio,
-as,- are, -avi, -atum</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="52">
<div class="western">
<br />
</div>
</td>
</tr>
</tbody></table>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<br />
</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western">
SOLUCIÓN</div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
ANALIZA
LAS SIGUIENTES FORMAS VERBALES (2 P)</div>
<table cellpadding="5" cellspacing="0" style="width: 794px;">
<colgroup><col width="130"></col>
<col width="50"></col>
<col width="43"></col>
<col width="109"></col>
<col width="117"></col>
<col width="222"></col>
<col width="52"></col>
</colgroup><tbody>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="130">
<div class="western">
<b>VERBO</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="50">
<div class="western">
<b>PERS</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="43">
<div class="western">
<b>N.º</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="109">
<div class="western">
<b>TIEMPO</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="117">
<div class="western">
<b>MODO</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="222">
<div class="western">
<b>ENUNCIADO</b></div>
</td>
<td style="border: 1px solid #000000; padding: 0.1cm;" width="52">
<div class="western">
<b>CONJ</b></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<div class="western">
<b>regit</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="50">
<div class="western">
<span style="color: #00ae00;"><b>3ª</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="43">
<div class="western">
<span style="color: #00ae00;"><b>SG</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="109">
<div class="western">
<span style="color: #00ae00;"><b>PRESENTE</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="117">
<div class="western">
<span style="color: #00ae00;"><b>INDIC</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="222">
<div class="western">
<span style="font-size: x-small;"><b>Rego,
is, ere, rexi, rectum</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="52">
<div class="western">
<span style="color: #00ae00;"><b>3ª</b></span></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<div class="western">
<b>pugnaveram</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="50">
<div class="western">
<span style="color: #00ae00;"><b>1ª</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="43">
<div class="western">
<span style="color: #00ae00;"><b>SG</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="109">
<div class="western">
<span style="color: #00ae00;"><b>P.PLUSC</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="117">
<div class="western">
<span style="color: #00ae00;"><b>INDICAT</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="222">
<div class="western">
<span style="font-size: x-small;"><b>Pugno,
-as, -are, -avi, -atum</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="52">
<div class="western">
<span style="color: #00ae00;"><b>1ª</b></span></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<div class="western">
<b>ducerent</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="50">
<div class="western">
<span style="color: #00ae00;"><b>3ª</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="43">
<div class="western">
<span style="color: #00ae00;"><b>PL</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="109">
<div class="western">
<span style="color: #00ae00;"><b>PRET. IMP</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="117">
<div class="western">
<span style="color: #00ae00;"><b>SUBJ</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="222">
<div class="western">
<span style="font-size: x-small;"><b>Duco,-is,
-ere, duxi, ductum</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="52">
<div class="western">
<span style="color: #00ae00;"><b>3ª</b></span></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<div class="western">
<b>audient</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="50">
<div class="western">
<span style="color: #00ae00;"><b>3ª </b></span>
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="43">
<div class="western">
<span style="color: #00ae00;"><b>PL</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="109">
<div class="western">
<span style="color: #00ae00;"><b>FUT IMP/PRES</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="117">
<div class="western">
<span style="color: #00ae00;"><b>IND/SUBJ</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="222">
<div class="western">
<span style="font-size: x-small;"><b>Audio,
-is, ire, audivi, auditum</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="52">
<div class="western">
<span style="color: #00ae00;"><b>4ª</b></span></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<div class="western">
<b>rexerim</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="50">
<div class="western">
<span style="color: #00ae00;"><b>1ª </b></span>
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="43">
<div class="western">
<span style="color: #00ae00;"><b>SG</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="109">
<div class="western">
<span style="color: #00ae00;"><b>PR. PERF</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="117">
<div class="western">
<span style="color: #00ae00;"><b>SUBJ</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="222">
<div class="western">
<span style="font-size: x-small;"><b>Rego,
is, ere, rexi, rectum</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="52">
<div class="western">
<span style="color: #00ae00;"><b>3ª</b></span></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<div class="western">
<b>delebas</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="50">
<div class="western">
<span style="color: #00ae00;"><b>2ª</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="43">
<div class="western">
<span style="color: #00ae00;"><b>SG</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="109">
<div class="western">
<span style="color: #00ae00;"><b>PRET. IMP</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="117">
<div class="western">
<span style="color: #00ae00;"><b>IND</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="222">
<div class="western">
<span style="font-size: x-small;"><b>Deleo,
-es ,-ere, delevi, delectum</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="52">
<div class="western">
<span style="color: #00ae00;"><b>2ª</b></span></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<div class="western">
<b>nuntiabimus</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="50">
<div class="western">
<span style="color: #00ae00;"><b>1ª </b></span>
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="43">
<div class="western">
<span style="color: #00ae00;"><b>PL</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="109">
<div class="western">
<span style="color: #00ae00;"><b>FUT IMP</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="117">
<div class="western">
<span style="color: #00ae00;"><b>INDIC</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="222">
<div class="western">
<span style="font-size: x-small;"><b>Nuntio,
-as,- are, -avi, -atum</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="52">
<div class="western">
<span style="color: #00ae00;"><b>1ª</b></span></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<div class="western">
<b>regam</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="50">
<div class="western">
<span style="color: #00ae00;"><b>1ª</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="43">
<div class="western">
<span style="color: #00ae00;"><b>SG</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="109">
<div class="western">
<span style="color: #00ae00;"><b>FUT IMP</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="117">
<div class="western">
<span style="color: #00ae00;"><b>INDC</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="222">
<div class="western">
<span style="font-size: x-small;"><b>Rego,
is, ere, rexi, rectum</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="52">
<div class="western">
<span style="color: #00ae00;"><b>3º</b></span></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<div class="western">
<b>deleverunt</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="50">
<div class="western">
<span style="color: #00ae00;"><b>3ª</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="43">
<div class="western">
<span style="color: #00ae00;"><b>PL</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="109">
<div class="western">
<span style="color: #00ae00;"><b>PR. PERF</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="117">
<div class="western">
<span style="color: #00ae00;"><b>IND</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="222">
<div class="western">
<span style="font-size: x-small;"><b>Deleo,
-es ,-ere, delevi, delectum</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="52">
<div class="western">
<span style="color: #00ae00;"><b>2ª</b></span></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="130">
<div class="western">
<b>nuntiavero</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="50">
<div class="western">
<span style="color: #00ae00;"><b>1ª</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="43">
<div class="western">
<span style="color: #00ae00;"><b>SG</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="109">
<div class="western">
<span style="color: #00ae00;"><b>FUT. PERF</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="117">
<div class="western">
<span style="color: #00ae00;"><b>IND</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="222">
<div class="western">
<span style="font-size: x-small;"><b>Nuntio,
-as,- are, -avi, -atum</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="52">
<div class="western">
1ª</div>
</td>
</tr>
</tbody></table>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<br />
</div>
</td>
</tr>
</tbody></table>
Virginia Garcíahttp://www.blogger.com/profile/04676603799990421707noreply@blogger.com0tag:blogger.com,1999:blog-4025141070378884220.post-14904592945179426912016-12-16T09:49:00.001-08:002016-12-16T09:49:33.409-08:00Concordancia de Adjetivos-sustantivos en latín<br />
Avete, discipuli!<br />
<br />
Si hay algo que les da dolor de cabeza a mis alumnos es intentar concordar un adjetivo con un sustantivo en latín. <br />
Los adjetivos no tienen
género o número propio, sino que lo toman del sustantivo con el
que concuerdan: una casa bonita, unos ríos caudalosos, etc. Los
adjetivos en latín presentan siempre los 3 géneros (masculino,
femenino y neutro) y los dos números (singular y plural) con el
fin de poder concordar con cualquier sustantivo al que se
refieran.
<br />
<div class="western">
Además, un adjetivo concuerda con un sus
sustantivo no sólo en género y número, sino también en caso.
Los adjetivos, pues, disponen de formas en cada género, número y
caso para poder concordar con cualquier sustantivo.</div>
<div class="western">
Y no, no tienen que ir ambos en la misma declinación. Con esto quiero decir que un sustantivo puede ser de la 1ª declinación masculino y concordar con un adjetivo de la 2-1-2 , eligiendo la segunda declinación por ser masculino, o con un adjetivo de la 3ª declinación.</div>
<div class="western">
De mesta manera os dejo una actividad de mis preferidas. </div>
<br />
<br />
<table cellpadding="5" cellspacing="0" style="width: 567px;">
<colgroup><col width="555"></col>
</colgroup><tbody>
<tr>
<td style="border: 1px solid #000000; padding: 0.1cm;" valign="top" width="555">
<div class="western">
VIRGINIA GARCÍA SÁNCHEZ</div>
</td>
</tr>
<tr>
<td bgcolor="#ffcc99" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div align="center" class="western">
<b>TÍTULO: CONCORDANCIA
ADJETIVOS Y SUSTANTIVOS</b></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western">
<b>ÁREA</b>: Latín</div>
<div class="western">
<b>CURSO</b>: 4º y 1º de Bachillerato</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western">
<b>OBJETIVOS</b>:
</div>
<div class="western">
- Conocer e identificar los adjetivos y
sustantivos según su forma y significado.</div>
<div class="western">
- Practicar el uso de la 1ª, 2ª y 3ª
declinación</div>
<div class="western">
- Analizar morfo-lógicamente sustantivos y
adjetivos</div>
<div class="western">
- Valorar la organización interna de la
lengua.
</div>
<div class="western">
- Aprender las estructuras básicas de la
lengua y la importancia de su orden y relación entre ella
</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western">
<b>MATERIALES</b>:</div>
<div class="western">
- Libro de texto de Anaya</div>
<div class="western">
- Diccionario de latín de elaboración propia
del alumno que recoge las palabras de cada unidad didáctica</div>
<div class="western">
- Tablas de las declinaciones</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western">
<b>DESCRIPCIÓN</b>: Los adjetivos no tienen
género o número propio, sino que lo toman del sustantivo con el
que concuerdan: una casa bonita, unos ríos caudalosos, etc. Los
adjetivos en latín presentan siempre los 3 géneros (masculino,
femenino y neutro) y los dos números (singular y plural) con el
fin de poder concordar con cualquier sustantivo al que se
refieran.
</div>
<div class="western">
Además, un adjetivo concuerda con un sus
sustantivo no sólo en género y número, sino también en caso.
Los adjetivos, pues, disponen de formas en cada género, número y
caso para poder concordar con cualquier sustantivo.</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western">
<b>ACTIVIDAD:</b>
</div>
<div class="western" style="margin-bottom: 0cm;">
Pon el adjetivo en
paréntesis en el mismo caso, género y número de nombre a que
acompaña. Luego cámbialo de número (de singular a plural o
viceversa)</div>
<div class="western" style="margin-bottom: 0cm;">
insularum (magnus,
a,um)</div>
<div class="western" style="margin-bottom: 0cm;">
templum (graecus, a,
um)</div>
<div class="western" style="margin-bottom: 0cm;">
pueros (altus, a,um)</div>
<div class="western" style="margin-bottom: 0cm;">
puellae (pulcher, a,
um)</div>
<div class="western" style="margin-bottom: 0cm;">
servis (impiger, a,
um)</div>
<div class="western" style="margin-bottom: 0cm;">
domine (bonus, a,
um)</div>
<div class="western">
incola (altus, a, um)</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western">
<b>SOLUCIÓN</b>:
</div>
<div class="western">
<br />
</div>
<div class="western">
<span style="color: #00ae00;"><b>insularum magnarum →
insulae magnae</b></span></div>
<div class="western">
<span style="color: #00ae00;"><b>templum graecum →
templa graeca</b></span></div>
<div class="western">
<span style="color: #00ae00;"><b>pueros altos →
puerum altum</b></span></div>
<div class="western">
<span style="color: #00ae00;"><b>puellae puchrae →
puellarum pulchrarum / puellis pulchris</b></span></div>
<div class="western">
<span style="color: #00ae00;"><b>servis impigris →
servo impigro</b></span></div>
<div class="western">
<span style="color: #00ae00;"><b>domine bone → domini
boni</b></span></div>
<div class="western">
<span style="color: #00ae00;"><b>incola altus/ incola
alto → incolae alti/ incolis altis</b></span></div>
</td>
</tr>
</tbody></table>
Virginia Garcíahttp://www.blogger.com/profile/04676603799990421707noreply@blogger.com0tag:blogger.com,1999:blog-4025141070378884220.post-78359584195794425102016-12-16T09:45:00.002-08:002016-12-16T09:45:57.210-08:00Prefijos latinos<br />
<br />
<table cellpadding="5" cellspacing="0" style="width: 562px;">
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</colgroup><tbody>
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<td bgcolor="#ffcc99" style="border: 1px solid #000000; padding: 0.1cm;" valign="top" width="550">
<div align="center" class="western">
<span style="font-family: Times New Roman, serif;"><b>TÍTULO</b></span><span style="font-family: Times New Roman, serif;">:
PREFIJOS LATINOS</span></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="550">
<div class="western">
<span style="font-family: Times New Roman, serif;"><b>ÁREA</b></span><span style="font-family: Times New Roman, serif;">:
LATÍN</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;"><b>CURSO</b></span><span style="font-family: Times New Roman, serif;">:
4º ESO Y 1º BACHILLERATO</span></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="550">
<div class="western">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><b>OBJETIVOS</b></span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">:</span></span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Comprender el significado de las palabras y sus derivados
fácilmente</span></span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Ampliar el vocabulario</span></span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Identificar, formar palabras nuevas y ponerlas en uso</span></span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Expresar con corrección ortográfica en lengua castellana</span></span></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="550">
<div class="western">
<span style="font-family: Times New Roman, serif;"><b>MATERIALES</b></span><span style="font-family: Times New Roman, serif;">:</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">- Lista en
PDF de prefijos y sufijos latinos</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">- Libro de
texto de Anaya</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">-
Diccionario</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">-
Diccionario etimológico en web (</span><span style="color: navy;"><span lang="zxx"><u><a href="http://etimologias.dechile.net/"><span style="font-family: Times New Roman, serif;">http://etimologias.dechile.net/</span></a></u></span></span><span style="font-family: Times New Roman, serif;">)
</span>
</div>
<div class="western">
<br />
</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="550">
<div align="justify" class="western">
<span style="font-family: Times New Roman, serif;"><b>DESCRIPCIÓN</b></span><span style="font-family: Times New Roman, serif;">:</span></div>
<div align="justify" class="western">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Los
prefijos son los morfemas que se colocan antes de la raíz de la
palabra, por ejemplo el prefijo re- antes de nacer, renacer.
Entretanto, los sufijos son los morfemas que se colocan al final
de una palabra, por ejemplo al verbo cantar le agregas el sufijo
–ante y obtienes el sustantivo cantante. Una vez que se
comprenda la diferencia entre cada sufijo y prefijo y sus
significados, </span></span><strong><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-weight: normal;">se
entenderá cómo utilizarlos</span></span></span></strong><span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><span style="font-weight: normal;">.
</span></span></span>
</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="550">
<div align="justify" class="western">
<span style="font-family: Times New Roman, serif;"><b>ACTIVIDAD</b></span><span style="font-family: Times New Roman, serif;">:</span></div>
<div align="justify" class="western">
<span style="font-family: Times New Roman, serif;">1º.
Dictado de las siguientes oraciones</span></div>
<ul>
<li>
<div align="justify" class="western">
<span style="font-family: Times New Roman, serif;">Mi
bisabuelo habrá vivido muchos años.</span></div>
</li>
</ul>
<ul>
<li>
<div class="western">
<span style="font-family: Times New Roman, serif;">Cuesta
mucho trabajo extraer el carbón de las minas.</span></div>
</li>
</ul>
<ul>
<li>
<div class="western">
<span style="font-family: Times New Roman, serif;">Prefiero
circunvalar la ciudad para no pasar tanto semáforo.</span></div>
</li>
</ul>
<ul>
<li>
<div class="western">
<span style="font-family: Times New Roman, serif;">Esta
información es extraoficial pero exportaremos menos.</span></div>
</li>
</ul>
<ul>
<li>
<div class="western">
<span style="font-family: Times New Roman, serif;">No
quiero influir en tu decisión de invertir el resultado.</span></div>
</li>
</ul>
<ul>
<li>
<div class="western">
<span style="font-family: Times New Roman, serif;">Fue
una descortesía no acudir a su invitación.</span></div>
</li>
</ul>
<ul>
<li>
<div class="western">
<span style="font-family: Times New Roman, serif;">Mis
parientes habían vivido en el extrarradio.</span></div>
</li>
</ul>
<ul>
<li>
<div class="western">
<span style="font-family: Times New Roman, serif;">Nunca
se debieran infravalorar las cualidades de los demá</span><span style="color: navy;"><span lang="zxx"><u><a href="http://reglasortograficas.info/usos-de-la-c-y-la-s.html"><span style="font-family: Times New Roman, serif;">s</span></a></u></span></span><span style="font-family: Times New Roman, serif;">.</span></div>
</li>
</ul>
<ul>
<li>
<div class="western">
<span style="font-family: Times New Roman, serif;">Debo
anteponer mis obligaciones a mis diversiones.</span></div>
</li>
</ul>
<div align="justify" class="western">
<br />
</div>
<div align="justify" class="western">
<span style="font-family: Times New Roman, serif;">2º.
Busca las palabras que contengan prefijos latinos</span></div>
<div align="justify" class="western">
<span style="font-family: Times New Roman, serif;">3º.
Construye palabras diferentes a las del ejemplo con esos prefijos.
P</span>or ejemplo: con <i>des</i> puede construir <i>desaparecer</i>,
<i>desatención, desafortunado</i>, etcétera.</div>
<div align="justify" class="western">
4º. Redacte unas frases con
las palabras que ha escogido.</div>
<div align="justify" class="western">
<br />
</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="550">
<div align="justify" class="western" style="margin-left: 1.2cm; orphans: 0; widows: 0;">
<br />
</div>
</td>
</tr>
</tbody></table>
Virginia Garcíahttp://www.blogger.com/profile/04676603799990421707noreply@blogger.com0tag:blogger.com,1999:blog-4025141070378884220.post-65262436157815089032016-12-16T09:41:00.000-08:002016-12-16T09:41:03.489-08:00Las raíces de las palabras<div align="justify" class="western">
<span style="font-family: Times New Roman, serif;">La
gran mayoría de las palabras del castellano</span><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">
</span></span><strong><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">provienen
del latín</span></span></strong><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">,
</span></span><span style="font-family: Times New Roman, serif;">ya que es una
lengua latina o romance. Aprender las raíces griegas y latinas de
las que provienen las palabras es un truco que se utiliza en
concursos de ortografía. </span></div>
<div align="justify" class="western">
<span style="font-family: Times New Roman, serif;">Por ello os dejo un ejemplo de actividad para que los chicos relacionen la procedencia de las palabras. </span></div>
<div align="justify" class="western">
<span style="font-family: Times New Roman, serif;">
</span></div>
<table cellpadding="5" cellspacing="0" style="width: 567px;">
<colgroup><col width="555"></col>
</colgroup><tbody>
<tr>
<td bgcolor="#ffcc99" style="border: 1px solid #000000; padding: 0.1cm;" valign="top" width="555">
<div align="center" class="western">
<span style="font-family: Times New Roman, serif;"><b>TÍTULO</b></span><span style="font-family: Times New Roman, serif;">:
LAS RAÍCES DE LAS PALABRAS</span></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western">
<span style="font-family: Times New Roman, serif;"><b>ÁREA</b></span><span style="font-family: Times New Roman, serif;">:
LATÍN</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;"><b>CURSO</b></span><span style="font-family: Times New Roman, serif;">:
4º ESO Y 1º BACHILLERATO</span></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;"><b>OBJETIVOS</b></span></span><span style="font-family: Times New Roman, serif;"><span style="font-size: small;">:</span></span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Comprender el significado de las palabras y sus derivados
fácilmente</span></span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Ampliar el vocabulario</span></span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Expresar con corrección ortográfica en lengua castellana</span></span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Valorar la aportación de la cultura romana a la nuestra</span></span></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western">
<span style="font-family: Times New Roman, serif;"><b>MATERIALES</b></span><span style="font-family: Times New Roman, serif;">:</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">- PDF de
prefijos y raíces latinas y griegas</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">- Libro de
texto de Anaya</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">-
Diccionario de latín y de lengua española</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">-
Diccionario etimológico en web (</span><span style="color: navy;"><span lang="zxx"><u><a href="http://etimologias.dechile.net/"><span style="font-family: Times New Roman, serif;">http://etimologias.dechile.net/</span></a></u></span></span><span style="font-family: Times New Roman, serif;">)
</span>
</div>
<div class="western">
<br />
</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div align="justify" class="western">
<span style="font-family: Times New Roman, serif;"><b>DESCRIPCIÓN</b></span><span style="font-family: Times New Roman, serif;">:</span></div>
<div align="justify" class="western">
<span style="font-family: Times New Roman, serif;">La
gran mayoría de las palabras del castellano</span><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">
</span></span><strong><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">provienen
del latín</span></span></strong><span style="font-family: Times New Roman, serif;"><span style="font-weight: normal;">,
</span></span><span style="font-family: Times New Roman, serif;">ya que es una
lengua latina o romance. Aprender las raíces griegas y latinas de
las que provienen las palabras es un truco que se utiliza en
concursos de ortografía. </span>
</div>
<div align="justify" class="western">
<br />
</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div align="justify" class="western">
<span style="font-family: Times New Roman, serif;"><b>ACTIVIDAD</b></span><span style="font-family: Times New Roman, serif;">:</span></div>
<div align="justify" class="western" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;">Indique
la raíz griega o latina que corresponde a las siguientes
palabras. Señala el significado de la raíz y escriba otras dos
palabras que representen los mismos étimos para formar una
familia con ellas.</span></div>
<div align="justify" class="western">
<br />
</div>
<div align="justify" class="western" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;">1.
Exánime</span></div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;">2.
Anagrama</span></div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;">3.
Justicia</span></div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;">4.
Clarificar</span></div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;">5.
Protagonista</span></div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;">6.
Antropófago</span></div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;">7.
Prestidigitador</span></div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;">8.
Verídico</span></div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;">9.
Clausura</span></div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;">10.
Anonimato</span></div>
<table cellpadding="5" cellspacing="0" style="width: 520px;">
<colgroup><col width="121"></col>
<col width="212"></col>
<col width="155"></col>
</colgroup><tbody>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="121">
<div align="justify" class="western">
<span style="font-family: Times New Roman, serif;">RAÍZ</span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="212">
<div align="justify" class="western">
<span style="font-family: Times New Roman, serif;">SIGNIFICADO</span></div>
</td>
<td style="border: 1px solid #000000; padding: 0.1cm;" width="155">
<div align="justify" class="western">
<span style="font-family: Times New Roman, serif;">FAMILIA
DE PALABRAS</span></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
<div align="justify" class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="212">
<div align="justify" class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="155">
<div align="justify" class="western">
<br />
</div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
<div align="justify" class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="212">
<div align="justify" class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="155">
<div align="justify" class="western">
<br />
</div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
<div align="justify" class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="212">
<div align="justify" class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="155">
<div align="justify" class="western">
<br />
</div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
<div align="justify" class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="212">
<div align="justify" class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="155">
<div align="justify" class="western">
<br />
</div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
<div align="justify" class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="212">
<div align="justify" class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="155">
<div align="justify" class="western">
<br />
</div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="121">
<div align="justify" class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="212">
<div align="justify" class="western">
<br />
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="155">
<div align="justify" class="western">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="justify" class="western">
<br />
</div>
</td>
</tr>
</tbody></table>
<div align="justify" class="western">
<span style="font-family: Times New Roman, serif;"> </span>
</div>
Virginia Garcíahttp://www.blogger.com/profile/04676603799990421707noreply@blogger.com2tag:blogger.com,1999:blog-4025141070378884220.post-9270456966432141512016-12-16T09:33:00.001-08:002016-12-16T09:33:04.556-08:00Quién es quién. Personajes de la Historia de RomaAvete, amici!<br />
<br />
La parte teórica del temario siempre se hace un poco más pesada para los alumnos si se hace una mera transmisión oral, así pues, podemos dinamizarla con el uso de las TIC (presentaciones, compartir intervenciones en plataformas digitales, etc) y una metodología más activa dando protagonismo a los chicos.<br />
Hoy os ofrezco esta actividad para tener en cuenta en las programaciones didácticas:<br />
<br />
<table cellpadding="5" cellspacing="0" style="width: 571px;">
<colgroup><col width="559"></col>
</colgroup><tbody>
<tr>
<td bgcolor="#ffcc99" style="border: 1px solid #000000; padding: 0.1cm;" valign="top" width="559">
<div align="center" class="western">
<span style="font-family: Times New Roman, serif;"><b>TÍTULO</b></span><span style="font-family: Times New Roman, serif;">:
QUIÉN ES QUIÉN</span></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="559">
<div class="western">
<span style="font-family: Times New Roman, serif;"><b>ÁREA</b></span><span style="font-family: Times New Roman, serif;">:
LATÍN</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;"><b>CURSO</b></span><span style="font-family: Times New Roman, serif;">:
4º ESO Y 1º BACHILLERATO</span></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="559">
<div class="western">
<span style="font-family: Times New Roman, serif;"><b>OBJETIVOS</b></span><span style="font-family: Times New Roman, serif;">:</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">- Analizar
la comunicación verbal y no verbal de uno mismo</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">- Fomentar
una escucha activa</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">- Aprender
técnicas para preparar temas y su presentación</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">- Reconocer
personajes importantes de la Historia de Roma</span></div>
<div align="justify" class="western" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;">-
Contextualizar del acto comunicativo en sus diferentes
modalidades.</span></div>
<div align="justify" class="western" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;">-
Desarrollar los distintos registros lingüísticos y su correcta
aplicación.</span></div>
<div align="justify" class="western">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">Motivar
del aprendizaje a partir de la mejoría en la comprensión y
expresión lingüística.</span></span></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="559">
<div class="western">
<span style="font-family: Times New Roman, serif;"><b>MATERIALES</b></span><span style="font-family: Times New Roman, serif;">:</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">- Libro de
texto Anaya</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">- Sala de
ordenadores para elaborar un power point y utilizar buscadores de
internet</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">-
Plataforma educativa (EDMODO). Ahí compartimos enlaces y tenemos
feedback.</span></div>
<div class="western">
<br />
</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="559">
<div class="western">
<span style="font-family: Times New Roman, serif;"><b>DESCRIPCIÓN</b></span><span style="font-family: Times New Roman, serif;">:</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">En esta
actividad se valora la exposición en clase como una estrategia de
aprendizaje en la que se fomenta la oratoria pero también la
escucha activa de los alumnos ya que cambian de rol
(orador-espectador).</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">Al ser 10
alumnos, les doy 10-15 minutos de exposición oral a cada uno. De
esta manera invertimos 3 clases de 50 minutos para desarrollar el
ejercicio.</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">Posteriormente
subimos las presentaciones o documentos a la plataforma para que
todos los chicos tengan acceso a ello.</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">En el
siguiente examen, habrá un apartado de preguntas tipo test sobre
esos personajes.</span></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="559">
<div class="western">
<span style="font-family: Times New Roman, serif;"><b>ACTIVIDAD</b></span><span style="font-family: Times New Roman, serif;">:
</span>
</div>
<div class="western">
<span style="font-family: Times New Roman, serif;">Con una
semana de antelación les propongo a los alumnos una lista de
personajes relevantes de la Historia de Roma. En muchos casos los
personajes van en pareja: enemigo de roma y el defensor. </span>
</div>
<div class="western">
<span style="font-family: Times New Roman, serif;">1. Aníbal-
Escipión</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">2. Mario y
Sila</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">3.
Cicerón-Catilina</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">4.
Pompeyo-César</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">5. Marco
Antonio- Cleopatra</span></div>
<div class="western">
<br />
</div>
<div class="western">
<span style="font-family: Times New Roman, serif;">Ejemplos
preguntas test:</span></div>
<div class="western">
<br />
</div>
<ol>
<li>
<div class="western">
<span style="font-family: Times New Roman, serif;">¿En
la batalla de Zama (202 a.C) quién fue derrotado?</span></div>
<ol type="a">
<li>
<div class="western">
<span style="font-family: Times New Roman, serif;">Publio
Cornelio Escipión</span></div>
</li>
<li>
<div class="western">
<span style="font-family: Times New Roman, serif;">Aníbal
Barca</span></div>
</li>
<li>
<div class="western">
<span style="font-family: Times New Roman, serif;">Viriato</span></div>
</li>
</ol>
</li>
<li>
<div class="western">
<span style="font-family: Times New Roman, serif;">La
República acabó con el gobierno de un general. ¿Quién fue? </span>
</div>
<ol type="a">
<li>
<div class="western">
<span style="font-family: Times New Roman, serif;">Cayo
Julio César</span></div>
</li>
<li>
<div class="western">
<span style="font-family: Times New Roman, serif;">Pompeyo</span></div>
</li>
<li>
<div class="western">
<span style="font-family: Times New Roman, serif;">Octavio
Augusto</span></div>
</li>
</ol>
</li>
<li>
<div class="western">
<span style="font-family: Times New Roman, serif;">..</span></div>
</li>
</ol>
</td>
</tr>
</tbody></table>
Virginia Garcíahttp://www.blogger.com/profile/04676603799990421707noreply@blogger.com0tag:blogger.com,1999:blog-4025141070378884220.post-68746343296863956822016-12-16T09:29:00.000-08:002016-12-16T09:29:06.338-08:00Latinismos<br />
Avete, discipuli!<br />
<br />
<div style="text-align: justify;">
Hoy os ofrezco una actividad que podemos ir trabajando desde la ESO hasta el Bachillerato de manera que nuestros alumnos amplíen y perfeccionen su vocabulario. Los latinismos siempre aportan cierta categoría a los escritos y creo que es de importancia saber utilizarlos.</div>
<div style="text-align: justify;">
<br /></div>
<table cellpadding="5" cellspacing="0" style="width: 567px;">
<colgroup><col width="555"></col>
</colgroup><tbody>
<tr>
<td bgcolor="#ffcc99" style="border: 1px solid #000000; padding: 0.1cm;" valign="top" width="555">
<div align="center" class="western">
<u><b><span style="background: transparent;">TÍTULO:
LATINISMOS</span></b></u><span style="background: transparent;"> </span>
</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western" style="margin-bottom: 0cm;">
ÁREA: LATÍN</div>
<div class="western">
CURSO: 4º ESO (pero válida también para 1º
y 2º de Bachillerato)
</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western" style="margin-bottom: 0cm;">
<u><b>OBJETIVOS: </b></u>
</div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Buscar, identificar y registrar expresiones latinas que se
utilizan en los medios de comunicación.</span></span></div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Identificar palabras que proceden del latín, confeccionar un
listado de ellas, e incluirlas en su vocabulario.</span></span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;"><span style="font-size: small;">-
Comprender el significado de los principales latinismos y
expresiones latinas que se han incorporado a la lengua hablada</span></span></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western" style="margin-bottom: 0cm;">
<u><b>MATERIALES</b></u>:</div>
<div class="western" style="margin-bottom: 0cm;">
- Libro de texto de
la editorial Anaya</div>
<div class="western" style="margin-bottom: 0cm;">
- PDF que recoge
todos los latinismos dados en el año</div>
<div class="western" style="margin-bottom: 0cm;">
- Diccionario</div>
<div class="western" style="margin-bottom: 0cm;">
- La web de Anaya
donde encontramos algunos recursos de gran utilidad:
<span style="color: navy;"><span lang="zxx"><u><a href="http://www.anayaeducacion.es/">http://www.anayaeducacion.es</a></u></span></span></div>
<div class="western">
-
</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western">
<strong><span style="color: black;"><span style="font-weight: normal;">Los
latinismos</span></span></strong><span style="color: black;"><span style="font-weight: normal;">
son palabras o expresiones de origen latino que conservan la
grafía y el significado original. La Nueva Ortografía del DRAE
da un paso atrás respecto a los últimos años y recupera la
cursiva para escribirlos (si no se utiliza la cursiva deben ir
entre comillas); prescinde también de las tildes y acaba
asimilándolos a los extranjerismos crudos (</span></span><strong><span style="color: black;"><span style="font-weight: normal;">salvo
los latinismos incorporados</span></span></strong><span style="color: black;"><span style="font-weight: normal;">
totalmente al léxico de la lengua española, como pueden ser
</span></span><strong><span style="color: black;"><span style="font-weight: normal;">estatus</span></span></strong><span style="color: black;"><span style="font-weight: normal;">,
</span></span><strong><span style="color: black;"><span style="font-weight: normal;">quid</span></span></strong><span style="color: black;"><span style="font-weight: normal;">,
</span></span><strong><span style="color: black;"><span style="font-weight: normal;">déficit</span></span></strong><span style="color: black;"><span style="font-weight: normal;">,
</span></span><strong><span style="color: black;"><span style="font-weight: normal;">superávit</span></span></strong><span style="color: black;"><span style="font-weight: normal;">,
</span></span><strong><span style="color: black;"><span style="font-weight: normal;">cuórum</span></span></strong><span style="color: black;"><span style="font-weight: normal;">,
</span></span><strong><span style="color: black;"><span style="font-weight: normal;">réquiem</span></span></strong><span style="color: black;"><span style="font-weight: normal;">,
etc., que se escribirán en redonda y con las tildes
correspondientes según las normas ortográficas usuales).</span></span>
</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western" style="margin-bottom: 0cm;">
<b>EJERCICIO</b></div>
<div class="western" style="margin-bottom: 0cm;">
<b>
</b></div>
<ol><div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;"><span style="font-weight: normal;">Sustituye
las palabras subrayadas por la expresión latina correspondiente:</span></span></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><i><span style="text-decoration: none;"><b>
CURRICULUM, A POSTERIORI, </b></span></i></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><i><span style="text-decoration: none;"><b>VICEVERSA,
A PRIORI, ANTE MERIDIEM Y POST MERIDIEM, POST DATA, ITEM, ULTIMATUM</b></span></i></span></span></div>
<li>
<div style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">A</span></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">l
terminar la carta me di cuenta de que me faltaba un dato y añadí
al final una </span></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><i><u>anotación</u></i></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">.
____________________</span></span></span></div>
</li>
<li>
<div style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">El
escrito desarrolla cinco </span></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><i><u>puntos</u></i></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">
o partes importantes.______________</span></span></span></div>
</li>
<li>
<div style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">El
gobierno respondió así a la </span></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><i><u>resolución
definitiva</u></i></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">
que le dieron. ___________________</span></span></span></div>
</li>
<li>
<div style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">No
podemos dejarnos llevar por lo que nos parezca con </span></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><i><u>anterioridad</u></i></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">.
_______________</span></span></span></div>
</li>
<li>
<div style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">No
sabemos si irán primero los hombres y luego las mujeres o </span></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><i><u>al
revés</u></i></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">.
_______________</span></span></span></div>
</li>
</ol>
<div class="western" style="margin-bottom: 0cm;">
<br /></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<ol><div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;"><span style="font-weight: normal;">SOLUCIÓN:</span></span></span></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;"><span style="font-weight: normal;">Sustituye
las palabras subrayadas por la expresión latina correspondiente:</span></span></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><i><span style="text-decoration: none;"><b>
CURRICULUM, A POSTERIORI, </b></span></i></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><i><span style="text-decoration: none;"><b>VICEVERSA,
A PRIORI, ANTE MERIDIEM Y POST MERIDIEM, POST DATA, ITEM, ULTIMATUM</b></span></i></span></span></div>
<li>
<div style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">A</span></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">l
terminar la carta me di cuenta de que me faltaba un dato y añadí
al final una </span></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><i><u>anotación</u></i></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">.
__________<span style="background-color: lime;"><span><b>POST DATA</b></span></span>____</span></span></span></div>
</li>
<li>
<div style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">El
escrito desarrolla cinco </span></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><i><u>puntos</u></i></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">
o partes importantes.________<span style="background-color: lime;">ITEM</span>__</span></span></span></div>
</li>
<li>
<div style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">El
gobierno respondió así a la </span></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><i><u>resolución
definitiva</u></i></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">
que le dieron. ______________<span style="background-color: lime;">ULTIMATUM</span>_____</span></span></span></div>
</li>
<li>
<div style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">No
podemos dejarnos llevar por lo que nos parezca con </span></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><i><u>anterioridad</u></i></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">.
_____________<span style="background-color: lime;">A PRIORI_</span>_</span></span></span></div>
</li>
<li>
<div style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">No
sabemos si irán primero los hombres y luego las mujeres o </span></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><i><u>al
revés</u></i></span></span><span style="font-family: Palatino Linotype, serif;"><span style="font-size: x-small;"><span style="text-decoration: none;">.
________<span style="background-color: lime;">VICEVERSA</span></span></span></span></div>
</li>
</ol>
</td>
</tr>
</tbody></table>
<br />
<br />Virginia Garcíahttp://www.blogger.com/profile/04676603799990421707noreply@blogger.com0tag:blogger.com,1999:blog-4025141070378884220.post-13154823075291670802016-12-16T00:53:00.002-08:002016-12-16T00:53:48.271-08:00Enlaces de Interés para Latín<div style="text-align: right;">
Veneris dies. Ante diem XVII Kal. Ian</div>
<div style="text-align: right;">
MMDCCLXIX A.V.C</div>
<div style="text-align: left;">
Avete, discipuli et amici!</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: justify;">
Hoy os ofrezco una serie de links para trabajar la competencia lingüística en el área de latín con actividades online. Esto suele ser un gran recurso como repaso en casa o como ejercicio en la sala de ordenadores de los centros para cambiar un poco la rutina. </div>
<div style="text-align: justify;">
<br /></div>
<ol>
<li style="text-align: justify;"><a href="http://www.luduslitterarius.net/">Ludus litterariu</a>s: página con muchísimos ejercicios y actividades en FLASH y JCLIC para repasar declinaciones, conjugaciones y traducciones.</li>
<li style="text-align: justify;"><a href="http://almacendeclasicas.blogspot.com.es/">Almacén de Clásicas</a>: un gran lugar donde encontrarás mucho material sobre la asignatura a distintos niveles y prácticas online así como juegos interactivos.</li>
<li style="text-align: justify;"><a href="http://iessapostol.juntaextremadura.net/latin/gramatica/Ejercicios/EJERCICIOS.htm">I.E.S Apostol</a>: como en otras páginas, los institutos intentan dar salida al área de latín conjugando las TIC en el aula. En este caso encontrarás ejercicios online para practicar toda la morfología latina y traducciones. </li>
<li style="text-align: justify;"><a href="http://www.culturaclasica.com/?q=node/4773">Radio Torcal</a>: ¿Y si hacemos el oído al latín? No hay mejor manera de considerar el latín como lengua viva que hablarlo. En Radio Torcal podrás escuchar noticias en latín. </li>
<li style="text-align: justify;">También tenéis otra emisora similar en <a href="http://www.yleradio1.fi/nuntii/">Nuntii Latini</a> en la página que podemos leer y escuchar noticias en esta lengua.</li>
</ol>
<div style="text-align: justify;">
Con estos recursos y muchos más que iremos descubriendo poco a poco, podremos ir dando otro color a la enseñanza de una lengua que se valora poco actualmente, pero que nos aportará una riqueza inmensa. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Un saludo!</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<i>Bonum augurium uobis!</i><span class="Apple-tab-span" style="white-space: pre;"></span> </div>
<div style="text-align: left;">
<br /></div>
Virginia Garcíahttp://www.blogger.com/profile/04676603799990421707noreply@blogger.com0tag:blogger.com,1999:blog-4025141070378884220.post-11150631639665690812016-12-16T00:21:00.001-08:002016-12-16T00:21:28.172-08:00Juegos para Latín<div style="text-align: right;">
Veneris dies. Ante diem XVII Kal. Ian</div>
<div style="text-align: right;">
MMDCCKXIX A.V. C</div>
<br />
<br />
<i>Avete, dicipuli et amici!</i><br />
<br />
<i>Quid agitis?</i><br />
<br />
<div style="text-align: justify;">
Hoy os propongo un poco de diversión en las aulas sin volvernos locos. En el área de latín podemos introducir el elemento lúdico para su aprendizaje y para ello podemos servirnos de juegos de mesa y otras actividades. </div>
<br />
<div style="text-align: justify;">
En esta ocasión elegiremos el tradicional juego Scrabble o Palabras Cruzadas. Con este juego trabajamos la competencia lingüística al hacer que nuestros alumnos creen y recuerden vocabulario en latín. </div>
<br />
¿Os animáis?<br />
<br />
<table cellpadding="5" cellspacing="0" style="width: 567px;">
<colgroup><col width="555"></col>
</colgroup><tbody>
<tr>
<td style="border: 1px solid #000000; padding: 0.1cm;" valign="top" width="555">
<div class="western">
VIRGINIA GARCÍA SÁNCHEZ</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western">
<b>ÁREA</b>: LATÍN</div>
<div class="western">
<b>CURSO</b>: 2º BACHILLERATO</div>
</td>
</tr>
<tr>
<td bgcolor="#ffcc99" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div align="center" class="western">
<b>TÍTULO</b>: SCRABBLE O
PALABRAS CRUZADAS</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western">
<span style="font-family: Times New Roman, serif;"><b>OBJETIVOS</b></span><span style="font-family: Times New Roman, serif;">:</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">- Aumentar
el vocabulario de latín</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">- Coger
soltura en la búsqueda de palabras en el diccionario</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">-
Expresarse correctamente en latín respetando las normas básicas
de pronunciación.<br />
- Clasificar tipos de palabras.</span></div>
<div class="western">
<span style="font-family: Times New Roman, serif;">- Hacer uso
de la declinación.<br />
- Conjugar verbos correctamente.</span></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western">
<b>MATERIALES</b>:</div>
<div class="western">
- Juego de mesa</div>
<div class="western">
- Diccionario de latín</div>
<div class="western">
- Reglas en pdf especiales para jugar en latín</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<div class="western">
<b>DESCRIPCIÓN</b>:</div>
<div class="western">
Con esta actividad pretendemos conjugar el
elemento lúdico con el formativo. De esta manera, a través de un
juego como es el Scrabble o Palabras cruzadas, intentamos que los
alumnos formen palabras con ayuda del diccionario.</div>
<div class="western">
Podemos incluso pedir su ayuda para elaborar
las reglas previamente y estar consensuadas fomentando su poder de
decisión y responsabilidad.</div>
<div class="western">
<br />
</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="555">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img align="left" border="0" height="453" name="Imagen2" 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" 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<tr><td class="tr-caption" style="text-align: center;">Imagen sacada de <a href="https://twitter.com/blackwelloxford">aquí</a></td></tr>
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ACTIVIDAD
</div>
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</tr>
</tbody></table>
Virginia Garcíahttp://www.blogger.com/profile/04676603799990421707noreply@blogger.com0tag:blogger.com,1999:blog-4025141070378884220.post-47616350962191195862016-12-15T03:28:00.001-08:002016-12-15T03:28:46.385-08:00Lectura y traducción compartida de Catulo<br />
<div align="justify" class="western">
<span style="font-family: "times new roman" , serif;">La
lectura comprensiva y el progresivo adiestramiento en las técnicas
de traducción de textos latinos, originales o elaborados, de
dificultad gradual, así como la retroversión de textos de las
lenguas utilizadas por los alumnos, sirven para fijar las estructuras
lingüísticas básicas y suponen un valioso ejercicio de análisis y
síntesis aplicable a cualquier otro aprendizaje.</span></div>
<div align="justify" class="western">
<br /></div>
<div align="justify" class="western">
<span style="font-family: "times new roman" , serif;">Como lectura, los Poemas de Catulo entran en el temario de 2º de Bachillerato para Selectividad. </span></div>
<div align="justify" class="western">
<span style="font-family: "times new roman" , serif;">Aquí os pongo las preguntas recogidas de la Selectividad de Castilla y León sobre esta lectura:</span></div>
<div align="justify" class="western">
<span style="font-family: "times new roman" , serif;"><br /></span></div>
<div class="western" style="line-height: 100%; margin-bottom: 0.2cm;">
-<span style="font-family: serif;"><span style="font-size: small;"> Catulo
menciona en sus poemas un pequeño animal con el que Lesbia juega.
¿De qué animal se trata? ¿Qué le sucede a dicho animal? ¿Cómo
reacciona Lesbia? (2016)</span></span></div>
<div class="western" style="line-height: 100%; margin-bottom: 0.2cm;">
<span style="font-family: "liberation" serif , "times new roman" , serif;"><span style="font-size: small;">- Catulo
y su obra</span></span></div>
<div class="western" style="line-height: 100%; margin-bottom: 0.2cm;">
<span style="font-family: "liberation" serif , "times new roman" , serif;"><span style="font-size: small;"> </span></span></div>
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<td bgcolor="#ffcc99" style="border: 1px solid #000000; padding: 0.1cm;" valign="top" width="602"><div align="center" class="western">
<span style="font-family: "times new roman" , serif;"><b>TÍTULO</b></span><span style="font-family: "times new roman" , serif;">:
LECTURA Y TRADUCCIÓN COMPARTIDA. </span><span style="font-family: "times new roman" , serif;"><i>CARMINA</i></span><span style="font-family: "times new roman" , serif;">
DE CATULO</span></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="602"><div class="western">
<span style="font-family: "times new roman" , serif;"><b>ÁREA</b></span><span style="font-family: "times new roman" , serif;">:
LATÍN</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;"><b>CURSO</b></span><span style="font-family: "times new roman" , serif;">:
2º BACHILLERATO</span></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="602"><div class="western">
<span style="font-family: "times new roman" , serif;"><b>OBJETIVOS</b></span><span style="font-family: "times new roman" , serif;">:</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">- Mejorar
la comprensión</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">- Saber
escuchar y obtener información relevante</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">- Preparar
un mejor acceso al conocimiento mediante la lectura de textos
originales</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">- Poner en
práctica los conocimientos gramaticales y las técnicas de
interpretación de textos</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">- Utilizar
el diccionario y buscar el término más apropiado en la lengua
propia para la traducción del texto</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">- trabajar
aspectos como la participación e interacción en clase</span></div>
<div class="western">
<br /></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="602"><div class="western">
<span style="font-family: "times new roman" , serif;"><b>MATERIALES</b></span><span style="font-family: "times new roman" , serif;">:</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">-
Diccionario de Latín</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">-
Diccionario d Lengua Española</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">- Libro de
lectura: </span><span style="font-family: "times new roman" , serif;"><i>Carmina</i></span><span style="font-family: "times new roman" , serif;">
de Catulo</span></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="602"><div class="western">
<span style="font-family: "times new roman" , serif;"><b>DESCRIPCIÓN</b></span><span style="font-family: "times new roman" , serif;">:La
lectura compartida es una estrategia de enseñanza</span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">
mediante la cual se da la oportunidad a los niños de tener una
experiencia literaria con un nivel superior al que ellos podrían
tener por sí mismos. El profesor se convierte en un modelo
lector, ya que a medida que lee enseña cómo se comporta un
lector experto, cuáles son los ritmos, la fluidez al leer, los
tonos, qué hacer frente a una equivocación o palabra
desconocida, entre otros. Es una instancia en que se comparte con
los alumnos el placer de leer, motivándolos a entrar en el mundo
de los libros y de todo tipo de texto, invitándolos a apreciar el
escuchar textos, se les enseña estrategias específicas de
lectura así como aprenden una nueva lengua.</span></span></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="602"><div class="western">
<span style="font-family: "times new roman" , serif;"><b>ACTIVIDAD</b></span><span style="font-family: "times new roman" , serif;">:</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">En esta
actividad el profesor es el guía y el modelo, así que él
comienza la clase y la lectura de las composiciones.
Posteriormente, le siguen en orden los alumnos leyendo el poema en
latín y su traducción.</span></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="602"><div class="western">
Virginia García Sánchez</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="602"><div class="western">
<img align="left" border="0" height="130" name="Imagen1" src="data:image/jpeg;base64,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" width="387" />
</div>
<div class="western">
<span style="font-family: "times new roman" , serif;">Ejemplo de
un poema</span></div>
<div class="western">
<br /></div>
<div class="western">
<br /></div>
<div class="western">
<br /></div>
<div class="western">
<br /></div>
<div class="western">
<br /></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="602"><div class="western">
<span style="font-family: "times new roman" , serif;">Traducción:
</span><span style="font-family: "times new roman" , serif;"><i>Odio y amo. Por qué
lo hago quizá te preguntes. No sé, pero siento que sucede y me
atormenta.</i></span></div>
<div class="western">
<br /></div>
</td>
</tr>
</tbody></table>
Virginia Garcíahttp://www.blogger.com/profile/04676603799990421707noreply@blogger.com0tag:blogger.com,1999:blog-4025141070378884220.post-20333634855423873562016-12-15T03:22:00.001-08:002016-12-15T03:23:02.899-08:00La Eneida. Ficha BibliográficaAvete, discipuli!<br />
<br />
<div align="justify" class="western">
<span style="font-family: "times new roman" , serif;"> La
lectura comprensiva y el progresivo adiestramiento en las técnicas
de traducción de textos latinos, originales o elaborados, de
dificultad gradual, así como la retroversión de textos de las
lenguas utilizadas por los alumnos, sirven para fijar las estructuras
lingüísticas básicas y suponen un valioso ejercicio de análisis y
síntesis aplicable a cualquier otro aprendizaje.</span></div>
<div align="justify" class="western">
<br /></div>
<div align="justify" class="western">
<span style="font-family: "times new roman" , serif;">En 2º Bachillerato hasta ahora se proponer tres obras o fragmentos de la Literatura Latina para su lectura durante el curso de manera que se examinaban de ello en la Selectividad. Es recomendable, por tanto, hacerse un resumen y una buena ficha bibliográfica tras la lectura para así llevar preparada esa parte.</span></div>
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<td bgcolor="#ffcc99" style="border: 1px solid #000000; padding: 0.1cm;" valign="top" width="617"><div align="center" class="western">
<span style="font-family: "times new roman" , serif;"><b>TÍTULO</b></span><span style="font-family: "times new roman" , serif;">:
FICHA BIBLIOGRÁFICA. LA </span><span style="font-family: "times new roman" , serif;"><i>ENEIDA</i></span><span style="font-family: "times new roman" , serif;">
DE VIRGILIO</span></div>
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<span style="font-family: "times new roman" , serif;"><b>ÁREA</b></span><span style="font-family: "times new roman" , serif;">:
LATÍN</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;"><b>CURSO</b></span><span style="font-family: "times new roman" , serif;">:
4º ESO Y 1º BACHILLERATO</span></div>
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<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>OBJETIVOS</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">:</span></span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;">-
Leer con fluidez, expresión y entonación adecuada que demuestre
el resultado de una decodificación eficiente y rápida</span></span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;">-
Identificar géneros literarios</span></span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;">-
Expresar las características de la épica</span></span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;">-
Acceder a textos literarios traducidos como fuente de aprendizaje
y disfrute</span></span></div>
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<span style="font-family: "times new roman" , serif;"><b>MATERIALES</b></span><span style="font-family: "times new roman" , serif;">:</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">-
Diccionario de Latín</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">-
Diccionario de Lengua Española</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">- Libro
escogido: La </span><span style="font-family: "times new roman" , serif;"><i><span style="font-weight: normal;">Eneida</span></i></span><span style="font-family: "times new roman" , serif;">
de Virgilio</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">- Galería
de personajes históricos y diccionario mitológico(página web
Anaya)</span></div>
<div class="western">
<br /></div>
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<span style="font-family: "times new roman" , serif;"><b>DESCRIPCIÓN</b></span><span style="font-family: "times new roman" , serif;">:</span></div>
<div align="justify" class="western">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;">Se
trata de hacer una lectura comprensiva sobre la obra o fragmentos
de ella que nos permitan extraer información relacionada con el
tema de literatura que se da en el trimestre, la Épica latina.</span></span></div>
</td>
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<span style="font-family: "times new roman" , serif;"><b>ACTIVIDAD</b></span><span style="font-family: "times new roman" , serif;">:
</span>
</div>
<div align="justify" class="western">
<span style="font-family: "times new roman" , serif;">La
actividad se desarrolla en casa, no en horas de clase. Sin
embargo, se dedicará alguna sesión a comentar las fichas y la
obra leída para luego corregirla por parte del profesor.</span></div>
<div align="justify" class="western">
<span style="font-family: "times new roman" , serif;">Esta
actividad se repite en el resto de trimestres de manera que se
lean 3 obras o fragmentos a lo largo del curso.</span></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="617"><div align="justify" class="western" style="margin-bottom: 0.1cm; margin-left: 1.2cm; orphans: 0; widows: 0;">
<span style="font-family: "times new roman" , serif;">OBRA: La Eneida</span></div>
<div align="justify" class="western" style="margin-bottom: 0.1cm; margin-left: 1.2cm; orphans: 0; widows: 0;">
<span style="font-family: "times new roman" , serif;">AUTOR: Publio Virgilio Marón
(siglo I a.C)</span></div>
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<span style="font-family: "times new roman" , serif;">TRADUCTOR: Javier de
Echave-Sustaeta </span>
</div>
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<span style="font-family: "times new roman" , serif;">EDITORIAL: Biblioteca Clásica
Gredos, 166</span></div>
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<span style="font-family: "times new roman" , serif;">PUBLICACIÓN: 1992</span></div>
<div align="justify" class="western" style="margin-bottom: 0.1cm; margin-left: 1.2cm; orphans: 0; widows: 0;">
<span style="font-family: "times new roman" , serif;">N.º DE PÁGINAS: 570</span></div>
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<span style="font-family: "times new roman" , serif;">RESUMEN: narra las guerras y
desventuras que debió afrontar el piadoso Eneas a causa de los
dioses -el destino- desde su huida de la incendiada Troya hasta su
llegada al Lacio (Italia) llevando sus dioses patrios para fundar
allí "la soberbia Roma". </span>
</div>
<div align="justify" class="western" style="margin-bottom: 0.1cm; margin-left: 1.2cm; orphans: 0; widows: 0;">
<span style="font-family: "times new roman" , serif;">COMENTARIO: Más allá de las
evidentes funciones políticas y sus distintos niveles temáticos,
la Eneida nos ofrece la gesta de un héroe exiliado de su patria.
Tras la quema de Troya, Eneas parte hacia una tierra extraña, en
la que hallará su nuevo hogar. En su viaje por mar, el hijo de
Venus arrostrará numerosas dificultades hasta llegar a su destino
en la costa italiana, e incluso allí se verá obligado a entablar
una guerra contra los pueblos itálicos, para conseguir al fin
fundar una ciudad llamada a convertirse en cabeza del mundo.</span></div>
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<span style="font-family: "times new roman" , serif;">PERSONAJES PRINCIPALES:</span></div>
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<span style="font-family: "times new roman" , serif;">
</span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Dólopes
o mirmidones:</b></span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Anquises:
</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">padre
de Eneas. </span></span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Aquiles:
</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">principal
héroe del bando aqueo en la guerra de Troya. </span></span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Atridas:
</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">son
los aqueos Agamenón y Menelao, hijos Atreo. Este último es el
marido de Helena. </span></span>
</div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Calcas:
</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">o
Calcante, adivino aqueo.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Casandra:
</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">hija
de Príamo, rey de Troya. Fue la amada de Apolo, quien le dio el don
de la profecía, pero cuando rechazó su amor él la condenó a
profetizar siempre cosas verdaderas sin que nadie la creyera nunca.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Creusa:</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">
mujer de Eneas.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Dánaos:
</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">argivos
o aqueos.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Diomedes:
</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">guerreo
aqueo.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Epeo:
</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">constructor
del caballo de Troya.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Héctor:
</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">hijo
de Príamo, rey de Troya. Es el mejor y más valiente de los
troyanos, que muere en la guerra de Troya a manos de Aquiles.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Hécuba:
</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">mujer
del rey de Troya, Príamo.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Helena:</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">
mujer de Menelao, que es raptada por Paris, troyano; hecho que
desencadena la guerra de Troya.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Hijos
de Teucro: </b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">se
refiere a los troyanos, puesto que Teucro es antepasado de los reyes
troyanos.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Ilión:</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">
Troya.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Iulo
o Ascanio:</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">
hijo de Eneas y Creusa.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Laocoonte:</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">
príncipe troyano, hermano de Anquises.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Minerva:</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">
diosa Venus, madre de Eneas.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Palamedes:
</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">aqueo
que, cuando Ulises intentó eludir la obligación de incorporarse a
la expedición de Troya, fingiéndose loco, descubrió su engaño.
Por esta razón, Ulises falsificó una carta, en la que Palamedes se
comprometía a traicionar a los aqueos.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Palas:</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">
diosa Atenea.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Pirro
o Neoptólemo:</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">
es el hijo de Aquiles y Deidamía.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Príamo:
</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">rey
de Troya y marido de Hécuba.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Sinón:
</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">guerreo
aqueo, protagonista del engaño a los troyanos.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Tideo:
</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">aqueo,
padre de Diomedes.</span></span></div>
<div align="justify" style="line-height: 100%; margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>Ulises:</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">
astuto guerrero aqueo escondido en el caballo de Troya.</span></span></div>
<div align="justify" class="western" style="margin-bottom: 0.1cm; margin-left: 1.2cm; orphans: 0; widows: 0;">
<br /></div>
<div align="justify" class="western" style="margin-bottom: 0.1cm; margin-left: 1.2cm; orphans: 0; widows: 0;">
<span style="font-family: "times new roman" , serif;">CARACTERÍSTICAS DEL GÉNERO:
(ver tema 2 del libro)</span></div>
<div align="justify" class="western" style="margin-bottom: 0.1cm; margin-left: 1.2cm; orphans: 0; widows: 0;">
<span style="font-family: "times new roman" , serif;">INFLUENCIAS: sus modelos son
la </span><span style="font-family: "times new roman" , serif;"><i>Iliada</i></span><span style="font-family: "times new roman" , serif;">
y </span><span style="font-family: "times new roman" , serif;"><i>Odisea</i></span><span style="font-family: "times new roman" , serif;">
de Homero</span></div>
<div align="justify" class="western" style="margin-bottom: 0.1cm; margin-left: 1.2cm; orphans: 0; widows: 0;">
<span style="font-family: "times new roman" , serif;">HERENCIA: </span><span style="font-family: "times new roman" , serif;"><i>Divina
Comedia</i></span><span style="font-family: "times new roman" , serif;"> de Dante
Alighieri (s.XIV). Dante utiliza a Virgilio como guía por el
infierno y purgatorio. </span>
</div>
<div align="justify" class="western" style="margin-bottom: 0.1cm; margin-left: 1.2cm; orphans: 0; widows: 0;">
</div>
<div align="justify" class="western" style="margin-bottom: 0.1cm; margin-left: 1.2cm; orphans: 0; widows: 0;">
<span style="font-family: "times new roman" , serif;">COMENTARIO PERSONAL: (LIBRE)</span></div>
<div align="justify" class="western" style="margin-left: 1.2cm; orphans: 0; widows: 0;">
<br /></div>
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</tbody></table>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
Os añado a continuación las preguntas que salieron de la Eneida en los exámenes de Selectividad de Castilla y León:<span style="font-family: "liberation" serif , "times new roman" , serif;"><span style="font-size: small;"> </span></span></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "liberation" serif , "times new roman" , serif;"><span style="font-size: small;">- ¿Quién
es Sinón en el canto II de la </span></span><span style="font-family: "liberation" serif , "times new roman" , serif;"><span style="font-size: small;"><i>Eneida</i></span></span><span style="font-family: "liberation" serif , "times new roman" , serif;"><span style="font-size: small;">
de Virgilio? ¿qué papel tiene en la historia del caballo de Troya?
Relate brevemente este episodio. (2015 junio A)</span></span></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "liberation" serif , "times new roman" , serif;"><span style="font-size: small;">- </span></span><span style="font-family: "liberation" serif , "times new roman" , serif;"><span style="font-size: small;"> </span></span><span style="font-family: "liberation" serif , "times new roman" , serif;"><span style="font-size: small;">El
personaje de Príamo en el canto II de la </span></span><span style="font-family: "liberation" serif , "times new roman" , serif;"><span style="font-size: small;"><i>Eneida
</i></span></span><span style="font-family: "liberation" serif , "times new roman" , serif;"><span style="font-size: small;">de
Virgilio. ¿Qué hace cuando los griegos irrumpen en su palacio?
Explique brevemente el final que tuvo Príamo (2015 septiembre A)</span></span></div>
<div class="western" style="line-height: 100%; margin-bottom: 0.2cm;">
<span style="font-family: serif;"><span style="font-size: small;">- El
personaje de Laocoonte en el canto II de la Eneida de Virgilio. ¿Qué
le sucede? ¿Por qué creen los troyanos que tuvo ese final? (2016 Septiembre B)</span></span></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
</div>
<br />
<br />
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
Virginia Garcíahttp://www.blogger.com/profile/04676603799990421707noreply@blogger.com2tag:blogger.com,1999:blog-4025141070378884220.post-91915861507380923542016-12-15T02:56:00.001-08:002016-12-15T03:05:20.629-08:00SaludosAvete, discipuli!<br />
<br />
Me parece fundamental que poco a poco los chicos se adentren en la lengua latina de forma hablada, de esta manera tendremos una lengua viva.<br />
Es sorprendente lo que se consigue con pequeños gestos como éste. <br />
<br />
Os propongo, por tanto, herramientas y actividades para desarrollar la competencia lingüística en este área.<br />
<br />
<table cellpadding="5" cellspacing="0" style="width: 629px;">
<colgroup><col width="391"></col>
<col width="216"></col>
</colgroup><tbody>
<tr>
<td bgcolor="#ffcc99" colspan="2" style="border: 1px solid #000000; padding: 0.1cm;" valign="top" width="617"><div align="center" class="western">
<span style="font-family: "times new roman" , serif;"><b>TÍTULO</b></span><span style="font-family: "times new roman" , serif;">:
DIÁLOGOS Y PRESENTACIONES</span></div>
</td>
</tr>
<tr>
<td colspan="2" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="617"><div class="western">
<span style="font-family: "times new roman" , serif;"><b>ÁREA</b></span><span style="font-family: "times new roman" , serif;">:
LATÍN</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;"><b>CURSO</b></span><span style="font-family: "times new roman" , serif;">:
4º ESO Y 1º BACHILLERATO</span></div>
</td>
</tr>
<tr>
<td colspan="2" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="617"><div class="western">
<span style="font-family: "times new roman" , serif;"><b>OBJETIVOS</b></span><span style="font-family: "times new roman" , serif;">:</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">- </span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">Favorecer
el desarrollo del lenguaje verbal oral a través de la lectura </span></span>
</div>
<div class="western">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;">-
Mejorar la habilidad de escuchar.</span></span></div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;">-
Aumentar el vocabulario</span></span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;">-
</span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">Contextualización
del acto comunicativo en sus diferentes modalidades.</span></span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;">-
Desarrollo de distintos registros lingüísticos y su correcta
aplicación.</span></span></div>
<div align="justify" class="western">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;">-
Motivar del aprendizaje a partir de la mejoría en la comprensión
y expresión lingüística.</span></span></div>
</td>
</tr>
<tr>
<td colspan="2" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="617"><div class="western">
<span style="font-family: "times new roman" , serif;"><b>MATERIALES</b></span><span style="font-family: "times new roman" , serif;">:</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">-
Presentación power point de cómic</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">- Libro de
texto Anaya</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">- página
web de ejemplos:
</span><span style="color: navy;"><span lang="zxx"><u><a href="http://almacendeclasicas.blogspot.com.es/2011/10/saludos-y-presentaciones-en-latin.html"><span style="font-family: "times new roman" , serif;">http://almacendeclasicas.blogspot.com.es/2011/10/saludos-y-presentaciones-en-latin.html</span></a></u></span></span></div>
<div class="western">
http://elcajondewatson.blogspot.com.es/2008/10/frases-latinas-habituales.html</div>
<div class="western">
<br /></div>
</td>
</tr>
<tr>
<td colspan="2" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="617"><div class="western">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><b>DESCRIPCIÓN</b></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">:</span></span></div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;">Esta
actividad promueve las habilidades expresivas del lenguaje. Al
escuchar a un profesor o compañero, ellos mismos luego imitarán
estas inflexiones de voz y emociones. De esta manera promovemos la
conciencia fonética. </span></span>
</div>
<div class="western">
<br /></div>
</td>
</tr>
<tr>
<td colspan="2" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="617"><div class="western">
<span style="font-family: "times new roman" , serif;"><b>ACTIVIDAD</b></span><span style="font-family: "times new roman" , serif;">:
</span>
</div>
<div class="western">
<span style="font-family: "times new roman" , serif;">Divido la
clase en grupos de 2-3 alumnos y voy pidiendo a cada grupo que se
saluden sus miembros y presenten a sus compañeros.</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">La idea es
que se establezca como rutina al comenzar las clases hacer un
saludo entre el profesor y los alumnos en latín para que se
familiaricen con esa lengua no sólo de manera escrita. </span>
</div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="391"><div class="western">
<span style="font-family: "times new roman" , serif;"><b> </b></span><span style="font-family: "times new roman" , serif;"><br />
</span><span style="font-family: "times new roman" , serif;"><i>Ave!
Nomen mihi est ..... Quid nomen tibi est?<br />
Ave! Ego sum .... <br />
Mihi pergratum est te convenire<br />
Et quoque mihi </i></span>
</div>
<div class="western">
<br /></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">El saludo
no es el mismo si va dirigido a una sola persona o a varias. En
este contexto la fórmula está en singular: “Ave” pues una
persona saluda a otra y viceversa. Si el saludo fuera dirigido a
varios, emplearíamos la fórmula de plural: “Avete”. <br />
<br />
</span><span style="font-family: "times new roman" , serif;"><br />
</span><span style="font-family: "times new roman" , serif;"><i>Salve!
Quid agis?<br />
Bene mihi est. Quomodo vales tu?<br />
Recte,
gratias. Velim tradere tibi amicum meum ....(acusativo)<br />
Mihi pergratum
est te convenire, ..... (vocativo) </i></span>
</div>
<div class="western">
<br /></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">Formas de
preguntar: Quomodo vales? - Quomodo te habes? - Quid agis?
<br />
Formas de contestar: Valeo - Recte - Bene mihi est -
Optimē - Male - Pessimē - Admodum bene (Regular) </span></div>
<div class="western">
<br /></div>
<div class="western">
<br /></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">Despedida:</span></div>
<div class="western">
<br /></div>
<div class="western">
<i><span style="font-family: "times new roman" , serif;">Vale!</span></i></div>
<div class="western">
<i><span style="font-family: "times new roman" , serif;">Valete!</span></i></div>
<div class="western">
<i><span style="font-family: "times new roman" , serif;">vale et valete! </span></i></div>
<div class="western">
<span style="font-family: "times new roman" , serif;"><i>Omnia bene tibi eveniant </i> </span></div>
<div class="western">
<i><span style="font-family: "times new roman" , serif;"> </span>valete ac gaudete</i><span class="Apple-tab-span" style="white-space: pre;"></span>
</div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="216"><div class="western">
<span style="font-family: "times new roman" , serif;">¡Hola! mi
nombre es...</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">. ¿Cuál es tu nombre?<br />
¡Hola! yo soy .....<br />
Encantado de conocerte<br />
Yo también. </span>
</div>
<div class="western">
<br /></div>
<div class="western">
<br /></div>
<div class="western">
<br /></div>
<div class="western">
<br /></div>
<div class="western">
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<div class="western">
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<div class="western">
<br /></div>
<div class="western">
<br /></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">¡Hola!
¿Cómo estás?<br />
Bien, ¿Cómo estás tú?<br />
Bien, gracias.
Quisiera presentarte a mi amigo Marco<br />
Encantado de conocerte,
Marcos.</span></div>
<div class="western">
<br /></div>
<div class="western">
<br /></div>
<div class="western">
<br /></div>
<div class="western">
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<div class="western">
<br /></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">Hasta luego a tí y a todos, vale! </span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;">que te vaya todo bien!</span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;"> </span>Hasta luego a todos y pasadlo bien.
</div>
</td>
</tr>
<tr>
<td colspan="2" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="617"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
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" 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<tr><td class="tr-caption" style="text-align: center;"><i>Imagen sacada de: http://clasicasseveroochoa.blogspot.com.es/2012/01/saludos-y-presentaciones-en-latin-y.html</i></td><td class="tr-caption" style="text-align: center;"><i><br /></i></td></tr>
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<br /></div>
<div class="western">
Virginia García Sánchez</div>
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Virginia Garcíahttp://www.blogger.com/profile/04676603799990421707noreply@blogger.com0tag:blogger.com,1999:blog-4025141070378884220.post-76867695769107197322016-12-15T01:07:00.002-08:002016-12-15T01:15:28.566-08:00Evolución Fonética Latín> Castellano<br />
<div style="text-align: right;">
Iovis dies. Ante diem XVIII Kal. Ian</div>
<div style="text-align: right;">
MMDCCLXIX A.V.C </div>
Avete, discipuli!<br />
<br />
Hodie laborem vobis do.<br />
<br />
Hoy os dejo una actividad de repaso de Evolución fonética.<br />
Además como ayuda contáis con un power point de resumen y un documento de esquema.<br />
<br />
POWER <a href="https://drive.google.com/open?id=0B4Y7AxbkA9YbMEtXZWNhb2pPUms">POINT</a><br />
<br />
<a href="https://drive.google.com/open?id=0B4Y7AxbkA9YbY2xjRHFRdnVULXc">ESQUEMA</a><br />
<br />
<br />
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<td bgcolor="#ffcc99" style="border: 1px solid #000000; padding: 0.1cm;" valign="top" width="578"><div align="center" class="western">
<u><b>TÍTULO: EVOLUCIÓN
FONÉTICA DEL LATÍN AL CASTELLANO</b></u></div>
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<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="578"><div class="western" style="margin-bottom: 0cm;">
ÁREA: LATÍN</div>
<div class="western">
CURSO: 4º DE ESO (también para 1º y 2º de
Bachillerato)</div>
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</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="578"><div class="western" style="margin-bottom: 0cm;">
<u><b>OBJETIVOS:</b></u></div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;"><span style="text-decoration: none;"><span style="font-weight: normal;">-
</span></span></span></span><span style="font-family: "times new roman" , serif;"><span style="font-size: small;">Establecer
mediante mecanismos de inferencia las relaciones existentes entre
determinados étimos latinos y sus derivados en lenguas romances.</span></span></div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;">-
Conocer y distinguir términos patrimoniales y cultismos</span></span></div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;">-
Conoce ejemplos de términos latinos que han dado origen tanto a
una palabra patrimonial como a un cultismo y señala las
diferencias de uso y significado que existen entre ambos</span></span></div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;">-
Deducir el significado de las palabras latinas no estudiadas a
partir del contexto o de palabras de su lengua u de otras que
conoce</span></span></div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;">-
Realizar evoluciones de términos latinos a distingas lenguas
romances aplicando las reglas fonéticas de evolución</span></span></div>
<div class="western">
<span style="font-family: "times new roman" , serif;"><span style="font-size: small;">-
Relacionar distintas palabras de la misma familia etimológica o
semántica</span></span></div>
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<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="578"><div class="western" style="margin-bottom: 0cm;">
<u><b>MATERIALES: </b></u>
</div>
<div class="western" style="font-weight: normal; margin-bottom: 0cm; text-decoration: none;">
- Libro de texto de la editorial Anaya</div>
<div class="western" style="font-weight: normal; margin-bottom: 0cm; text-decoration: none;">
- Power point que recopila todas las reglas de evolución fonética
que se dan durante el curso con ejemplos</div>
<div class="western" style="font-weight: normal; margin-bottom: 0cm; text-decoration: none;">
- Diccionario de la RAE para comprobar las palabras derivadas de
los étimos latinos</div>
<div class="western" style="margin-bottom: 0cm;">
<span style="text-decoration: none;"><span style="font-weight: normal;">-
La web de Anaya donde encontramos algunos recursos de gran
utilidad: </span></span><span style="color: navy;"><span lang="zxx"><a href="http://www.anayaeducacion.es/"><span style="text-decoration: none;"><span style="font-weight: normal;">http://www.anayaeducacion.es</span></span></a></span></span></div>
<div class="western">
<br /></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="578"><div class="western" style="font-weight: normal; text-decoration: none;">
Este apartado propone el trabajo con los conceptos fundamentales
para la evolución fonética y para la formación de palabras. Se
explican los conceptos de palabra patrimonial, cultismo,
semicultismo y doblete. La actividad que se incluye permite
practicar estos conceptos.
</div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="578"><div class="western">
EJERCICIO</div>
<div class="western">
<br /></div>
<div class="western">
Di qué palabra obtenemos de los siguientes
étimos latinos, explica las reglas de evolución en cada caso y
propón alguna palabra derivada culta.</div>
<div class="western" style="margin-bottom: 0cm;">
<br /></div>
<table cellpadding="5" cellspacing="0" style="width: 581px;">
<colgroup><col width="169"></col>
<col width="207"></col>
<col width="173"></col>
</colgroup><tbody>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="169"><div class="western">
<b>LATÍN> CASTELLANO</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="207"><div class="western">
<b>EVOLUCIÓN</b></div>
</td>
<td style="border: 1px solid #000000; padding: 0.1cm;" width="173"><div class="western">
<b>DERIVADOS</b></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="169"><div class="western">
<b>Fungum></b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="207"><div class="western">
<br /></div>
<div class="western">
<br /></div>
<div class="western">
<br /></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="173"><div class="western">
<br /></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="169"><div class="western">
<b>Apiculam></b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="207"><div class="western">
<br /></div>
<div class="western">
<br /></div>
<div class="western">
<br /></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="173"><div class="western">
<br /></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="169"><div class="western">
<b>Decem></b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="207"><div class="western">
<br /></div>
<div class="western">
<br /></div>
<div class="western">
<br /></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="173"><div class="western">
<br /></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="169"><div class="western">
<b>Pugnum></b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="207"><div class="western">
<br /></div>
<div class="western">
<br /></div>
<div class="western">
<br /></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="173"><div class="western">
<br /></div>
</td>
</tr>
</tbody></table>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="578"><div class="western">
<br /></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="578"><div class="western">
SOLUCIÓN</div>
<div class="western">
<br /></div>
<table cellpadding="5" cellspacing="0" style="width: 586px;">
<colgroup><col width="574"></col>
</colgroup><tbody>
<tr>
<td style="border: 1px solid #000000; padding: 0.1cm;" valign="top" width="574"><div class="western">
EJERCICIO</div>
<div class="western">
<br /></div>
<div class="western">
Di qué palabra obtenemos de los siguientes
étimos latinos, explica las reglas de evolución en cada caso
y propón alguna palabra derivada culta.</div>
<div class="western" style="margin-bottom: 0cm;">
<br /></div>
<table cellpadding="5" cellspacing="0" style="width: 577px;">
<colgroup><col width="169"></col>
<col width="198"></col>
<col width="178"></col>
</colgroup><tbody>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="169"><div class="western">
<b>LATÍN> CASTELLANO</b></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;" width="198"><div class="western">
<b>EVOLUCIÓN</b></div>
</td>
<td style="border: 1px solid #000000; padding: 0.1cm;" width="178"><div class="western">
<b>DERIVADOS</b></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="169"><div class="western">
<b>Fungum> </b><span style="color: #00ae00;"><b>HONGO</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="198"><div class="western">
<span style="color: #00ae00;"><b>-M> </b></span><span style="color: #00ae00;"><span style="font-family: "liberation" serif , "times new roman" , serif;"><b>Ø</b></span></span><span style="color: #00ae00;"><b>
- U> O</b></span></div>
<div class="western">
<span style="color: #00ae00;"><b>-U- (tónica)>
O (Abre)</b></span></div>
<div class="western">
<span style="color: #00ae00;"><b>F- > H</b></span></div>
<div class="western">
<br /></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="178"><div class="western">
<span style="color: #00ae00;"><b>fungicida</b></span></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="169"><div class="western">
<b>Apiculam> </b><span style="color: #00ae00;"><b>ABEJA</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="198"><div class="western">
<span style="color: #00ae00;"><b>-P- > -B-
(sonoriza)</b></span></div>
<div class="western">
<span style="color: #00ae00;"><b>-I- (tónica)>
-E-</b></span></div>
<div class="western">
<span style="color: #00ae00;"><b>-CUL- > J
-M> </b></span><span style="color: #00ae00;"><span style="font-family: "liberation" serif , "times new roman" , serif;"><b>Ø</b></span></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="178"><div class="western">
<span style="color: #00ae00;"><b>Apicultor,
apicultura</b></span></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="169"><div class="western">
<b>Decem> </b><span style="color: #00ae00;"><b>DIEZ</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="198"><div class="western">
<span style="color: #00ae00;"><b>- M> </b></span><span style="color: #00ae00;"><span style="font-family: "liberation" serif , "times new roman" , serif;"><b>Ø
-E> Ø</b></span></span></div>
<div class="western">
<span style="color: #00ae00;"><b>-E- (tónica) >
IE</b></span></div>
<div class="western">
<br /></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="178"><div class="western">
<span style="color: #00ae00;"><b>Décimo, decena</b></span></div>
</td>
</tr>
<tr valign="top">
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="169"><div class="western">
<b>Pugnum> </b><span style="color: #00ae00;"><b>PUÑO</b></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="198"><div class="western">
<span style="color: #00ae00;"><b>- M> </b></span><span style="color: #00ae00;"><span style="font-family: "liberation" serif , "times new roman" , serif;"><b>Ø</b></span></span></div>
<div class="western">
<span style="color: #00ae00;"><b>- GN- > Ñ</b></span></div>
<div class="western">
<span style="color: #00ae00;"><b>-U> </b></span><span style="color: #00ae00;"><span style="font-family: "liberation" serif , "times new roman" , serif;"><b>Ø</b></span></span></div>
</td>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="178"><div class="western">
<span style="color: #00ae00;"><b>Pugnar, pugnante</b></span></div>
</td>
</tr>
</tbody></table>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
</td>
</tr>
<tr>
<td style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" valign="top" width="574"><div class="western">
<br /></div>
</td>
</tr>
</tbody></table>
<div class="western" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
</td>
</tr>
</tbody></table>
<br />
Omnia bene tibi eveniant<br />
<br />Virginia Garcíahttp://www.blogger.com/profile/04676603799990421707noreply@blogger.com0tag:blogger.com,1999:blog-4025141070378884220.post-59912256447317172902016-12-15T00:18:00.001-08:002016-12-15T00:18:36.452-08:00BIENVENIDA<i>Avete, discipuli!</i><br />
<br />
<i>Quid agitis?</i><br />
<i><br /></i>
<i>Bene venti sitis.</i><br />
<i><br /></i>
<br />
<div style="text-align: justify;">
Hoy comenzamos nuestra andadura en la red para complementar nuestros avances durante el curso. el objetivo es proponer actividades para los alumnos y docentes de las materias de Latín y Cultura Clásica. </div>
<div style="text-align: justify;">
<br /></div>
<div>
<br /></div>
<i>Optime vale, valete et ceteri!<span class="Apple-tab-span" style="white-space: pre;"> </span></i><br />Virginia Garcíahttp://www.blogger.com/profile/04676603799990421707noreply@blogger.com0