tag:blogger.com,1999:blog-24240940545501531742024-03-14T09:34:10.655+01:00Sin plumier y sin compásAnonymoushttp://www.blogger.com/profile/07080943308008450081noreply@blogger.comBlogger13125tag:blogger.com,1999:blog-2424094054550153174.post-89626335550648070372015-02-05T17:26:00.004+01:002015-02-05T17:26:57.247+01:00¿Qué medidas pensadas para alumnos con altas capacidades se pueden extender a todo el aula?<!--[if gte mso 9]><xml>
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<a href="http://cepalmeria.org/fotos/f1_asacal.png" imageanchor="1"><img border="0" src="http://cepalmeria.org/fotos/f1_asacal.png" height="320" id="irc_mi" style="margin-top: 76px;" width="240" /></a> </div>
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<b>CONTENIDOS ACTITUDINALES</b></div>
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Actualmente para alumnos
con altas capacidades se prioriza los contenidos de tipo actitudinal por las
dificultades que en ocasiones presenta este alumnado al respecto ya que los
contenidos procedimentales y conceptuales los adquieren con mayor facilidad.
Creemos que esto se puede extender al aula porque lo consideramos prioritario
para todas las personas. Estos contenidos actitudinales son: la tolerancia, el
respeto hacia los demás, el uso del turno de palabra, la no discriminación
entre personas por su capacidad intelectual (ya sea por mayor o menor
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<b>ACTIVIDADES EXTRA </b></div>
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Una medida habitual en la
metodología con altas capacidades es la profundización del tema expuesto en
clase mediante la realización de actividades extra. Esta medida puede
plantearse de manera general a todo el grupo de clase. Se trata del diseño de
actividades de libre elección e individuales. Por ejemplo para el estudio de
las lenguas se puede proponer la lectura de libros evaluada por medio de fichas
que podrán proporcionar hasta un máximo de 2 puntos por encima de la nota que
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<b>CONOCIMIENTOS PRE-SABIDOS </b></div>
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Otra medida que se
aplica en altas capacidades que se podría generalizar es eliminar aquellos
contenidos previstos para el grupo y que el alumno o alumna ya haya asimilado.</div>
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<br />Anonymoushttp://www.blogger.com/profile/07080943308008450081noreply@blogger.com1tag:blogger.com,1999:blog-2424094054550153174.post-81769544593359272152014-12-18T16:15:00.004+01:002014-12-18T16:19:40.917+01:00Un proyecto interesante para eTwinning<!--[if gte mso 9]><xml>
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El
título del proyecto es <b style="mso-bidi-font-weight: normal;">“EXPRESS
LEARNING” </b>hace referencia al proyecto que vamos a realizar que es el <b style="mso-bidi-font-weight: normal;">TREN</b> y al <b style="mso-bidi-font-weight: normal;">APRENDIZAJE</b> que vamos a obtener como resultado del proyecto. <br />
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La
palabra Express es un guiño al famoso tren<span style="mso-spacerun: yes;">
</span>de larga distancia “Orient Express” que, en su mayor auge, unía París
con Constantinopla (hoy Estambul). Desde su inauguración en 1883 hasta nuestros
días, su ruta fue alterada varias veces, sea por logística o por asuntos
políticos. Era considerado uno de los trenes más lujosos del mundo, con
pasajeros que incluían desde millonarios burgueses hasta miembros de la
aristocracia europea.</div>
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El
proyecto consiste en la realización conjunta de una maqueta de un tren de
madera motorizado para cada centro educativo que participa en el programa. La
idea es que en cada centro se trabajen unos aspectos diferentes, en uno se
realizaría la estructura y las vías y en el otro se realizaría la motorización.
Así cuando se produjera el intercambio de alumnos, se aprovecharía para hacer
el ensamblaje final. </div>
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Los
alumnos a los que se dirige este tipo de proyectos son estudiantes con carácter
emprendedor y con mucha iniciativa, así como con habilidades sociales para
relacionarse con otras personas. También tienen cabida los alumnos que aunque
no tengan esas competencias desarrolladas estén dispuestos a mejorarlas. </div>
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Las
titulaciones que comprende este proyecto son:</div>
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<li><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>FP Carpintería y mueble </li>
<li>FP Automatización y robótica idustrial </li>
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<br />
<div class="MsoListParagraphCxSpFirst">
<span style="line-height: 115%; mso-bidi-font-size: 12.0pt;"> Los objetivos con los que se realiza este proyecto son: </span></div>
<ul>
<li><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">
</span></span></span>Intercambiar experiencias con alumnos de
diferentes países con intereses similares</li>
<li><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span>Evaluar la importancia de utilizar un lenguaje
universal para la fabricación de cualquier pieza o elemento</li>
<li>Valorar la importancia de un sistema
internacional de medidas para lograr el entendimiento entre los diferentes
equipos de producción</li>
<li>Elaborar documentación técnica para el
intercambio de información</li>
<li>Visualizar las aplicaciones prácticas de los
estudios que cursan</li>
<li><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>Fomentar el espíritu crítico con las propias
creaciones y las de otros compañero</li>
<li><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>Mejorar el nivel de idiomas de los participantes<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"></span></li>
<li><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"></span></span>Mejorar las competencias sociales de los
participantes</li>
<li><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>Desarrollar las competencias interculturales</li>
<li><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>Aumentar la motivación de los alumnos por el
trabajo que realizan</li>
<li><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>Fomentar el interés por otros países y otras
culturas</li>
<li><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>Promover las relaciones entre estudiantes de distintos
países</li>
</ul>
En la presentación se puede ver la organización del proyecto a lo largo del curso.<br />
<br />
Creemos que puede ser una oportunidad muy buena para los alumnos de estos centros educativos. Anonymoushttp://www.blogger.com/profile/07080943308008450081noreply@blogger.com1tag:blogger.com,1999:blog-2424094054550153174.post-89548277168360975572014-12-04T17:01:00.001+01:002014-12-18T16:49:34.107+01:00Aprendizaje cooperativo: técnica del puzzle o jigsaw<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: inherit;">L<span lang="ES-TRAD">os
métodos de aprendizaje cooperativo</span>
son u<span lang="ES-TRAD">no
de los mejores <span class="IL_AD" id="IL_AD12">recursos</span> que puede utilizar un profesor para
dinamizar el grupo-clase.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;"><span lang="ES-TRAD">El
<span class="IL_AD" id="IL_AD3">motor</span> que mueve todos los métodos cooperativos es el mismo:
grupos heterogéneos de alumnos unidos interdependientemente con
respecto al <span class="IL_AD" id="IL_AD9">objetivo</span> de alcanzar una meta común (y en cierto
sentido una recompensa común), y para llegar a la cual el éxito
de los compañeros es tan importante como el éxito propio. Es en
la puesta en funcionamiento de esta estrategia <span class="IL_AD" id="IL_AD4">general</span> en la que
difieren unos métodos de otros, y también lo que les hace ser a
unos más eficaces que a otros o más apropiados para unos u otros
<span class="IL_AD" id="IL_AD10">objetivos</span></span></span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;"><b>Técnica del puzzle o jigsaw:</b></span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;"><span lang="ES-TRAD"> En éste método, el material a aprender se
divide en tantas partes como miembros del grupo haya, de forma
que cada miembro del grupo de trabajo recibe, por lo tanto, una
parte de la información del tema que en su conjunto está
estudiando el equipo. </span></span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;"><span lang="ES-TRAD">Después de que cada uno de los estudiantes
ha leído y preparado su parte, se reúne con los compañeros de
otros grupos que están tratando esa misma parte en "grupos de
expertos", donde se discute y se profundiza en la información.
Después, cada estudiante vuelve a su grupo y enseña a sus
compañeros lo que ha aprendido. Cada estudiante tiene, por
tanto, una pieza del puzzle, pero también debe aprender el
resto de la información que poseen sus compañeros.</span></span>
</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: inherit;"><span lang="ES-TRAD">Al
final del tiempo asignado, el profesor puede plantear o bien un
examen final individual (lo que permite apreciar el
aprovechamiento de cada alumno), que en cualquier caso, debería
ser <span class="IL_AD" id="IL_AD11">sobre</span> el tema en su conjunto y no sólo sobre la parte en la
que uno fue "experto", o bien un trabajo que el equipo tiene que
presentar sobre la totalidad del tema, y por el cual todos los
miembros de equipo tendrán la misma nota.</span></span></div>
<br />
<div style="text-align: center;">
<iframe frameborder="0" height="400" marginheight="0" marginwidth="0" scrolling="no" src="https://www.slideshare.net/slideshow/embed_code/42356609" width="476"><br></iframe>
</div>
<br />
<div style="text-align: justify;">
<span style="font-family: inherit;"><b>Experiencia propia:</b></span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;">Tuve la oportunidad de realizar una sesión en un congreso de innovación educativa con los norteamericanos David Johnson y Roger Johnson, dos de los
principales referentes mundiales en el ámbito del aprendizaje
cooperativo y utilizaron esta misma técnica del jig saw. El resultado fue diferente al experimentado en clase, ya que ellos acotaron mucho más el tema. Nos repartieron la documentación con la que trabajar y eso hace que los expertos se diferencien y no se pisen en el tema. Y nos marcaron unos tiempos mucho más acotados. </span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;">También es cierto que no había que crear una documentación sino que ellos te lo daban y no se realizaba una exposición general, sino que cada experto se creaba un propio material para explicar en su grupo el tema propuesto, no tenía que ser un material genérico para el grupo de expertos. Se comparaba para ver si faltaban datos con otros expertos del tema, pero no era un material común. </span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;">De cualquier manera me parece una técnica que puede ser muy efectiva y agradecida para aplicarla con mis futuros alumnos o para el aprendizaje de cualquier materia. </span></div>
Anonymoushttp://www.blogger.com/profile/07080943308008450081noreply@blogger.com1tag:blogger.com,1999:blog-2424094054550153174.post-13686342490085189782014-10-30T16:22:00.001+01:002014-10-30T16:22:45.360+01:00"Nuestra primera programación didáctica"Buenas tardes,<br />
<br />
Hoy hemos presentado en clase el prezi sobre la programación didáctica. Tras algunas inseguridades por ser la primera que realizamos, hemos definido los conceptos que el profesor nos había sugerido en el índice y creemos que por el momento, a falta de desarrollar las unidades didácticas tendríamos la información necesaria para impartir una clase en el contexto definido.<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="400" mozallowfullscreen="" src="http://prezi.com/embed/l7rn-yjyyb0l/?bgcolor=ffffff&lock_to_path=1&autoplay=0&autohide_ctrls=0#" webkitallowfullscreen="" width="550"></iframe>Anonymoushttp://www.blogger.com/profile/07080943308008450081noreply@blogger.com1tag:blogger.com,1999:blog-2424094054550153174.post-56535154398286755452014-10-22T16:54:00.001+02:002014-10-22T16:54:02.169+02:00Prezi: IES Sancho III el Mayor (Tafalla)Hoy hemos aprendido un nuevo programa de presentaciones muy interesante. Aquí os dejo mi primera presentación PREZI sobre el centro educativo IES Sancho III el Mayor.<br />
<br />
<br />
<iframe src="http://prezi.com/embed/nf9ahnzqshwp/?bgcolor=ffffff&lock_to_path=0&autoplay=0&autohide_ctrls=0#" allowfullscreen="" mozallowfullscreen="" webkitallowfullscreen="" frameborder="0" height="400" width="550"></iframe>Anonymoushttp://www.blogger.com/profile/07080943308008450081noreply@blogger.com0tag:blogger.com,1999:blog-2424094054550153174.post-62937052708179215592014-10-10T10:49:00.002+02:002014-10-10T10:51:23.842+02:00El uso del debate como metodología en la clase de tecnología<div style="text-align: justify;">
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</xml><![endif]-->Después de la reflexión realizada sobre el debate en la clase pasada, me quedo con esta información para mi futura profesión docente. <b><span style="color: #999999;"><br /></span></b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b><span style="color: #999999;">¿Cómo puede ser
efectivo un debate en una clase de tecnología? ¿Qué te parece este tipo de
metodología?</span></b></div>
<div style="text-align: justify;">
Me parece que esta metodología puede ser muy
interesante para cualquier área ya que la competición anima y motiva a los
alumnos a profundizar sobre el tema y a interesarse por los detalles del mismo
y además se adapta a la capacidad de cada alumno. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Por ejemplo, en el ámbito de la tecnología, sería
muy productivo hacer un debate sobre "Energías renovables & Energías
tradicionales", porque profundizarían e investigarían sobre un tema de
actualidad que puede hacerse más pesado si se imparte en una clase teórica, y
ellos mismos descubrirían las ventajas e inconvenientes de cada tipo de
energía. Yo creo que es un tema que puede dar mucho juego, además de favorecer
el desarrollo de otras competencias transversales como el uso de tecnologías de
la información, exposición oral, trabajo en equipo... </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.reformasintegralesyproyectoszaragoza.es/reformas-taller-zaragoza/FUENTES-DE-ENERGIA.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://www.reformasintegralesyproyectoszaragoza.es/reformas-taller-zaragoza/FUENTES-DE-ENERGIA.jpg" height="255" id="irc_mi" style="margin-top: 38px;" width="400" /></a></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<br />
Y por el momento, me despido de esta primera parte del blog con la sensación de haber adquirido, pero sobre todo asimilado muchos de los contenidos impartidos en esta asignatura con este nuevo método de trabajo para mi. </div>
Anonymoushttp://www.blogger.com/profile/07080943308008450081noreply@blogger.com1tag:blogger.com,1999:blog-2424094054550153174.post-68908066259880834782014-10-09T17:30:00.000+02:002014-10-10T10:42:28.558+02:00Aprendizaje adquirido del debate<div style="text-align: justify;">
<a href="http://www.redbull.com.ar/cs/RedBull/RBImages/000/000/441/827/photo610x343a/pensar-red-bull.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.redbull.com.ar/cs/RedBull/RBImages/000/000/441/827/photo610x343a/pensar-red-bull.jpg" height="151" id="irc_mi" style="margin-top: 50px;" width="200" /></a> <b>¡¡Buenas tardes!!</b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Tras el gran debate que tuvimos el martes pasado, llega la hora de hacer las reflexiones oportunas para ser conscientes del aprendizaje realizado durante esta actividad.</div>
<div style="text-align: justify;">
<span style="color: #999999;"><span style="background-color: white;"><br /></span></span></div>
<div style="text-align: justify;">
<span style="background-color: #999999;"><span style="color: #666666;"><span style="background-color: white;"><b><span style="color: #999999;">¿Cómo ha transcurrido el debate? </span></b></span></span></span></div>
<div style="text-align: justify;">
El debate se celebro sin ninguna incidencia, tardó un poco en comenzar pero luego fue bastante fluido.<br />
<br />
<b><span style="color: #999999;">En cuanto a la exposición oral, ¿podemos sacar enseñanzas de lo ocurrido? ¿Qué dificultades encontraste para hilar un buen discurso?
¿Cómo afecta el escenario al desempeño como orador?</span></b> <br />
La sensación con la que yo me quedo es que hay que ser natural a la hora de enfrentarte a un público, y que quién mas y quien menos tiene algún problemilla en su exposición oral, por ejemplo, ajustarse al tiempo, no tener muletillas al hablar, situarse en el centro de la tarima con un lenguaje corporal adecuado, bajar el tono de voz, quedarse en blanco... pero también todos fuimos capaces de sacar nuestro discurso adelante, con nuestros defectos y nuestras virtudes, pero con un resultado final bastante bueno. </div>
<div style="text-align: justify;">
<b><span style="color: #999999;"><br /></span></b></div>
<div style="text-align: justify;">
<b><span style="color: #999999;">¿Qué aspecto de la organización se podrían mejorar?</span></b></div>
<div style="text-align: justify;">
<span style="color: #999999;"><span style="color: black;">Quiero hacer una breve valoración de todos los aspectos que definimos:</span> </span></div>
<ul style="text-align: justify;">
<li><b>Tema:</b> Escolarización obligatoria. Creo que el tema no estuvo bien definido ya que muchos de los debatientes en contra hablaban permanentemente de escuelas alternativas a la tradicional, pero no de la no obligatoriedad de la escolarización. Es cierto, que en clase se eligió este tema y luego leyendo lo publicado en el blog hacía referencia al homeschooling entre paréntesis. Pero bueno, este tema también dió juego para debatir al respecto aunque creo que muchos de los participantes lo enfocaron como Escuela Tradicional & Escuelas Alternativas. </li>
</ul>
<ul style="text-align: justify;">
<li><b>Normas:</b> las normas estaban claras, aunque hubo algún desajuste con las intervenciones de algunos equipos contrarios y el moderador (que no les dió la palabra para hablar). También sucedió que en los dos primeros debates se siguió la estructura del debate más adecuadamente que en el último, ya que en los dos primeros hubo una introducción, contraargumentaciones y conclusión, mientras que en el último fue una contraargumentación y argumentación permanente.</li>
</ul>
<ul style="text-align: justify;">
<li><b>Atrezzo y escenario:</b> hubo algún problema con el cronómetro, porque no hubo una buena coordinación con el grupo que definió las normas, pero se salvó haciendo alguna aclaración y sin sanciones.</li>
</ul>
<ul style="text-align: justify;">
<li><b>Rúbrica: </b>en mi opinión la rúbrica no representaba una realidad fiel de como había sido el debate, ciñéndote a evaluar los puntos de la misma los resultados no eran coherentes en mi caso con mi percepción del mismo. Además fue díficil no poder dar una puntuación a cada cosa, sino compararlas y decidir quién lo había hecho mejor. Era complicada de responder, y en el mismo campo hacia referencia a demasiados aspectos de la misma. </li>
</ul>
<div style="text-align: justify;">
<b><br /></b>
Tras hacer un análisis del debate del martes pasado, voy a realizar una nueva entrada con la valoración de esta actividad aplicada a nuestra futura profesión docente, que es lo que más me ha interesado de la misma. <b><br /></b></div>
<br /><br />Anonymoushttp://www.blogger.com/profile/07080943308008450081noreply@blogger.com1tag:blogger.com,1999:blog-2424094054550153174.post-73659491685527231782014-10-03T14:11:00.001+02:002014-10-03T14:12:05.214+02:00Preparando el debate<div style="text-align: justify;">
En la clase de hoy hemos definido cómo será el debate del próximo día, hemos dividido la clase en 4 equipos y cada uno se ha ocupado de definir algunos aspectos. </div>
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El grupo formado por Adur, Carolina, Javier y yo nos hemos encargado del escenario y atrezzo. Para ello vamos a disponer el aula 327 como en la siguiente imagen. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpNzl2qyHcTN0oLRq43YXlXQWP84jESFYYJe-tkWQ3VjCi4R4vfe0Y-djkbrw3rW4Z3Gx9ddmgznQUFBQl8K7sSMj6epkfKtbgE6BEpoZmyR3q622e5ffG3vMp7ag9WJBVrqXf98Wisl0/s1600/Clase.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpNzl2qyHcTN0oLRq43YXlXQWP84jESFYYJe-tkWQ3VjCi4R4vfe0Y-djkbrw3rW4Z3Gx9ddmgznQUFBQl8K7sSMj6epkfKtbgE6BEpoZmyR3q622e5ffG3vMp7ag9WJBVrqXf98Wisl0/s1600/Clase.jpg" height="300" width="400" /></a></div>
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De manera que la persona que está debatiendo estará sobre la tarima, y los dos equipos se sentaran en las mesas que hay a cada lado. Los jueces se sentarán enfrente, y el moderador se sentará en el ordenador, ya que será el encargado de poner el reloj a funcionar para cronometrar el tiempo y que sea proyectado en la pizarra blanca. </div>
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En la pizarra (de tiza), se llevará un recuento de los puntos de cada equipo, y los cruces de equipos en cada debate a modo de Acta de Torneo.</div>
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Esperemos que se desarrolle todo con normalidad y rapidez y, <b>¡que gane el mejor!</b></div>
Anonymoushttp://www.blogger.com/profile/07080943308008450081noreply@blogger.com0tag:blogger.com,1999:blog-2424094054550153174.post-34809609490825015112014-09-30T19:09:00.002+02:002014-10-01T10:30:44.119+02:00¿Qué es un torneo de debate? ¿Como se evalúa una exposición oral?<div style="text-align: justify;">
<b>¿Qué es el debate?</b></div>
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Un debate de competición se basa en la confrontación de argumentos
por parte de dos equipos que intervienen, uno a favor, y el otro en
contra, sobre un tema elegido previamente, y de
acuerdo con ciertas limitaciones de tiempo y de forma. </div>
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Para ganar será necesario aprender y dominar el arte de la oratoria y
la retórica, capacidad analítica y de síntesis, y donde también los participantes deberán demostrar su
talento para la investigación, documentación, y el trabajo en equipo.</div>
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<b>¿Como se evalúa una exposición oral?</b> La rúbrica es un método efectivo de evaluación de algo abstracto como puede ser una exposición oral o un debate. </div>
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<a href="http://cnbguatemala.org/index.php?title=R%C3%BAbrica_para_evaluar_un_debate_%28Herramienta_pedag%C3%B3gica%29" target="_blank">Ejemplo 1 de rúbrica de evaluación de un debate</a></div>
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<a href="http://www.ues.mx/Docs/oferta_educativa/Rubricas/13_Rubrica_Debate.pdf" target="_blank">Ejemplo 2 de rúbrica de evaluación de un debate</a></div>
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<b>Creación de una rúbrica: </b>hemos creado la rúbrica desde Rubistar, personalizandola para dar distintos pesos a cada categoría. Hemos subdivido una de ellas en varios apartados más concretos sin darles por ello un mayor peso, aunque también se puede conseguir asignando diferentes porcentajes a cada categoría.</div>
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" 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<b>¿</b><b>Hay apps para utilizar las rúbricas directamente desde el móvil o el tablet? </b></div>
<div style="text-align: justify;">
Sorprendentemente, hemos comprobado que existen multitud de aplicaciones para utilizar rúbricas desde dispositivos moviles que facilitan la evaluación continua del alumno en el aula. </div>
<div style="text-align: justify;">
Por ejemplo: </div>
<ul>
<li><a href="http://www.advaitadigital.com.au/software/rubrica" target="_blank">App RUBRICA</a></li>
</ul>
<ul>
<li><b>ERP2 Rubrica</b></li>
</ul>
<table border="0" cellpadding="0" cellspacing="0" style="width: 398px;"></table>
Anonymoushttp://www.blogger.com/profile/07080943308008450081noreply@blogger.com0tag:blogger.com,1999:blog-2424094054550153174.post-79735473211029988012014-09-28T15:02:00.000+02:002014-09-28T15:03:19.281+02:00Recursos Didácticos para la impartición de la Asignatura de Tecnología<div style="text-align: justify;">
La tecnología es una asignatura muy apropiada para impartirla mediante proyectos. Los recursos que he seleccionado están bastante relacionados con este tipo de metodología.</div>
<br />
<b><span style="color: #38761d;">Contenidos:</span></b><br />
<a href="http://www.aulataller.es/">http://www.aulataller.es/</a>
<br />
<div class="MsoNormal">
<span style="color: blue;"><a href="http://www.aulatecnologia.com/">http://www.aulatecnologia.com/</a></span>
</div>
<br />
<div style="text-align: justify;">
<b><span style="color: #38761d;">Herramientas:</span></b> </div>
<div style="text-align: justify;">
<span style="color: blue;"><b><a href="http://didacticatic.educacontic.es/curso/herramientas-de-autordesarrollo-contenidos/jclic-creacion-de-proyectos-educativos" target="_blank">JClic</a></b>:</span> Jclic es un conjunto de aplicaciones informáticas, desarrolladas en Java
que permiten visualizar y crear actividades educativas, agrupadas en
proyectos. </div>
<div style="text-align: justify;">
<b><b><span style="color: blue;"><a href="http://www.claroline.net/type/claroline" target="_blank">Claroline</a></span>: </b></b>Claroline es un software de código abierto que permite crear fácilmente una plataforma dedicada al aprendizaje y al trabajo colaborativo en línea. </div>
<div style="text-align: justify;">
<span style="color: blue;"><b><a href="http://exelearning.net/" target="_blank">Exelearning</a></b></span>: eXeLearning es una herramienta de autor de código abierto para ayudar a los docentes en la creación y publicación de contenidos web.</div>
<div style="text-align: justify;">
<span style="background-color: white;"><a href="http://webardora.net/index_cas.htm" target="_blank"><b>Ardora</b></a></span><span class="Estilo5"><span style="background-color: white;">:</span> Ardora</span> es una aplicación informática para
docentes, que permite crear sus propios contenidos web, de un modo muy
sencillo, sin tener conocimientos técnicos de diseño o programación web. </div>
<br />
<div style="text-align: justify;">
<span style="color: #38761d;"><b>Proyectos:</b></span> como se puede observar en los siguientes enlaces, la comunicación con otros profesores mediante sus propios blogs te puede ayudar muchísimo para preparar un proyecto y compartir con ellos dificultades, inquietudes, soluciones... Esta vía de comunicación es muy efectiva y además gratuita.</div>
<a href="http://www.aulataller.es/proyectos-tecnologia-ESO/proyectos-variados-tecnologia-eso.html">http://www.aulataller.es/proyectos-tecnologia-ESO/proyectos-variados-tecnologia-eso.html</a><br />
<div class="MsoNormal">
<a href="http://tecnologia-escolar-eso.blogspot.com.es/p/indice.html">http://tecnologia-escolar-eso.blogspot.com.es/p/indice.html</a></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<a href="https://tecnologiex.wordpress.com/category/proyectos/">https://tecnologiex.wordpress.com/category/proyectos/</a></div>
<div class="MsoNormal">
<a href="http://www.catedu.es/aratecno/">http://www.catedu.es/aratecno/</a>
</div>
<div class="MsoNormal">
<a href="http://tecnotic.wordpress.com/">http://tecnotic.wordpress.com/</a>
</div>
<div class="MsoNormal">
<a href="http://aanderic.wordpress.com/tecnoblogs/" target="_blank">http://aanderic.wordpress.com/tecnoblogs/ </a>
</div>
<div class="MsoNormal">
<br /></div>
<div style="text-align: justify;">
<span style="color: #38761d;"><b>Concursos:</b> </span>mediante la participación en concursos se puede lograr una mayor implicación y motivación de los alumnos en el desarrollo del proyecto que se plantea. </div>
<a href="http://www.firstlegoleague.es/" target="_blank">First Lego League</a><br />
<a href="http://www.ingenioeinnovacion.es/index.php" target="_blank">Ingenio e innovación</a><br />
<div class="contentMainTitle" id="contentName">
<a href="http://www.educa.jcyl.es/es/temas/calidad-evaluacion/excelencia-educativa/premios-investigacion-innovacion-bachillerato-formacion-pro" target="_blank">Premios de Investigación e Innovación en ESO, Bachillerato y Formación Profesional 2014-15</a></div>
<a href="http://www.navarrainnova.com/" target="_blank">Acércate a la Ciencia: tú también innovas</a><br />
<br />
<div style="text-align: justify;">
Esta actividad nos ha permitido comprobar la cantidad de información útil que se puede obtener gratuitamente, aunque posteriormente hay que trabajarla y adaptarla a los alumnos y recursos que tengamos en el aula, y conseguir de ello una buena documentación para impartir la clase. </div>
Anonymoushttp://www.blogger.com/profile/07080943308008450081noreply@blogger.com1tag:blogger.com,1999:blog-2424094054550153174.post-10627702619022395712014-09-25T15:44:00.001+02:002014-09-25T16:47:32.491+02:00PLE - "Entorno Personal de Aprendizaje"Actualmente, recurrimos a internet para muchísimas tareas de nuestra vida cotidiana. Es complicado generalizar las funciones que nos aporta ya que son muy diversas y afectan a muchos ámbitos. <br />
Primeramente dejo una lista del uso que personalmente hago yo de internet, aunque no considero todas estas funciones parte de mi PLE.<br />
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<tbody>
<tr style="height: 15.0pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td nowrap="" style="border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 128.35pt;" width="171"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">Noticias actualidad</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 205.55pt;" width="274"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">Periódicos digitales, </span><b><span style="color: #cc0000; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">twitter</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 1;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 128.35pt;" width="171"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">Relacionarse con amigos y </span><br />
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">antiguos
compañeros </span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 205.55pt;" width="274"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<b><span style="color: #cc0000; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">Facebook, </span></b><span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">whatsapp, correo electrónico</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
</tr>
<tr style="height: 30.0pt; mso-yfti-irow: 2;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 30.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 128.35pt;" width="171"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">Trámites administrativos</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 30.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 205.55pt;" width="274"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">Página web de cada organización </span><br />
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">(Universidad, Escuela de Idiomas, Conservatorios, Citas previas,
inscripciones)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 3;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 128.35pt;" width="171"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">Leer libros</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 205.55pt;" width="274"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">Calibre</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 4;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 128.35pt;" width="171"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">Música</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 205.55pt;" width="274"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<b><span style="color: #cc0000; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">Spotify</span></b><span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">, bibliomidi, youtube, aplicaciones
partituras</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 5;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 128.35pt;" width="171"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">Diccionario y traductor</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 205.55pt;" width="274"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">Wordreference, traductores online</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 6;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 128.35pt;" width="171"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">Compras</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 205.55pt;" width="274"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">Entradas de cine y conciertos, viajes,
hoteles,</span><br />
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;"> supermercados</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 7;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 128.35pt;" width="171"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">Aprendizaje</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 205.55pt;" width="274"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">Youtube, cursos online, manuales,
wikipedia, </span><br />
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;"> </span><b><span style="color: #cc0000; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">foros</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 128.35pt;" width="171"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">Relaciones laborales y </span><br />
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">búsqueda de
trabajo</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 205.55pt;" width="274"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<b><span style="color: #cc0000; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">Linked in</span></b><span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-hansi-font-family: Calibri;">, infojobs</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
</td>
</tr>
</tbody></table>
<br />
No había oído hablar sobre el PLE, sin embargo me he dado cuenta de que sin conocerlo ya lo había empezado a crear, ya sea con marcadores, favoritos o utilización de las redes sociales para compartir recursos interesantes de diferentes temas.<br />
<br />
Me ha parecido muy interesante la herramienta Scoop.it dado que me permitiría ahorrar muchísimo tiempo en búsqueda de materiales en diferentes ámbitos.<br />
<br />
<i><b>Seguimos aprendiendo... </b></i>Anonymoushttp://www.blogger.com/profile/07080943308008450081noreply@blogger.com0tag:blogger.com,1999:blog-2424094054550153174.post-47620338000543609812014-09-18T17:30:00.001+02:002014-09-18T17:32:41.002+02:00El pensamiento crítico<span style="font-size: large;"><b>¿Qué es el pensamiento crítico?</b></span><br />
<br />
El pensamiento crítico es una postura activa ante la interpretación de la realidad que a priori cuestiona la información existente y que emite un juicio justificado mediante una investigación previa de diferentes fuentes.<br />
<br />
En cuanto a la Educación, se considera muy importante que los alumnos adquieran esta competencia para que sepan juzgar la calidad de la información que les llega de forma exponencial desde los diferentes medios. <br />
<br />
Factores importantes que influyen:<br />
- Objetividad, imparcialidad<br />
- Mente abierta<br />
- Argumentos sólidos y contrastados<br />
- Claridad<br />
- Constante cuestionamiento de las conclusiones adoptadas <br />
<br />
<br />
<div style="text-align: justify;">
<span style="font-size: large;"><b>Análisis del artículo</b></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<a href="http://www.ensilicio.com/2010/01/%C2%ABavatar%C2%BB-no-es-la-pelicula-mas-taquillera-de-la-historia.html" target="_blank">Artículo a analizar: Avatar no es la película más taquillera de la historia</a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<a href="http://lema.rae.es/drae/?val=taquillera" target="_blank">TAQUILLERA</a></div>
<div style="text-align: justify;">
<b>Definición RAE</b>:<span class="b"> Dicho de una persona que actúa en espectáculos, o del
espectáculo mismo: Que suele proporcionar<b> buenas recaudaciones</b> a la
empresa.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Contradicciones del artículo:</b></div>
<div style="text-align: justify;">
- Está justificando que la película "Avatar" no es la más taquillera por
el hecho de que se han vendido más entradas en otras películas, aunque la
definición de más taquillera sea la película que más ingresos ha obtenido, que en este caso es "Avatar".</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Si se comparan las películas mediante otros criterios consideramos que faltan por considerar otros aspectos:</div>
<div style="text-align: justify;">
- La tabla que justifica la negación del título hace referencia únicamente a EEUU cuando el título lo hace a todo el mundo.</div>
<div style="text-align: justify;">
- Si se considera el efecto de la inflación como agente externo para la clasificación habría que considerar muchos otros:</div>
<div style="text-align: justify;">
- Accesibilidad a los cines en los que se emite la película</div>
<div style="text-align: justify;">
- Nuevas tecnologías (cine online, televisión)</div>
<div style="text-align: justify;">
- Precio de la entrada versus renta per cápita</div>
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- Película 2D/3D</div>
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- Tiempo de emisión</div>
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- Inversiones en publicidad</div>
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- Beneficios netos</div>
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- ...</div>
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Finalmente concluimos que la película más taquillera <b><span style="font-size: small;">SÍ</span></b> ha sido "Avatar" pero no se puede extrapolar a decir que es la película que más éxito ha tenido. Para ello habría que analizar muchos otros factores que no aparecen en el artículo, como algunos de los que hemos citado anteriormente. </div>
Anonymoushttp://www.blogger.com/profile/07080943308008450081noreply@blogger.com0tag:blogger.com,1999:blog-2424094054550153174.post-48735377535675742932014-09-16T23:51:00.002+02:002014-10-03T14:11:35.947+02:00¡Punto de partida!<div style="text-align: justify;">
Buenas noches a todos, </div>
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Tras algún problemilla técnico esta tarde en clase, comienzo hoy con este nuevo blog sobre la materia de Tecnología en Educación Secundaria. Espero que os guste y que aprendáis tanto como yo... y como es la primera experiencia en esto de los blogs, os ruego me perdonéis los errores de novata. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghwszGVRJftnj0uLGo0hGiKkmdYMiAZbyQd-yRp9cM3KA8eB9CFM8TLI59O0cCYSd-oRsbzvyQI99FzZ4k-o_0vEFJXGY11hY3fdtN5OCHPwQ_sf3Hue6LHdFg_ZzCNw4dfmyYLWZC-L4/s1600/ipad.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghwszGVRJftnj0uLGo0hGiKkmdYMiAZbyQd-yRp9cM3KA8eB9CFM8TLI59O0cCYSd-oRsbzvyQI99FzZ4k-o_0vEFJXGY11hY3fdtN5OCHPwQ_sf3Hue6LHdFg_ZzCNw4dfmyYLWZC-L4/s1600/ipad.jpg" height="241" width="320" /></a>El título elegido hace referencia a una de mis canciones favoritas y además a la evolución de los medios hacia un sistema más digitalizado e informatizado, que deja atrás la metodología tradicional, y que me parece muy apropiado para este medio de difusión de la información. </div>
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Y por último, mi nombre es Silvia Jimeno. He decidido registrarme con mi nombre, ya que esta es una manera muy positiva de mostrar mi trabajo en este ámbito y me parece que en este entorno de información diversa y a veces adversa es importante identificarse y responder de la información vertida. </div>
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Así que, ¡buenas noches y hasta la próxima!</div>
Anonymoushttp://www.blogger.com/profile/07080943308008450081noreply@blogger.com0