tag:blogger.com,1999:blog-29146212210715822122024-03-13T21:23:44.617+01:00Explorando en Educación "El profesor no es el saber, sino el mediador del saber". F. Tonucci.Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.comBlogger250125tag:blogger.com,1999:blog-2914621221071582212.post-36848632870200138282018-03-05T13:41:00.000+01:002018-03-05T14:56:42.875+01:00Frida Kahlo: La igualdad a través del ARTE en Educación Infantil<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-BY3xF7kN_SA/Wp0-KbMqA4I/AAAAAAABmx4/USQNm9sQR7EnA7nWcNDS8BJj5mwNvSkXwCLcBGAs/s1600/9203120237_2ae20dce0c_o.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="960" data-original-width="621" height="400" src="https://3.bp.blogspot.com/-BY3xF7kN_SA/Wp0-KbMqA4I/AAAAAAABmx4/USQNm9sQR7EnA7nWcNDS8BJj5mwNvSkXwCLcBGAs/s400/9203120237_2ae20dce0c_o.jpg" width="258"></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">By Byoolet https://www.flickr.com/photos/_byoolet_/</td></tr>
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<span style="font-size: large;">He rescatado <a href="http://angelzapataei.blogspot.com.es/search/label/D%C3%ADa%20de%20la%20Mujer" target="_blank">esta selección </a>de recursos que recopilé hace dos años de la que podemos considerar un símbolo del feminismo, para poder presentar a mis alumnos la biografía y obra de Frida Kahlo, "una las primeras pintoras que expresó en su obra su identidad femenina desde su propia óptica de sí misma como mujer, rechazando la visión de lo femenino que se dibujaba desde el tradicional mundo masculino". Wikipedia.</span><br>
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Esta es una muestra de los retratos que hicieron los alumnos de Educación Infantil de 5 años.<br>
En la <iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/eT9Ko6V6mphNGP" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br>
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<strong> <a href="https://www.slideshare.net/marlandis/frida-kahlo-la-igualdad-a-travs-del-arte-en-educacin-infantil" target="_blank" title="Frida Kahlo: La igualdad a través del ARTE en Educación Infantil">Frida Kahlo: La igualdad a través del ARTE en Educación Infantil</a> </strong> from <strong><a href="https://www.slideshare.net/marlandis" target="_blank">Conxi Arlandis Catalá</a></strong> </div>
Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-23964353636255803612017-12-09T18:48:00.002+01:002017-12-28T10:57:52.339+01:00Relación entre redes sociales y entorno educativo.<div class="separator" style="clear: both;">
Afirmar que las redes sociales ayudan a establecer relaciones entre las personas es algo que puede tener una amplia aceptación siempre y cuando mantengamos el control de las mismas de la misma manera que lo mantenemos con la relaciones personales presenciales. </div>
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El uso generalizado del smartphone ha propiciado tener acceso a las redes sociales en cualquier momento y en cualquier lugar, incluido en entorno laboral. Pero ¿de qué manera podemos utilizar las redes para enriquecer nuestra labor profesional educativas?. </div>
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Para sentar las bases de la relación entre redes sociales y organización educativa, conviene acudir en primer lugar al <b>MOOC Community Manager Educativo</b> de intef dónde se recoge la <a href="http://mooc.educalab.es/courses/course-v1:MOOC-INTEF+INTEF185+2017_ED2/courseware/b896ee357fe84b09ac766bb0fac51fc1/d60e21186c6d4088b0080615c660b576/?child=first" target="_blank">clasificación de las redes sociales</a> en generalistas o especializadas, y por temática o por contenido, además de las dos maneras de llevar a cabo una <a href="http://mooc.educalab.es/courses/course-v1:MOOC-INTEF+INTEF185+2017_ED2/courseware/b896ee357fe84b09ac766bb0fac51fc1/d60e21186c6d4088b0080615c660b576/?child=first" target="_blank">red social educativa</a>. En segundo lugar debemos comprender la necesidad de concretar nuestro e<a href="https://es.wikipedia.org/wiki/Entorno_personal_de_aprendizaje">ntorno personal de aprendizaje o PLE</a> que puede definirse como un conjunto de herramientas, mecanismos y actividades que nos permiten acceder a la información, reflexionar sobre ésta y compartirla, con el fin final de generar conocimiento. En base a esta definición, todas las organizaciones educativas, por el mero hecho de gestionar conocimiento y tener presencia en redes sociales y otros servicios de la web social, tienen un PLE: un <b>PLE organizacional </b>u OLE(Organizational Learning Environment) que además integra los PLE personales de los componentes de la organización educativa, dando lugar a una especie de <b>inteligencia colectiva</b> (<a href="https://carlosmagro.wordpress.com/author/carlosmagro/">Carlos Magro</a>).</div>
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<a href="https://3.bp.blogspot.com/-pWOBBV6-u98/WiwXHI8NvdI/AAAAAAABjq4/8kFm1RGe9LEk3rpAM7YflH0EFpHQZ2HnACLcBGAs/s1600/canvas%2Bmy%2BOLE%2B.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="480" src="https://3.bp.blogspot.com/-pWOBBV6-u98/WiwXHI8NvdI/AAAAAAABjq4/8kFm1RGe9LEk3rpAM7YflH0EFpHQZ2HnACLcBGAs/s640/canvas%2Bmy%2BOLE%2B.png" width="640" /></a></div>
Analizar la presencia en redes sociales de la organización educativa mediante el CANVAS de la imagen no va a ser nada complicado, pues si no disponemos de recursos adecuados, tanto personales como materiales y temporales, tener perfil activo en una red social es algo que no se percibe como una necesidad, pues hacer visible el centro, compartir contenido, tener un canal directo de comunicación con la comunidad educativa y tener presencia en la redes, no figura entre los objetivos compartidos por el equipo docente, al menos de manera explícita.<br />
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Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-36878860239369981562017-06-06T13:45:00.001+02:002017-12-15T15:59:31.816+01:00Plan de Comunicación en una organización educativa<iframe allowfullscreen="" frameborder="0" height="400" id="iframe_container" mozallowfullscreen="" src="https://prezi.com/embed/c9k9e1lvykj3/?bgcolor=ffffff&lock_to_path=0&autoplay=0&autohide_ctrls=0&landing_data=bHVZZmNaNDBIWnNjdEVENDRhZDFNZGNIUE43MHdLNWpsdFJLb2ZHanI0OFNRV2lrWEpBUGtoRVdmMTJwQWtoWjRBPT0&landing_sign=70v8icRTRfK4kmRd9wFrIAOiu7muryUf7084-eKmC4c" webkitallowfullscreen="" width="550"></iframe>
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El punto de partida es el análisis de la situación actual de la organización en Internet y en redes sociales.<br />
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<li>¿Cuál es la reputación online actual? </li>
<li>¿Existe una gestión de la identidad digital corporativa? </li>
<li>¿Se utilizan los medios sociales como herramienta de comunicación interna? </li>
<li>¿Y externa con toda la comunidad educativa? </li>
<li>¿Se informa o se comunica a la comunidad educativa? </li>
<li>¿Existe un plan de medios sociales explícitamente definido? </li>
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Los objetivos que planteo para el Plan medios sociales para una organización educativa son los siguientes:<br />
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<li>Transmitir el modelo pedagógico del Centro tanto a las familias como a todos aquellos que quieran inscribir al nuevo alumnado, así como a la sociedad en general.</li>
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<li>Proyectar los valores que promulgamos en el Proyecto Educativo hacia toda la comunidad educativa y hacia el entorno.</li>
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<li>Diseñar y preparar la imagen del Centro, tanto hacia el exterior como en el interior.</li>
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<li>Establecer los distintos canales que se van a utilizar para transmitir la información en sus dos vertientes: interna y externa.</li>
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<li>Establecer las vías de participación, relación y comunicación más adecuadas entre todos los elementos que configuran el Centro Educativo: profesorado, alumnado y familias.</li>
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<li>Diseñar métodos pedagógicos participativos.</li>
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<li>Transmitir sensación de pertenencia al centro, de que todos forman parte del centro educativo.</li>
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<li>Facilitar a la comunidad educativa los recursos necesarios, tanto de formación como material, con el fin de integrarlos plenamente en el uso de las TICs como objetivo del centro.</li>
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<li>Difundir los logros alcanzados por el Centro Educativo, con el fin de poner en valor todo el trabajo realizado por los distintos colectivos. Dar a conocer la labor educativa que llevamos a cabo, mostrando los logros obtenidos como los trabajos realizados por los alumnos.</li>
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Para conseguir estos objetivos, se van a utilizar distintos <b>canales</b>, en función de la información que se quiera transmitir y del público al que va a estar destinada:<br />
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<b>Correo electrónico:</b> como forma de comunicación directa con los padres y madres, alumnado y profesorado. Este medio es el más privado, por lo que se utilizará para problemas puntuales entre los distintos grupos. ( grupos en gmail para padres, profesorado...) se crearán cuentas en gmail.<br />
Página Web: Para proporcionar la información del centro educativo hacia el exterior <br />
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<b>Blogs</b>: Se potenciará la creación de blogs, tanto de aula, de biblioteca o de proyectos que se desarrollen en el Centro. Se debe ir enriqueciendo a lo largo del curso con las aportaciones del alumnado. <br />
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<b>Twitter</b>: se utilizará para transmitir información puntual sobre eventos, publicaciones, premios, campañas… que se estén llevando a cabo en el centro. Información pública. Se creará cuenta publica. <br />
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<b>Facebook</b>: como forma de comunicación entre profesorado, alumnado y padres y madres. Se hará un grupo del colegio, con información semipública, y una página abierta. <br />
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<b>Edmodo</b>. Será la manera de utilizar la red como herramienta para reforzar contenidos trabajados en el aula y las competencias básicas. Es una herramienta donde profesorado, alumnado y familias podrán interactuar de manera privada. <br />
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<b>Pinterest</b>: para el trabajo entre el alumnado y el profesorado exterior, es decir a la sociedad en general. Será información pública. <br />
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<b>Canal en Youtube</b>, para subir videos públicos de interés general relativos a actuaciones significativas. <br />
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<b>Telegram</b>, para la creación de grupo y canal del centro. <br />
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Como el uso de las tecnologías de la comunicación puede no estar generalizado entre todos los agentes que componen la comunidad educativa, será necesario seguir manteniendo los <b>canales tradicionales </b>de comunicación como son el tablón de anuncios y correo ordinario en su caso. <br />
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ESTILO DE COMUNICACIÓN<br />
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Utilizaremos estos tonos: formal, informal, neutro, según sea la información que estemos tratando en ese momento.<br />
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<b>Tono formal</b>: Fechas de especial relevancia, documentos de interés, normativa… Este tipo de información está dirigido a cualquier público.<br />
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<b>Tono informal</b>: Celebración de actos, fiestas, actividades extraescolares,…<br />
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<b>Tono neutro</b>: Feedback entre profesor-alumno, familia-tutor,…<br />
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Hay que tener especial cuidado con la ley de protección de los menores, en especial con la protección de su imagen y de sus datos personales.<br />
Datos personales o fotografías: antes de utilizarlos se debe pedir permiso a los a los tutores legales.<br />
Contenidos de carácter sexista, xenófobo o machista que se difunda a través de la red.<br />
Prohibición de la difusión de mensajes que atenten contra la intimidad o la dignidad de las personas.<br />
Las conductas contrarias a estas normas serán sancionadas según lo acordado en el Régimen Disciplinario del Centro, por tanto es necesario la incorporación de este PCE<br />
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PLAN DE ACTUACIONES<br />
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Constituir un grupo de trabajo para el análisis DAFO (Debilidades, Amenazas, Fortalezas y Oportunidades). <br />
Definición de objetivos, teniendo siempre presente el público objetivo. <br />
El mensaje.<br />
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¿Qué necesita tu público saber? <br />
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-¿Conoce tu público algo sobre la idea que quieres contarle?<br />
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-¿Qué quieres contarle?<br />
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-¿Le afecta de un modo directo o indirecto?-¿Le aportará beneficios?<br />
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-¿Cómo podrá saber más detalles?<br />
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Los datos obtenidos a través de estas encuestas serán los que se tengan en cuenta para el Plan de comunicación.<br />
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El grado de generalización en la utilización de redes en el plan de comunicación dependerá del grado de conocimiento o de accesibilidad por parte de los agentes destinatarios de las mismas.<br />
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<a href="https://4.bp.blogspot.com/-VZnLKymzKXI/WTaWd8e6URI/AAAAAAABgFY/wVElThGVQHEDcerqVTSs0l-g5Xvc9_WhgCLcB/s1600/social-media-803648_640.jpg"><img border="0" src="https://4.bp.blogspot.com/-VZnLKymzKXI/WTaWd8e6URI/AAAAAAABgFY/wVElThGVQHEDcerqVTSs0l-g5Xvc9_WhgCLcB/s320/social-media-803648_640.jpg" /></a> <br />
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pixabay.com <br />
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<b>Página web del centro</b>: Se propondrá la actualización para darse a conocer en el entorno, la imagen que se quiere transmitir, la periodicidad de su utilización,…<br />
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<b>Formación</b>: Se creará un grupo de trabajo/formación en el Centro, para mejorar el conocimiento de las herramientas que se van a usar en el proceso educativo y de comunicación con los agentes educativos (Edmodo, Pinterest, facebook, blogs …)<br />
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<b>Twitter</b>: Gestionado por el /la CM <br />
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Creacción su<b>s blogs</b> para trabajar en las asignaturas, grupos en la Red o redes sociales.<br />
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Conocer Edmodo como herramienta para afianzar conocimientos y facilitar la comunicación entre profesorado, alumnado y familias.<br />
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CRONOGRAMA<br />
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DEFINIR IMAGEN CORPORATIVA/LOGO <br />
ENCUESTA <br />
FORMACIÓN. CREACIÓN DE UN GRUPO DE TRABAJO <br />
ACTUALIZACIÓN WEB <br />
BLOGS <br />
RRSS <br />
EDMODO. AULA VIRTUAL <br />
EVALUACIÓN <br />
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Fuentes consultadas<br />
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<a href="http://blog.educalab.es/redes/category/plan-de-comunicacion/">Plan de comunicación Educalab</a><br />
<a href="http://mooc.educalab.es/courses/course-v1:MOOC-INTEF+INTEF172+2017_ED1/info">Mooc intef Community Manager Educativo</a><br />
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Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-48918250793340685792017-05-22T13:26:00.000+02:002017-05-24T16:21:28.898+02:00Gestión de la identidad digital de una organización educativa<div style="background-color: white; text-align: justify;">
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<span style="font-family: "georgia" , "times new roman" , serif;">Tanto a nivel de la organización, como personal, debemos tener en cuenta lo que nos dice <a href="http://rusc.uoc.edu/ojs/index.php/rusc/article/view/25/19" style="color: #888888;" target="_blank">Tíscar Lara</a>:</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Cuando hablamos de identidad digital no nos referimos a tener «presencia en línea» como equivalente a abrir perfiles en todas las plataformas de publicación en Internet, ya sea un grupo en Facebook, una cuenta en Twitter o un canal en YouTube. El concepto de identidad digital es mucho más amplio y radical. Tiene que ver con la <i>identificación que la propia institución hace de sí misma dentro de la cultura digital y con la postura que sea capaz de definir, apoyar, mantener y proyectar con respecto a su forma de relacionarse con las personas, con los contenidos y con las estructuras de producción y divulgación del conocimiento.</i></span></div>
</blockquote>
<a 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width="400" /></a><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span>
<span style="font-family: "georgia" , "times new roman" , serif;">El arte de comunicar no radica en lanzar los mensajes indiscriminadamente, sino en saber cuando lanzarlos y en qué medio lanzarlos.</span></div>
<div style="background-color: white; text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></div>
<div style="background-color: white; text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;">Por eso se hace imprescindible definir un proceso de gestión de la Identidad Digital (ID) de nuestro centro en el que deberíamos contemplar los siguientes pasos:</span></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><br style="background-color: white;" /></span>
<br />
<ol style="background-color: white;">
<li style="margin: 0px 0px 0.25em; padding: 0px; text-align: justify;"><span style="font-family: "georgia" , "times new roman" , serif;">Comenzar con un<b> tiempo de observación</b> para aprender los códigos de los distintos espacios, ver cómo se desenvuelven otros en cada uno de ellos, identificar lo que encaja mejor con la forma en la que queremos mostrarnos. Navegar, comparar, tomar ejemplos. No requiere mucho tiempo, requiere atención y reflexión.</span></li>
<li style="margin: 0px 0px 0.25em; padding: 0px; text-align: justify;"><span style="font-family: "georgia" , "times new roman" , serif;"><b>Definir el tipo de contenidos</b> que queremos que nos definan y los que aparecerán en cada uno de los espacios de nuestro ecosistema digital. Establecer los tiempos para renovar la información más adecuados en cada uno. Identificar responsables de publicación. </span></li>
<li style="margin: 0px 0px 0.25em; padding: 0px; text-align: justify;"><span style="font-family: "georgia" , "times new roman" , serif;"><b>Cuidar la imagen</b> que proyectamos desde el <b>punto de vista estético</b>. Respetar en todos nuestros espacios la imagen corporativa, incluyendo los escudos o logos de nuestros centros, colores, fuentes institucionales… Es importante que se identifiquen visualmente con nosotros los espacios que gestionamos, teniendo en cuenta también, que el diseño de los mismos esté actualizado, que no resulte anticuado o demasiado estandar. Es la primera imagen que se tendrá de nosotros y dará mucha información sobre el tipo de centro que queremos mostrar.</span></li>
<li style="margin: 0px 0px 0.25em; padding: 0px; text-align: justify;"><span style="font-family: "georgia" , "times new roman" , serif;"><b>Ser la voz del centro educativo en la red</b>: Comenzar a publicar contenidos en los distintos espacios, respetando los criterios establecidos previamente.</span></li>
<li style="margin: 0px 0px 0.25em; padding: 0px; text-align: justify;"><span style="font-family: "georgia" , "times new roman" , serif;"><b>Ser los oídos del centro educativo en la red</b>: Estar atentos a lo que se dice de nosotros, preveer la forma de responder a los comentarios que nos hagan. Contestar siempre cuanto antes a cualquier crítica que puedan hacernos en espacios públicos (foros, blogs, redes…) de forma adecuada, sin ignorarlas y sin entrar en discusiones estériles. </span></li>
<li style="margin: 0px 0px 0.25em; padding: 0px; text-align: justify;"><span style="font-family: "georgia" , "times new roman" , serif;"><b>Identificar con herramientas adecuadas el tipo de público que nos sigue</b> o que lee nuestras informaciones </span></li>
<li style="margin: 0px 0px 0.25em; padding: 0px; text-align: justify;"><span style="font-family: "georgia" , "times new roman" , serif;">para detectar lo que despierta su interés y potenciarlo si es posible. Hemos de tener en cuenta que no nos interesa tanto el número de seguidores o lectores como el perfil de los seguidores que tenemos.</span></li>
<li style="margin: 0px 0px 0.25em; padding: 0px; text-align: justify;"><span style="font-family: "georgia" , "times new roman" , serif;">No limitarnos a hablar de nosotros,<b> recoger todo lo bueno que otros hagan en aquellos aspectos en los que queremos destacar,</b> nos dará visibilidad en esos temas y conseguirá fidelizar a las personas que están interesadas en los mismos.</span></li>
<li style="margin: 0px 0px 0.25em; padding: 0px; text-align: justify;"><span style="font-family: "georgia" , "times new roman" , serif;">Formar a personas de nuestra institución para que se hagan cargo de la gestión de nuestra ID.<b> Sólo desde dentro conseguiremos destacar nuestros aspectos identitarios</b>, dar respuestas acordes a nuestros principios, rectificar lo que no esté dando la imagen deseada.</span></li>
</ol>
<div style="background-color: white; color: #222222; margin-bottom: 0.5em;">
<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/pyXG7xW6kL16hX" style="background-color: transparent; border-color: rgb(204, 204, 204); border-style: solid; border-width: 1px; font-family: Georgia, "Times New Roman", serif; margin-bottom: 5px; max-width: 100%;" width="595"></iframe></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="background-color: white; color: #222222; text-align: justify;">Algunos centros pueden verse tentados a tener cómo única presencia digital un sitio web que no sea más que una extensión de la información que se puede encontrar en cualquier folleto informativo. Sin contenidos ágiles y sin mecanismos de comunicación con el público.<b> La información estática es necesaria pero insuficiente.</b> Además de una extensa información sobre las actividades desarrolladas, calendario escolar, indicar claramente quiénes son los que forman el centro, su proyecto educativo y los medios para ponerse en contacto con ellos, el centro escolar debe crear en torno a sí una </span><b style="background-color: white; color: #222222; text-align: justify;">comunidad de personas</b><span style="background-color: white; color: #222222; text-align: justify;"> que estará formada fundamentalmente por los padres, alumnos y el propio centro. </span><a href="http://jjdeharo.blogspot.com.es/p/acerca-de-mi.html" target="_blank">Juan José de Haro</a></span><br />
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span>
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<div align="justify" style="background-color: white; color: #222222; margin-bottom: 0.5em;">
<span style="font-family: "georgia" , "times new roman" , serif;">Algunas ideas que se pueden aplicar para ayudar a crear esta imagen digital de forma sólida se muestran en la siguiente tabla. Lógicamente no están contempladas todas las posibilidades, que pueden llegar a ser muy numerosas. Pero todas las que se indican se pueden aplicar de forma sencilla por parte de cualquier centro.</span></div>
<div style="background-color: white; color: #222222; margin-bottom: 0.5em;">
</div>
<table align="center" border="1" cellpadding="2" cellspacing="0" style="background-color: white; color: #222222; width: 95%;"><tbody>
<tr><td valign="top" width="119"><div align="center" style="margin-bottom: 0.5em;">
<b><span style="font-family: "georgia" , "times new roman" , serif;">Medio</span></b></div>
</td><td valign="top" width="206"><div align="center" style="margin-bottom: 0.5em;">
<b><span style="font-family: "georgia" , "times new roman" , serif;">Finalidad</span></b></div>
</td><td valign="top" width="539"><div align="center" style="margin-bottom: 0.5em;">
<b><span style="font-family: "georgia" , "times new roman" , serif;">Descripción</span></b></div>
</td></tr>
<tr><td valign="top" width="119"><div align="left" style="margin-bottom: 0.5em;">
<span style="font-family: "georgia" , "times new roman" , serif;">Web del centro</span></div>
</td><td valign="top" width="206"><div align="left" style="margin-bottom: 0.5em;">
<span style="font-family: "georgia" , "times new roman" , serif;">Información estática o poco cambiante. Actualizaciones poco frecuentes.</span></div>
</td><td valign="top" width="539"><div align="justify" style="margin-bottom: 0.5em;">
<span style="font-family: "georgia" , "times new roman" , serif;">La web del centro educativo es necesaria para proporcionar los datos básicos, tales como las instalaciones que se poseen, el proyecto educativo, la ubicación física, enlaces al resto de recursos, etc.</span></div>
</td></tr>
<tr><td valign="top" width="119"><div align="left" style="margin-bottom: 0.5em;">
<span style="font-family: "georgia" , "times new roman" , serif;">Blog de centro</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Informar sobre la marcha y el desarrollo de las actividades. Medio de comunicación con el público. Actualizaciones <b>semanales</b>.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Con este medio, se puede mantener informada a la comunidad educativa sobre las cuestiones de mayor importancia que afectan al centro y a sus alumnos: salidas, fotos de actividades, informaciones oficiales, etc. Del mismo modo sirve como medio de comunicación a través de los comentarios a cada artículo.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Microblogging (Twitter o similar)</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Proporcionar noticias breves y actuales sobre la actividad <b>diaria</b> del centro.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">El microblogging permite publicar noticias breves, en el caso de Twitter con un máximo de 140 caracteres. De este modo se consigue un gran dinamismo, ya que la actualización diaria indica que existe una actividad continua, así como un interés activo. En un <a href="http://jjdeharo.blogspot.com/2009/03/un-modelo-de-uso-de-twitter-para.html" style="color: #888888; text-decoration-line: none;" target="_blank">artículo anterior</a> propuse una posible forma de uso de Twitter y <a href="http://twitter.com/amordedios" style="color: #888888; text-decoration-line: none;" target="_blank">aquí podemos ver un ejemplo</a> de su utilización como transmisor de este tipo de noticias. Esta generación continua de actividad informativa le indica al usuario que está ante un “organismo” vivo y que hay gente detrás que se preocupa cada día de él.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Red Social</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Creación de una comunidad activa en torno al centro educativo</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Una red social basada en los usuarios del centro educativo permite la creación de una auténtica comunidad cuya actividad principal gira en torno a la institución y es, sin lugar a dudas, el medio idóneo para que los padres se sientan copartícipes de todo lo que afecta a la educación de sus hijos. Sólo un centro educativo maduro y con una clara concienciación de su papel ante los padres y la sociedad podrá crear una red de este tipo, que exige tener las ideas muy claras sobre la cultura digital y la sociedad de la información en la que estamos inmersos.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Blogs de los Departamentos Pedagógicos</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Informar sobre las actividades de los Departamentos.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Un centro con experiencia y Departamentos sólidamente formados debe disponer de blogs donde se informe de las actividades que llevan a cabo, así como información útil relacionada con las metodologías empleadas, los contenidos que se desarrollan y otras actividades.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Canal de vídeos</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Mantener una relación de vídeos sobre las actividades del centro.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Los servicios como <a href="http://www.youtube.es/" style="color: #888888; text-decoration-line: none;" target="_blank">YouTube</a>, <a href="http://www.blip.tv/" style="color: #888888; text-decoration-line: none;" target="_blank">Blip.tv</a> y otros muchos, son redes sociales basadas en la creación de vídeos. Son ideales para mostrar a los demás las actividades que se realizan.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Canal de presentaciones</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Mantener una relación de presentaciones que se han utilizado para la creación de contenidos en otros medios.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Las presentaciones que se han utilizado en otros medios, como blogs, wikis, redes sociales, etc. se pueden agrupar en los servicios de redes sociales de presentaciones como <a href="http://www.slideshare.net/" style="color: #888888; text-decoration-line: none;" target="_blank">Slideshare</a>, donde los usuarios podrán ver este tipo de producción intelectual.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Canal de documentos</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Mantener una relación de los documentos del centro que se han hecho públicos.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Servicios de redes sociales como <a href="http://www.docstoc.com/" style="color: #888888; text-decoration-line: none;" target="_blank">docstoc.com</a>, <a href="http://www.scribd.com/" style="color: #888888; text-decoration-line: none;" target="_blank">scribd.com</a>, etc. permiten exponer los documentos públicamente.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Contenidos digitales de carácter docente</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Mostrar la producción docente, tanto de profesores como alumnos.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;">Disponer de enlaces a blogs, wikis, documentos, vídeos, archivos de sonido y un largo etcétera con las producciones de los propios alumnos y de los profesores de un centro probablemente sea uno de los sistemas que influirán más positivamente en la identidad digital del centro ya que están mostrando de forma directa aquello en lo que se está trabajando.</span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><span style="background-color: white; color: #222222; text-align: justify;">La creación de la identidad digital requiere la implicación activa del Equipo Directivo, ya que la complejidad y diversidad de la información generada por los centros educativos, debe ser coordinada y apoyada con planes concretos de actuación, para que ésta adquiera una dimensión coherente y lógica. </span><a class="g-profile" data-gapiattached="true" data-gapiscan="true" data-onload="true" href="https://www.blogger.com/profile/03563758450614391080" rel="author" style="background-color: #f9f9f9; color: #33aaff;" title="author profile"><span itemprop="name">Juan José de Haro</span></a></span><br />
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="background-color: white; color: #222222; text-align: justify;"><br /></span>
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<span style="font-family: "georgia" , "times new roman" , serif;"><b> <a href="https://www.slideshare.net/flosflorum2/id-si-te-buscan-te-encuentran-b" target="_blank" title="Identidad Digital. Si te buscan... ¿te encuentran?">Identidad Digital. Si te buscan... ¿te encuentran?</a> </b> de <b><a href="https://www.slideshare.net/flosflorum2" target="_blank">Carmen González</a></b> </span></div>
<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/2oSYmg82NGyedy" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe><span style="font-family: "georgia" , "times new roman" , serif;"> </span><br />
<div style="margin-bottom: 5px;">
<span style="font-family: "georgia" , "times new roman" , serif;"><b> <a href="https://www.slideshare.net/fllorensc/identidad-digital-en-centros-educativos" target="_blank" title="Identidad Digital en centros educativos">Identidad Digital en centros educativos</a> </b> de <b><a href="https://www.slideshare.net/fllorensc" target="_blank">Francesc Llorens Cerdà</a></b> </span><br />
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span>
<span style="font-family: "georgia" , "times new roman" , serif;">Los Centros Educativos del siglo XXI no pueden estar al margen de la sociedad de la comunicación; los docentes debemos cooperar para dar a conocer lo que hacemos y aprender de lo que hacen los demás.</span><br />
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span>
<i><span style="font-family: "georgia" , "times new roman" , serif;">Sitios consultados</span></i><br />
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<ul>
<li><a href="http://jjdeharo.blogspot.com.es/2009/05/la-identidad-digital-de-los-centros.html" target="_blank"><span style="font-family: "georgia" , "times new roman" , serif;">La identidad digital de los Centros Educativos</span></a></li>
<li><a href="http://francescllorens.eu/site/?p=896" target="_blank"><span style="font-family: "georgia" , "times new roman" , serif;">Identidad digital e innovación en los centros educativos</span></a></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;"><a href="http://unatizaytu.blogspot.com.es/2015/06/identidad-digital-de-un-centro-educativo.html" target="_blank">Ide</a><a href="http://unatizaytu.blogspot.com.es/2015/06/identidad-digital-de-un-centro-educativo.html" target="_blank">ntidad Digital de un centro educativo</a></span></li>
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Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-86707756900849225452017-05-11T16:29:00.003+02:002017-12-05T16:17:48.835+01:00Cómo dinamizar el espacio web en un centro educativo<div aria-labelledby="tab_1" id="seq_content" style="box-sizing: border-box;">
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<span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">AUTHOR </span><a href="http://www.flickr.com/photos/7944008@N02/" rel="nofollow" style="background-color: transparent; box-sizing: inherit; color: #7c7c7c; opacity: 0.9; outline: 0px;" target="_blank"><span style="font-family: "arial" , "helvetica" , sans-serif;">nestoralonso</span></a></span></h5>
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<span style="font-family: inherit;"><span style="color: #2e2e2e;">Los continuos avances en tecnología educativa en los últimos años, hace necesario que las administraciones educativas aúnen esfuerzos para avanzar hacia el uso sistemático de plataformas y aplicaciones que simplifiquen y optimicen las tareas de un centro docente, de manera que la labor docente pueda estar al nivel de estos nativos digitales que forman parte de nuestros centros desde hace ya varios años.</span></span><br />
<span style="font-family: inherit;"><span style="color: #2e2e2e;">La revista Educación 3.0 hace una exhaustiva recopilación de </span><span style="background-color: transparent;"><a href="http://www.educaciontrespuntocero.com/novedades2/plataformas-gestion-escolar/12663.html" target="_blank">Plataformas para la gestión de centros educativos</a> cuya finalidad consiste en facilitar la gestión administrativa, curricular y </span></span><span style="background-color: white; font-family: inherit;"><span style="color: #222222;">con el que tengo intención de aprender a gestionar eficientemente los medios sociales de una organización educativa, se ha hecho un <b>análisis</b></span><span style="color: #222222;"><b> de la importancia del contexto digital que nos rodea</b> en el ámbito educativo </span></span><span style="font-family: inherit;">comunicativa de un centro educativo.</span><br />
<span style="background-color: white; font-family: inherit;"><span style="color: #222222;"><span style="color: #222222; font-family: inherit;">Desde el MOO</span><span style="color: #222222; font-family: inherit;">C </span><span style="color: #222222; font-family: inherit;">#EduCMoo</span><span style="color: #222222; font-family: inherit;">c “Community Manager educativo”, del Instituto Nacional de Tecnologías Educativas y Formación del Profesorado (</span><a href="http://educalab.es/intef" style="box-sizing: border-box; color: #00aa8a; cursor: pointer; font-family: inherit; font-stretch: inherit; line-height: inherit; outline: none; transition: all 0.1s linear 0s;" target="_blank">INTEF</a><span style="color: #222222; font-family: inherit;">) se han recogido los siguientes datos</span> en la <a href="https://docs.google.com/forms/d/e/1FAIpQLSdfb8bQTbVrTb9r3KQCArEAIc0gtkqjEb_nymhh09a63UaLzg/viewanalytics" target="_blank">encuesta</a> sobre los </span></span><span style="background-color: transparent;">espacios web de centros educativos, realizada por </span><span style="background-color: white; color: #222222; font-family: inherit;">más de quinientos docentes de distintos centros educativos. </span><br />
<span style="background-color: white; color: #222222; font-family: inherit;"><span id="docs-internal-guid-620e3cac-2c82-ea2e-1c88-f47957125fd9" style="color: black; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><img alt="Gráfico de respuestas de formularios. Título de la pregunta: Centro educativo seleccionado. Número de respuestas: 567 respuestas." 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" /></span></span><br />
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<span id="docs-internal-guid-620e3cac-2c83-703c-5809-c61ea7c20dae" style="background-color: white; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><img alt="Gráfico de respuestas de formularios. Título de la pregunta: Aspectos positivos de la página web. Número de respuestas: 503 respuestas." src="data:image/png;base64,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" /></span></div>
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<span id="docs-internal-guid-620e3cac-2c84-0bdd-d823-c1e97bbea459" style="background-color: white; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><img alt="Gráfico de respuestas de formularios. Título de la pregunta: ¿Tiene blog el centro educativo?. Número de respuestas: 567 respuestas." 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" 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<span id="docs-internal-guid-620e3cac-2c84-7d60-a5b2-b50eda18bf54" style="background-color: white; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><img alt="Gráfico de respuestas de formularios. Título de la pregunta: ¿Tiene accesible enlace para sindicación noticias RSS?. Número de respuestas: 259 respuestas." 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" /></span></div>
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<span id="docs-internal-guid-620e3cac-2c84-bc50-8056-4faa427b56ff" style="background-color: white; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><img alt="Gráfico de respuestas de formularios. Título de la pregunta: Frecuencia de publicación. Número de respuestas: 259 respuestas." src="data:image/png;base64,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" /></span></div>
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<span id="docs-internal-guid-620e3cac-2c85-319c-2065-f79a83c9ddf8" style="background-color: white; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><img alt="Gráfico de respuestas de formularios. Título de la pregunta: Temáticas tratadas en las entradas. Número de respuestas: 260 respuestas." src="data:image/png;base64,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" /></span></div>
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<span id="docs-internal-guid-620e3cac-2c87-3df6-534f-b2afb037e69d" style="background-color: white; font-family: "roboto" , "robotodraft" , "helvetica" , "arial" , sans-serif;"><img alt="Gráfico de respuestas de formularios. Título de la pregunta: Aspectos negativos de la página web. Número de respuestas: 439 respuestas." 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" 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<span style="font-family: inherit;">Pues bien, son muy pocos los docentes que reconocen que la web corporativa de su centro facilite la <b>comunicación sincrónica y asincrónica </b>de la comunidad educativa (21.3 %), y muchos (55.6 %) los que indican que la web corporativa <b>no proporciona recursos formativos para el profesorado</b>. </span></div>
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<span style="font-family: inherit;">Por tanto debemos avanzar en la puesta en práctica de recursos para el profesorado que faciliten el uso de herramientas digitales para la mejora de la comunicación entre la comunidad educativa y que sirvan par mejorar la calidad y la atención educativa.</span></div>
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He recopilado una selección recursos para la comunicación digital en <a href="https://www.pinterest.es/marlandis/rrss/" target="_blank">este tablero de Pinterest</a> con la intención de facilitar el trabajo de la puesta en marcha, el mantenimiento y la consolidación de un espacio web educativo dinámico.</div>
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<nav aria-label="Sección" class="sequence-bottom" style="background-color: white; box-sizing: border-box; color: #222222; font-family: "Open Sans", Verdana, Geneva, sans-serif, sans-serif; font-size: 16px; height: 1px; margin: 2.8315em auto; position: relative; text-align: center; width: 79px;"></nav>Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-79714065251986682262017-04-25T19:57:00.000+02:002017-04-25T20:32:04.593+02:00Yo quiero ser... Community Manager EducativoLa aparición de internet en nuestras vidas constituye una auténtica revolución en el mundo de las comunicaciones, y más para las que hemos vivido en la era anterior a su aparición.<br />
Me produce especial curiosidad el hecho de poder explorar y descubrir la potencialidad de las herramientas de comunicación en el ámbito educativo, al cual <a href="https://about.me/marlandis" target="_blank">me dedico</a> profesionalmente, así como su potencialidad de interacción siempre con el fin de desarrollar la inteligencia colectiva.<br />
En <a href="http://mooc.educalab.es/courses/course-v1:MOOC-INTEF+INTEF172+2017_ED1/info" target="_blank">este MOOC </a>quiero aprender a gestionar de manera positiva y eficaz las redes de comunicación en Educación, de manera que las personas que formamos parte de la comunidad educativa seamos capaces de hacer un uso eficaz de la tecnología y de las herramientas de comunicación para poder mejorar nuestra labor.<br />
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<a href="https://4.bp.blogspot.com/Gk4YDYtc1vktyFGaxVtEI_2LaijRA0si_8kDPkH_XLDFTiSswX3mnmAK7OE3khRoRKcedlOa-inDyH95dcm-U931wQc8Wkij08n1ZfNydJ073bY0KZJvdbXzqLkXBNnt22Nmq5d8" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://4.bp.blogspot.com/Gk4YDYtc1vktyFGaxVtEI_2LaijRA0si_8kDPkH_XLDFTiSswX3mnmAK7OE3khRoRKcedlOa-inDyH95dcm-U931wQc8Wkij08n1ZfNydJ073bY0KZJvdbXzqLkXBNnt22Nmq5d8" width="400" /></a></div>
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Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-83420408962369344792017-02-15T16:23:00.001+01:002017-02-15T16:23:29.500+01:00Conocer Egipto con la metodología ABP en Educación Infantil<b><br /></b>
<b>Objetivo</b>: Investigar sobre Egipto y la antigua civilización egipcia en Educación Infantil, en el nivel de tres años.<br />
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<tr><td class="tr-caption" style="text-align: center;">Pirámide de Kefrén, Giza, Egipto | by<a href="https://www.flickr.com/photos/ewolivera/23319931370" target="_blank"> Edgardo W. Olivera</a></td></tr>
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<b>Proceso</b>: Presentación de la situación-problema de forma abierta que permita diseñar estrategias y pensar de forma creativa y divergente.<br />
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Definiríamos una situación de contexto: dejamos una caja con objetos que puedan evocar la antigua civilización egipcia, platearemos interrogantes para conocer el punto de partida.<br />
Creación de grupos. La investigación se realiza con la colaboración de las familias.<br />
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Delimitar el problema: contestar a ¿Qué sabemos? ¿Qué necesitamos saber? preguntas como ¿Dónde está Egipto?, ¿Como son la pirámides? ¿Qué se hacía cuando moría el faraón?, ¿Cuáles eran los oficios en el antiguo Egipto?, ¿Como eran las casas?, ¿a qué se dedicaba el ejercito?, ¿Como hemos podido saber la información de la civilización egipcia? etc..<br />
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Plantear estrategias de trabajo. Planificación: se selecciona documentación tanto física (libros, juguetes..) como <a href="http://conxiarlandis.blogspot.com.es/2017/01/proyecto-egipto.html" target="_blank">digital</a> que se irá presentando al grupo de manera progresiva. Por otro lado, cada alumnos irá presentado las aportaciones que realice (en colaboración con la familia).<br />
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Definir el producto. Recopilación de actividades individuales de consolidación de la información presentada y adaptadas a los contenidos curriculares de la etapa, en un dossier. Exposición de obras plásticas colectivas.<br />
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<b>Evaluación</b> ¿qué hemos aprendido?, con los alumnos. Valoración pedagógica a través es la <a href="https://docs.google.com/document/d/17jS-Pjjz9bIrpJ6L5HPvvweN8CWqgWdZ87ZtDJhO87Y/edit?usp=sharing" target="_blank">rúbrica</a> diseñada específicamente.<br />
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Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-25901265441244250812017-02-08T18:33:00.000+01:002017-02-08T18:35:06.638+01:00¿Es postureo o debe ser por salud? <iframe frameborder="0" height="1282" scrolling="no" src="https://magic.piktochart.com/embed/20005449-factores-para-mejorar-la-salud-y-el-bienestar" style="overflow-y: hidden;" width="650"></iframe>Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-49334416805889153952017-02-03T15:06:00.001+01:002017-02-03T15:10:19.834+01:00Geolocalización en el aula. Todo un mundo para descubrir.<iframe allowfullscreen="" frameborder="0" height="714" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/3wGzz8U3PveYqC" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="668"> </iframe> <br />
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<b> <a href="https://www.slideshare.net/juanfratic/geolocalizacion-en-el-aula" target="_blank" title="Geolocalización en el aula">Geolocalización en el aula</a> </b> de <b><a href="https://www.slideshare.net/juanfratic" target="_blank">Juanfra Álvarez Herrero</a></b> </div>
Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-52232661998019766092017-01-31T16:09:00.000+01:002017-01-31T16:11:51.838+01:00Proyecto Egipto<table style="background-color: #ccffff;"><tbody>
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He recopilado una serie de activdades para desarrollar el proyecto sobre Egipto en Educación Infantil.</div>
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Teniendo en cuenta que Egipto puede considerarse la cuna de la artesanía, mediante este juego los niños pueden conocer como eran los egipcios en su origen y algunas<span style="font-size: large;"> profesiones artesanas.</span><a href="http://www.cincopatas.com/agencia/egipto.html" target="_blank"> </a></div>
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<a href="http://www.cincopatas.com/agencia/egipto.html" target="_blank"> <span style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://4.bp.blogspot.com/-GUWK_-3sll4/WHobH1es-JI/AAAAAAABb2s/YjUz4JxuIY8LLEFTVHR1nid5p6yEurlOACLcB/s400/egipto%2Bcincopatas.jpg" width="400" /></span> </a></div>
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http://www.cincopatas.com/agencia/egipto.html</div>
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<span style="font-size: large;"> Vocabulario</span></div>
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<span style="font-size: large;">Martín en Egipto</span></div>
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<span style="font-size: large;"><a href="https://www.disfrutaegipto.com/mapa" target="_blank">Mapa </a>de Egipto interactivo</span><br />
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<span style="font-size: large;">Otros documentos </span><br />
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<b> <a href="https://www.slideshare.net/tercerorubchepie/historia-para-nios-2-el-antiguo-egipto" target="_blank" title="Historia para niños 2 el antiguo egipto">Historia para niños 2 el antiguo egipto</a> </b> de <b><a href="https://www.slideshare.net/tercerorubchepie" target="_blank">tercerorubchepie</a></b> </div>
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<b> <a href="https://www.slideshare.net/vcarreno2/egipto-infantil-11037698" target="_blank" title="Egipto, infantil">Egipto, infantil</a> </b> from <b><a href="https://www.slideshare.net/vcarreno2" target="_blank">IES Carreño Miranda</a></b><br />
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Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-41689584668981774152017-01-17T16:29:00.006+01:002017-01-17T16:29:52.253+01:00Calendario de competencias clave para el aprendizaje permanenteLas <b>competencias clave para el aprendizaje permanente</b> son una iniciativa de la comunidad europea cuyo fin es mejorar la
calidad de la enseñanza impartida en los centros educativos europeos y tiene dos objetivos fundamentales:<br />
• Uniformizar la manera en que los países de la Unión Europea evaluamos al alumnado, garantizando así que todos compartamos
unos contenidos comunes y una formación mínima común.<br />
• Impulsar que el aprendizaje en la escuela sea más práctico y funcional para la vida diaria, garantizando que el alumnado
aprenda conocimientos y destrezas que sean aplicables en su vida diaria y en su vida laboral futura.<br />
Así se supera el modelo
de escuela actual donde el objetivo es la acumulación de conocimiento en vez de su puesta en práctica.<br />
Podríamos definir las competencias clave como una<i> combinación de conocimientos, capacidades y actitudes adecuadas al
contexto que todas las personas precisan para su realización y desarrollo personales, así como para la ciudadanía activa, la
inclusión social y el empleo</i>. Todas las competencias son igualmente importantes y muchas de ellas se solapan, entrelazan y
complementan. Asimismo, hay unos temas que intervienen en todas ellas: el pensamiento crítico, la creatividad, la capacidad
de iniciativa, la resolución de problemas, la evaluación del riesgo, la toma de decisiones y la gestión constructiva de los sentimientos.<br />
CEAPA, para promoverlas, ha decidido editar un calendario para las familias. <b>El calendario trata de ser un juego, a modo de guía
para la familia,</b> para ensayar actividades que entrenen los saberes de nuestros hijos e hijas, y aumenten las oportunidades de
éxito de la vida escolar y social. En cada día del mes encontraremos una tarea ligada a una competencia concreta (indicada
entre paréntesis numéricamente) que nos dará pistas sobre qué tipo de actividades podemos realizar para trabajar en casa las
competencias clave para el aprendizaje permanente y, así, complementar el trabajo que el profesorado haga sobre las mismas
en el centro educativo.<br />
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<br />Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-91972298132843780092016-08-17T08:34:00.000+02:002016-08-17T08:34:04.164+02:00Teoría de las inteligencia múltiples de H. Gardner<div class="separator" style="clear: both; text-align: center;">
<span style="background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 22.4px;">La </span><b style="background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 22.4px;">teoría de las inteligencias múltiples</b><span style="background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 22.4px;"> es un modelo de concepción de la mente propuesto en 1983 por </span><a href="https://es.wikipedia.org/wiki/Howard_Gardner" style="background: none rgb(255, 255, 255); color: #0b0080; font-family: sans-serif; font-size: 14px; line-height: 22.4px; text-decoration: none;" title="Howard Gardner">Howard Gardner</a><span style="background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 22.4px;">, profesor de la Universidad de Harvard, para el que la </span><a href="https://es.wikipedia.org/wiki/Inteligencia" style="background: none rgb(255, 255, 255); color: #0b0080; font-family: sans-serif; font-size: 14px; line-height: 22.4px; text-decoration: none;" title="Inteligencia">inteligencia</a><span style="background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 22.4px;"> no es un conjunto unitario que agrupe diferentes capacidades específicas, sino como una red de conjuntos autónomos, interrelacionados. Para Gardner, la inteligencia es un potencial biopsicológico de procesamiento de información que se puede activar en uno o más marcos culturales para resolver problemas o crear productos que tienen valor para dichos marcos (<a href="https://es.wikipedia.org/wiki/Teor%C3%ADa_de_las_inteligencias_m%C3%BAltiples" target="_blank">Wikipedia</a>).</span></div>
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<br />Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-23312419807303267622016-07-21T08:03:00.000+02:002016-07-25T13:51:22.657+02:00Teorías del Aprendizaje<div style="background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 22.4px; margin-bottom: 0.5em; margin-top: 0.5em;">
Las <b>teorías del aprendizaje</b> pretenden describir los procesos mediante los cuales tanto los seres humanos, como los animales aprenden. Numerosos <a class="mw-redirect" href="https://es.wikipedia.org/wiki/Psic%C3%B3logos" style="background: none; color: #0b0080; text-decoration: none;" title="Psicólogos">psicólogos</a> y <a class="mw-redirect" href="https://es.wikipedia.org/wiki/Pedagogos" style="background: none; color: #0b0080; text-decoration: none;" title="Pedagogos">pedagogos</a> han aportado sendas teorías en la materia.</div>
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Las diversas teorías ayudan a comprender, predecir y controlar el <a href="https://es.wikipedia.org/wiki/Comportamiento_humano" style="background: none; color: #0b0080; text-decoration: none;" title="Comportamiento humano">comportamiento humano</a>, elaborando a su vez <a class="mw-disambig" href="https://es.wikipedia.org/wiki/Estrategia" style="background: none; color: #0b0080; text-decoration: none;" title="Estrategia">estrategias</a> de <a href="https://es.wikipedia.org/wiki/Aprendizaje" style="background: none; color: #0b0080; text-decoration: none;" title="Aprendizaje">aprendizaje</a> y tratando de explicar cómo los sujetos acceden al <a href="https://es.wikipedia.org/wiki/Conocimiento" style="background: none; color: #0b0080; text-decoration: none;" title="Conocimiento">conocimiento</a>. Su objeto de estudio se centra en la adquisición de destrezas y habilidades en el <a href="https://es.wikipedia.org/wiki/Razonamiento" style="background: none; color: #0b0080; text-decoration: none;" title="Razonamiento">razonamiento</a> y en la adquisición de conceptos. (<a href="http://wikipedia.org/wiki/Teor%C3%ADas_del_aprendizaje">wikipedia.org/wiki/Teorías_del_aprendizaje</a>)</div>
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Estudiar las teorías del aprendizaje nos sugieren dónde buscar soluciones para los problemas prácticos; aunque ellas no nos dan soluciones, pero dirigen nuestra atención hacia ciertas variables que son fundamentales para encontrar la solución. (De la Mora, 1979).</div>
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Esta infografía traducida y adaptada por <i><a href="http://theflippedclassroom.es/un-poquito-mas-sobre-teorias-del-aprendizaje" target="_blank"> theflippedclassroom</a></i> constituye una excelente guia resumen de las principales Teorías del Aprendizaje.</div>
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<br />Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-27211212754707245682016-07-07T11:44:00.001+02:002016-07-08T18:30:12.880+02:00Acogida en Educación Infantil. Guia práctica.<div style="text-align: justify;">
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<span style="font-size: large;">He elaborado esta guía con la intención de recopilar una selección de recursos para contribuir a <b>generar un</b> <b>clima acogedor en el aula de Educación Infantil</b> durante el <b>periodo de adaptación</b>.</span><br />
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La finalidad de la misma es servir de ayuda al docente para atender a la diversidad del alumnado y poder ofrecer una respuesta adecuada a las diferentes motivaciones, necesidades, intereses y estilos cognitivos de cada niño o niña.
Se recogen videocuentos, canciones, listas de reproducción, juegos interactivos y música para la relajación elegidos de manera específica para los primeros meses de escolarización.
<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/c0OS0XofMMb3tP" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> </div>
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<strong> <a href="https://www.slideshare.net/marlandis/acogida-en-educacin-infantil-gua-prctica-63805223" target="_blank" title="Acogida en educación infantil. guía práctica">Acogida en educación infantil. guía práctica</a> </strong> de <strong><a href="https://www.slideshare.net/marlandis" target="_blank">Conxi Arlandis Catalá</a></strong> </div>
Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-29407714945721117832016-05-23T15:55:00.002+02:002016-05-23T15:55:21.356+02:00¿Para qué utilizar las TIC en clase?<div class="separator" style="clear: both; text-align: center;">
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<a href="https://s-media-cache-ak0.pinimg.com/564x/c1/f7/48/c1f74890e3268280febf4fa114fca341.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="640" src="https://s-media-cache-ak0.pinimg.com/564x/c1/f7/48/c1f74890e3268280febf4fa114fca341.jpg" width="481" /></a>Somos ya muchos docentes los que utilizamos las tecnologías de la información y de la comuinicación (TIC) para preparar las clases. Sin embargo, nos solemos mostrar reticentes a utilizarlas durante la clase como un medio de aprendizaje. Si estan superadas las dificultades técnicas y se puede acceder a internet desde el aula, con un equipo eficaz, es posible dar una paso adelante en nuestra competencia digital y favorecer determinadas acciones que sin duda van a ser enriquecedoras para nuestos alumnos.<br />
<a href="http://formacion.educalab.es/course/view.php?id=139" target="_blank">El espacio de Apoyo TIC</a> del <a href="http://educalab.es/intef" target="_blank">INTEF</a> tiene una excelente recopilación de<b> recursos y tutoriales</b> clasificados en distintas areas para facilitar el uso de las TIC a los docentes que quieren dar un paso más:<br />
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<li>Aula Virtual y licencias</li>
<li>Creación y colaboración</li>
<li>Redes sociales y Curación de contenidos</li>
<li>Elementos gráficos</li>
<li>Audiovisuales</li>
<li>Salas de Herramientas</li>
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<br /><br />Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-2180419467051839702016-05-04T21:02:00.001+02:002016-05-04T21:02:29.763+02:00Mi primer proyecto Flipped-Classrom: Huerto escolar ecológico en Educación Infantil<blockquote class="tr_bq" style="clear: both; text-align: justify;">
<span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;"> Las finalidades del proyecto son:</span></span><span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;"><br /></span></span><span style="font-family: "trebuchet ms" , sans-serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "trebuchet ms" , sans-serif;">• Despertar el sentido de la responsabilidad de todos respecto al medio ambiente. </span></span></span><span style="font-family: "trebuchet ms" , sans-serif;"><b id="docs-internal-guid-046e2189-3098-404c-aca0-44c88d12751c" style="font-weight: normal;"><span style="font-family: "trebuchet ms" , sans-serif;"><br /></span></b></span><span style="font-family: "trebuchet ms" , sans-serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "trebuchet ms" , sans-serif;">• Relacionar huerto ecológico y alimentación saludable. </span></span></span><span style="font-family: "trebuchet ms" , sans-serif;"><b style="font-weight: normal;"><span style="font-family: "trebuchet ms" , sans-serif;"><br /></span></b></span><span style="font-family: "trebuchet ms" , sans-serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "trebuchet ms" , sans-serif;">• Facilitar al alumnado a la observación y experimentación de la naturaleza partiendo del trabajo en el huerto.</span></span></span><span style="font-family: "trebuchet ms" , sans-serif;"><b style="font-weight: normal;"><span style="font-family: "trebuchet ms" , sans-serif;"><br /></span></b></span><span style="font-family: "trebuchet ms" , sans-serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "trebuchet ms" , sans-serif;">• Valorar la importancia del medio natural y de su calidad para la vida humana.</span></span></span><span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;"><br /></span></span><span style="font-family: "trebuchet ms" , sans-serif;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "trebuchet ms" , sans-serif;">• Observar los cambios y modificaciones a que están sometidos los elementos del entorno.</span></span></span></span></blockquote>
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<a href="https://3.bp.blogspot.com/-6g8mHC1AesU/VypAt7eHctI/AAAAAAABTEU/giiZFom6cpASNg_4j6er1s1DPeCnl3RrwCLcB/s1600/Dise%25C3%25B1o%2Bdel%2Bproyecto-%2B%2BHuerto%2Bescolar%2Ben%2BEducaci%25C3%25B3n%2BInfantil.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" height="480" src="https://3.bp.blogspot.com/-6g8mHC1AesU/VypAt7eHctI/AAAAAAABTEU/giiZFom6cpASNg_4j6er1s1DPeCnl3RrwCLcB/s640/Dise%25C3%25B1o%2Bdel%2Bproyecto-%2B%2BHuerto%2Bescolar%2Ben%2BEducaci%25C3%25B3n%2BInfantil.jpg" width="640" /></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif;">Para introducir el <i><a href="http://www.theflippedclassroom.es/what-is-innovacion-educativa/" target="_blank">modelo flipped-classrom</a></i>, en los alumnos de Educación Infantil, he creado este video para el cole y para casa, como revisión de los principales conceptos y evaluación de lo comprendido a lo largo del proyecto "El huerto escolar ecológico" que se desarrolla a lo largo de todo el curso escolar. Antes de ver el video en casa, se habran dado unas directrices a las familias sobre las finalidades del video, que no van más allá de los objetivos correspondientes a la etapa.</span></div>
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<span style="font-family: 'trebuchet ms', sans-serif;">El video está enriquecido con preguntas destinadas a alumnos de Educación Infantil que he planteado de manera que se pueda utilizar en los tres niveles, teniendo en cuenta que se pueden hacer matizaciones para adaptarlas a las carácterísticas específicas de la edad y de los alumnos en general.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;">En aprender haciendo consiste el artefacto que he pensado como el producto final del proyecto. Se trata de una <i>presentación de las diferentes fotografías del proceso de plantación, cuidados, crecimiento, nacimiento de hojas, flores, frutos… que se pasará a video y se publicará en el blog. </i></span><span style="font-family: 'trebuchet ms', sans-serif;">Artefacto que evaluaré con </span><a href="https://drive.google.com/file/d/0B9zl-beYEkkfVkl1MWtvWkhIcUE/view?usp=sharing" style="font-family: 'trebuchet ms', sans-serif;" target="_blank">esta</a><span style="font-family: 'trebuchet ms', sans-serif;"> rúbrica que he creado de manera específica para valorar todas las fases del proceso para crear la presentación y el video.</span><br />
<span style="font-family: 'trebuchet ms', sans-serif;">Este es el <a href="https://docs.google.com/drawings/d/1P0Uiv31mvGGEt_u98kiVAF-fyr-kTQ6xVQPOOYtV59I/edit?usp=sharing" target="_blank">documento con el diseño del proyecto</a> con enlaces en cada apartado.</span></div>
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Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-40891799335013935962016-05-01T22:18:00.000+02:002016-05-01T22:18:00.177+02:00Qué aprendemos y cómo aprendemos en el curso Flipped-classrom. Reflexión personal.<div dir="ltr" style="line-height: 1.536285; margin-bottom: 11pt; margin-top: 0pt;">
<a href="http://formacion.educalab.es/pluginfile.php/35046/course/summary/Thumbs_Dale%20la%20vuelta%20a%20tu%20clase_Flipped%20classroom_140x140.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://formacion.educalab.es/pluginfile.php/35046/course/summary/Thumbs_Dale%20la%20vuelta%20a%20tu%20clase_Flipped%20classroom_140x140.png" /></a><span style="background-color: white; color: black; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: Verdana, sans-serif;">A lo largo de estas semanas he estado inmersa en el curso del <a href="http://educalab.es/intef" target="_blank">INTEF</a> </span></span><span style="font-family: Verdana, sans-serif;"><b><a href="http://formacion.educalab.es/enrol/index.php?id=168" target="_blank">Dale la vuelta a tu clase (Flipped Classroom).</a></b></span></div>
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<span style="font-family: Verdana, sans-serif; line-height: 1.53628;">Ha llegando el momento de cerrar y de valorar todo lo aprendido y las posibilidades de aplicación de este modelo pedagógico para conseguir el modo de incrementar la motivación hacia los aprendizajes de estos alumnos, que son en la mayoria de casos usuarios de dispositivos digitales desde las primeras edades. </span></div>
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<span style="font-family: Verdana, sans-serif; line-height: 1.53628;">Esta es mi reflexión personal:</span></div>
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<span style="background-color: white; color: black; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: Verdana, sans-serif;"> El taller de coevaluación ha sido de gran ayuda para tomar conciencia de la las posibilidades del modelo Flipped en las distintas etapas educativas. Muy útil aprender de manera colaborativa con los proyectos de los otros y con las retroalimentación proporcionada.</span></span></div>
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<span style="background-color: white; color: black; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: Verdana, sans-serif; font-size: small; line-height: normal; text-align: start; white-space: normal;">La oportunidad de conocer herramientas y recursos disponibles para ser utilizados para la creación de contenidos didácticos “flipped” me proporciona muchas posibilidades de aplicación.</span></span></div>
<span style="font-family: Verdana, sans-serif;"><span id="docs-internal-guid-ce4242bf-6dd6-6ef3-85c6-7484bf450407"></span></span><br />
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<span style="background-color: white; color: black; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: Verdana, sans-serif;">Creo que mi primer proyecto flipped ha sido lo suficientemente amplio para servir como punto de partida para otros proyectos, no obstante sigue siendo una asignatura pendiente la escasa competencia digital entre los docentes que es un impedimento para trabajar en equipo, a lo que se suma la sobresaturación de tareas administrativas que impiden la dedicación a innovar desde los equipos docentes. yo misma he utilizado mi tiempo familiar y de ocio para llegar hasta este punto en el curso.</span></span></div>
<span style="font-family: Verdana, sans-serif;">No puedo cerrar esta reflexión sin hacer un reconocimiento hacia la labor de guia de mi tutor Chema Muñoz Rosa, quien desde ahora formará parte de los elegidos para formar parte de mi <a href="https://es.wikipedia.org/wiki/Entorno_personal_de_aprendizaje" target="_blank">PLE</a>. Gracias Chema.</span>Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-30475735820914751642016-04-26T17:36:00.001+02:002016-05-01T20:48:31.928+02:00Aprendices que producen: artefactos digitales en Educación infantil y primaria<div style="text-align: justify;">
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Hoy tiene auténtico sentido la expresión de ‘aprender haciendo’ puesto que contamos con innumerables recursos y herramientas gratuitas para <b>producir y editar contenidos</b> de muy diversos tipos, desde simple texto hasta imágenes o vídeos, pasando por audio, presentaciones o infografías, entre lso que figuran en este <a href="http://artefactosdigitales.com/listado-de-artefactos/"> Listado de Artefactos</a>. Así, un proyecto de aprendizaje se concreta en una serie de actividades que conducen a la elaboración de uno o varios artefactos digitales a través del uso de diversas herramientas tecnológicas. </div>
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Si le damos la vuelta a una tarea tradicional y la replanteamos de una forma más atractiva y útil para generar un aprendizaje efectivo recurriendo al usos de las TIC, el resultado puede ser alguno de los que figuran en esta recopilación de <a href="http://artefactosdigitales.com/">artefactos digitales</a> para Educación Infantil y Primaria.</div>
<iframe allowfullscreen="" frameborder="0" height="714" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/4XsW3v3IZBGIEK" style="border: 1px solid rgb(204, 204, 204); margin-bottom: 5px; max-width: 100%;" width="668"></iframe><br />
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<strong> <a href="https://www.slideshare.net/educacionlab/artefactos-digitales-infantil-y-primaria" target="_blank" title="Artefactos digitales, Infantil y Primaria">Artefactos digitales, Infantil y Primaria</a> </strong> from <strong><a href="https://www.slideshare.net/educacionlab" target="_blank">educacionlab</a></strong> <br />
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En aprender haciendo consiste el artefacto que he diseñando dentro de <a href="http://conxiarlandis.blogspot.com.es/2016/04/el-huerto-escolar-ecologico-en.html" target="_blank">mi primer proyecto Flipped-classrom</a>. Se trata de una <i>presentación de las diferentes fotografías del proceso de plantación, cuidados, crecimiento, nacimiento de hojas, flores, frutos… que se pasará a video y se publicará en el blog.</i><br />
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Artefacto que evaluaré con <a href="https://drive.google.com/file/d/0B9zl-beYEkkfVkl1MWtvWkhIcUE/view?usp=sharing" target="_blank">esta</a> rúbrica que he creado de manera específica para valorar todas las fases del proceso para crear la presentación y el video para poder compartirlo a la comunidad eductiva a través del <a href="http://angelzapataei.blogspot.com.es/" target="_blank">blog de Educación Infantil</a>.</div>
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Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com1tag:blogger.com,1999:blog-2914621221071582212.post-1278094441212029552016-04-19T18:22:00.001+02:002016-04-30T19:33:04.695+02:00El huerto escolar ecológico en Educación Infantil. Integración con el modelo Flipped-classroom<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: "georgia" , "times new roman" , serif;">Para seguir integrando las TIC en la práctica docente de Educación Infantil, y con la intención de introducir el <i><a href="http://www.theflippedclassroom.es/what-is-innovacion-educativa/" target="_blank">modelo flipped-classrom</a></i>, he creado este video como revisión de los principales conceptos y evaluación de lo comprendido a lo largo del proyecto "El huerto escolar ecológico" cuyas finalidades son:</span></div>
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<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">• Despertar el sentido de la responsabilidad de todos respecto al medio ambiente. </span></span></div>
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<b id="docs-internal-guid-046e2189-3098-404c-aca0-44c88d12751c" style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
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<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">• Relacionar huerto ecológico y alimentación saludable. </span></span></div>
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<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
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<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">•Aproximar al alumnado a la observación y experimentación de la naturaleza partiendo del trabajo en el huerto.</span></span></div>
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<b style="font-weight: normal;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></b></div>
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<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">• Valorar la importancia del medio natural y de su calidad para la vida humana.</span></span></div>
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<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "georgia" , "times new roman" , serif;">• Observar los cambios y modificaciones a que están sometidos los elementos del entorno.</span></span></div>
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Este es el video enriquecido con preguntas destinadas a alumnos de Educación Infantil que he planteado de manera que puedan ser destinadas a los tres niveles, teniendo en cuenta que se pueden hacer matizaciones para adaptarlas a las carácterísticas específicas de la edad.</div>
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<iframe frameborder="0" height="497" scrolling="no" src="https://www.playposit.com/public/208018/409620/" width="668"></iframe>Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-52833381094863546292016-04-05T18:51:00.000+02:002016-04-06T10:57:54.182+02:00Rediseñando actividades según los objetivos. Taxomomía de BloomLa taxonomía de Bloom es jerárquica, esto significa que asume que el aprendizaje a niveles superiores depende de la adquisición del conocimiento y habilidades de ciertos niveles inferiores. Al mismo tiempo, muestra una visión global del proceso educativo.<br />
Las tres <b>dimensiones</b> en la taxonomía de objetivos de la educación propuesta por <a href="https://es.wikipedia.org/wiki/Benjamin_Bloom">Benjamin Bloom</a> son las siguentes:<br />
<a href="https://es.wikipedia.org/wiki/Taxonom%C3%ADa_de_objetivos_de_la_educaci%C3%B3n#Dimensi.C3.B3n_afectiva">Dimensión afectiva</a>.<br />
<a href="https://es.wikipedia.org/wiki/Taxonom%C3%ADa_de_objetivos_de_la_educaci%C3%B3n#Dimensi.C3.B3n_psicomotora">Dimensión psicomotora</a><br />
<a href="https://es.wikipedia.org/wiki/Taxonom%C3%ADa_de_objetivos_de_la_educaci%C3%B3n#Dimensi.C3.B3n_cognitiva">Dimensión cognitiva</a><br />
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Los seis <b>niveles </b>en la taxonomía propuesta por Benjamín Bloom y colaboradores en orden ascendente son los siguientes:</div>
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<b>Conocer</b></div>
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<a href="http://www.theflippedclassroom.es/wp-content/uploads/2015/08/bloom_owl.001.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" src="http://www.theflippedclassroom.es/wp-content/uploads/2015/08/bloom_owl.001.jpg" height="640" title="" width="237" /></a>Muestra el recuerdo de materiales previamente aprendidos por medio de hechos evocables, términos, conceptos básicos y respuestas<br />
Conocimiento de terminología o hechos específicos<br />
Conocimiento de los modos y medios para tratar con convenciones, tendencias y secuencias específicas, clasificaciones y categorías, criterios, metodología.<br />
Conocimiento de los universales y abstracciones en un campo: principios y generalizaciones, teorías y estructuras</div>
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<b>Comprender</b></div>
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Entendimiento demostrativo de hechos e ideas por medio de la organización, la comparación, la traducción, la interpretación, las descripciones.<br />
Traducción<br />
Interpretación<br />
Extrapolación</div>
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<b>Aplicar</b></div>
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Uso de conocimiento nuevo. Resolver problemas en nuevas situaciones aplicando el conocimiento adquirido, hechos, técnicas y reglas en un modo diferente.</div>
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<b>Analizar</b></div>
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Examen y discriminación de la información identificando motivos o causas. Hacer inferencias y encontrar evidencia para fundamentar generalizaciones.<br />
Análisis de los elementos.<br />
Análisis de las relaciones.<br />
Análisis de los principios de organización.</div>
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<b>Evaluar</b></div>
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Presentación y defensa de opiniones juzgando la información, la validez de ideas o la calidad de una obra en relación con un conjunto de criterios.<br />
Juicios en términos de evidencia interna.<br />
Juicios en términos de criterios externos.</div>
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<b>Crear </b>(Síntesis)</div>
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Compilación de información de diferentes modos combinando elementos en un patrón nuevo o proponiendo soluciones alternativas<br />
Elaboración de comunicación unívoca.<br />
Elaboración de un plan o conjunto de operaciones propuestas.<br />
Derivación de un conjunto de relaciones abstractas.<br />
En<a href="http://padlet.com/formacionintef_flipped/8z51s9ggimqb/wish/103486788" target="_blank"> este</a> tablero Padlet del curso Flipped Classrom del<a href="http://educalab.es/intef" target="_blank"> INTEF,</a> he descrito una actividad habitual en un aula de Educación Infantil, <b>la narración de un cuento </b> y la he analizado según el modelo revisado de Bloom, ubicándola en un nivel concreto. Más adelante la <b>he rediseñado</b> para que suba al menos un nivel en la taxonomía. De manera que he añadido tareas que complementan a al misma con el fin de contribuya al desarrollo de habilidades cognitivas superiores a las que se se desarrollaban con anterioridad.<br />
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La gamificación abre las puertas a todo un mundo en el que usando el poder de la creatividad del que disponemos todos los docentes, se puede conseguir que nuestros alumnos aprendan con altos niveles de motivación, algo que con las metodología tradicionales está descendiendo a niveles mínimos. Poder conocer las experiencias y propuestas de aperndizaje de los participantes en el curso a través de las actividades colaborativas ayuda a tomar conciencia de las infinitas posibilidades didácticas de estos modelos pedagógicos.<br /><br /><span style="color: #3d85c6;">Fuentes consultadas:</span><br />
<span style="color: #3d85c6;">Wikipedia</span><br />
<span style="color: #3d85c6;">Documentación del curso <i>Dale la vuelta a tu clase (Flipped Classroom)</i></span></div>
Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-38331674155807886712016-03-31T13:30:00.000+02:002016-03-31T13:42:09.547+02:00¿Qué piensan mis compañeros sobre el modelo Flipped-Classroom?<div class="separator" style="clear: both; text-align: center;">
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<a href="https://4.bp.blogspot.com/-WCz77yOz4m8/Vvz9x6kjLyI/AAAAAAABQrk/XymWi-hgT4QGfoF_jL2JanLzStLZ24VfQ/s1600/viewform1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="225" src="https://4.bp.blogspot.com/-WCz77yOz4m8/Vvz9x6kjLyI/AAAAAAABQrk/XymWi-hgT4QGfoF_jL2JanLzStLZ24VfQ/s400/viewform1.jpg" style="cursor: move;" width="400" /></a><span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; line-height: 16.003px; text-align: left;">El <a href="http://conxiarlandis.blogspot.com.es/2016/03/introduccion-del-modelo-pedagogico.html" target="_blank">modelo pedagógico </a></span><em style="background-color: white; font-family: 'Open Sans', sans-serif; font-size: 13px; line-height: 16.003px; text-align: left;"><a href="http://conxiarlandis.blogspot.com.es/2016/03/introduccion-del-modelo-pedagogico.html" target="_blank">Flipped Classroom</a></em><span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; line-height: 16.003px; text-align: left;"> es bastante desconocido para la comunidad docente. Para tener una idea más concreta de los conocimientos en mi entorno particular, he realizado este sondeo informal entre mis compañeros sobre este tema: qué saben sobre la metodología, si han realizado alguna práctica relacionada, cómo trabajan las tareas de casa y de aula, son las principales cuestiones que he planteado en un formulario a 18 de mis compañeros durante la primera quincena del mes de marzo de 2016. </span></div>
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<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; line-height: 16.003px; text-align: left;">Todos los encuestados son docentes en activo en el Centro público de <i>Educación Infantil y Primaria Ángel Zapata</i> de Torreagüera, población limítrofe al municipio de Murcia. </span></div>
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<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; line-height: 16.003px; text-align: left;">Estos son los resultados:</span></div>
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<a href="https://1.bp.blogspot.com/-XwzcHCkAW0U/Vvz9x65A1sI/AAAAAAABQrs/mTF7tsYTEG8KcFOVvMQ97EW8TLVnUVDZw/s1600/viewform2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="340" src="https://1.bp.blogspot.com/-XwzcHCkAW0U/Vvz9x65A1sI/AAAAAAABQrs/mTF7tsYTEG8KcFOVvMQ97EW8TLVnUVDZw/s640/viewform2.jpg" width="640" /></a></div>
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<a href="https://1.bp.blogspot.com/-32N3BBuJpS0/Vvz9x3BXHQI/AAAAAAABQro/yHQQdGYiUI4uRBB42QR0CDzZIgHLRy9ww/s1600/viewform3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="337" src="https://1.bp.blogspot.com/-32N3BBuJpS0/Vvz9x3BXHQI/AAAAAAABQro/yHQQdGYiUI4uRBB42QR0CDzZIgHLRy9ww/s640/viewform3.jpg" width="640" /></a></div>
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<a href="https://2.bp.blogspot.com/-VsxqrUjYewc/Vvz9yNgCRQI/AAAAAAABQrw/Xu_AQ8wdIjc64yMZDv6EYgDsc-Iiea4hg/s1600/viewform4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="252" src="https://2.bp.blogspot.com/-VsxqrUjYewc/Vvz9yNgCRQI/AAAAAAABQrw/Xu_AQ8wdIjc64yMZDv6EYgDsc-Iiea4hg/s640/viewform4.jpg" width="640" /></a></div>
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<a href="https://3.bp.blogspot.com/-AHULINnjdP0/Vvz9yQB1ncI/AAAAAAABQr0/hmXVAP9efi8CBeqibhD23ZxpSNwl0M9pw/s1600/viewform5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="537" src="https://3.bp.blogspot.com/-AHULINnjdP0/Vvz9yQB1ncI/AAAAAAABQr0/hmXVAP9efi8CBeqibhD23ZxpSNwl0M9pw/s640/viewform5.jpg" width="640" /></a></div>
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<a href="https://1.bp.blogspot.com/-22FCLmc_x-E/Vvz9yUefkEI/AAAAAAABQr4/tPLA20XOz-clsfn2J1uyxy2XlBy5sd-2w/s1600/viewform6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="276" src="https://1.bp.blogspot.com/-22FCLmc_x-E/Vvz9yUefkEI/AAAAAAABQr4/tPLA20XOz-clsfn2J1uyxy2XlBy5sd-2w/s640/viewform6.jpg" width="640" /></a></div>
A modo de conclusión, muchos de mis compañeros tienen una idea bastante cercana de las características de este modelo pedagógico:<br />
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<li>Sólo uno de los encuestados manda para casa los <b>ejercicios del libro, relacionados con la explicación del tema, </b>el resto manda como deberes otro tipo de actividades, recogidas en el item 5.</li>
<li>El 82,4% (14 de los 18 encuestados) piensa que<b> involucra a las familias desde el inicio del proceso de aprendizaje, </b>lo cual tiene mucho sentido por trabajar con alumnos de las primeras etapas de escolarización.</li>
<li>También un porcentaje elevado (64,7%, 11 de los 17 encuestados) piensan que las <b>TIC</b> forman parte de este modelo, que <b> los alumnos tienen un </b><b>papel activo </b>en el proceso de enseñanza-aprendizaje y que contribuye al <b>desarrollo de varias competencias</b>.</li>
<li>Por último, 10 de los 17 entrevistados (el 58,85 %) piensan que el modelo <b>permite a los docentes dedicar más tiempo a la atención a la diversidad</b>.</li>
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<br />Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-91337695331107383142016-03-30T12:48:00.001+02:002016-04-01T20:56:50.226+02:00Punto de partida para el Aprendizaje Basado en Proyectos. La pregunta.El <b> Aprendizaje basado en Proyectos</b> ( ABP) es un excelente método para centrar el <b>aprendizaje activo, </b>situa al<b> </b> al alumno en el centro del aprendizaje y la tecnología juega un papel de apoyo en ese proceso, por lo que es ampliamente recomendable en las etapas de Educación Infantil y Primaria. Por ello, en el curso de formación para profesores <i><a href="http://educalab.es/intef" target="_blank"> Dale la vuelta a tu clase (Flipped Classroom) del INTEF </a></i>estamos siguiendo su estructura como punto de partida para acercarnos al diseño de un proyecto <b>Flipped</b>.<br />
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Dada la riqueza de las aportaciones de los docentes que participamos en el mismo, recomiendo este tablero que recoge las diferentes aportaciones individuales.<br />
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<a href="http://padlet.com/" style="color: #41555f; text-decoration: none;">Created with Padlet<img src="http://padlet.com/favicon.ico" style="border: none; height: 16px; margin: 0 0 0 10px; padding: 0; width: 16px;" valign="middle" /></a></div>
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Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-74748185631398404232016-03-29T14:27:00.000+02:002016-03-30T11:48:22.108+02:00Doce claves de la innovación educativa<div class="separator" style="clear: both; text-align: justify;">
<span style="text-align: start;">Estas son las doce claves de la innovación educativa que se desarrollan en la publicación <a href="http://www.fundaciontelefonica.com/educacion_innovacion/prepara-escuela-sociedad-digital/descarga-la-publicacion/" target="_blank">‘Prepara tu Escuela para la Sociedad Digital. Claves para sumarse al cambio'.</a></span></div>
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<a href="https://3.bp.blogspot.com/-uzphDl6ncSs/Vvpx8wtvJrI/AAAAAAABQhc/BVPrVw8eov0GOc857QnO1p3pcW07qbQcg/s1600/POSTER_trasera-page-001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://3.bp.blogspot.com/-uzphDl6ncSs/Vvpx8wtvJrI/AAAAAAABQhc/BVPrVw8eov0GOc857QnO1p3pcW07qbQcg/s640/POSTER_trasera-page-001.jpg" width="448" /></a></div>
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<span style="text-align: start;">Los grandes retos que la Sociedad Digital en el sistema educativo cuentan con el</span> papel de la tecnología como catalizadora de la innovación en las aulas.</div>
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Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-13369612680766818652016-03-14T16:42:00.001+01:002016-03-14T16:42:45.284+01:00Introducción del modelo pedagógico Flipped-Classrom <span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;">Para hacer llegar el Flipped Classroom (FC) a mi equipo docente y darles a conocer este modelo pedagógico, les diría que </span><b style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;">transfiere</b><span style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;"> el trabajo de </span><b style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;">determinados procesos de aprendizaje fuera del aula</b><span style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;"> y utiliza e</span><b style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;">l tiempo de clase</b><span style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;">, junto con la experiencia del docente, </span><b style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;">para facilitar y potenciar otros procesos de adquisición y práctica de conocimientos dentro del aula. </b></span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">De manera que cuando</span> los <span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">utilizamos</span> contenidos “en línea”, </span><b style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;">el tiempo de clase se libera para que se pueda </b><b style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;">facilitar la participación de los <span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">alumnos</span></b><span style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;"> en el aprendizaje activo a través de </span><b style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;"> actividades aplicadas</b><span style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;"> que fomentan la </span><b style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;">exploración</b><span style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;">, la<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"> <b>investigación</b></span></span><span style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;"> y </span><b style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;">aplicación</b><span style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;"> de ideas<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">. </span> <span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">A</span>l fin y al cabo, n</span><span style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;">uestros alumnos ya viven sus vidas en una combinación de espacios digitales y reales.</span></span><br />
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<span style="background-color: white; color: #333333; font-family: "arial" , "verdana" , "helvetica" , sans-serif; font-size: 13.12px; line-height: 19.68px;"> Ya no es la entrega de contenido <b>el foco de la clase</b>, ni es la principal responsabilidad del profesor la difusión del conocimiento. Al contrario, los maestros asumen el papel de un<b> facilitador del aprendizaje</b>. Ellos son capaces de trabajar con los estudiantes en <b>grupos pequeños </b>y tienen más interacciones uno a uno</span><br />
<span style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span></span>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;">En el </span><a href="http://www.flippedlearning.org/cms/lib07/VA01923112/Centricity/Domain/46/FLIP_handout_FNL_Web.pdf" rel="nofollow" style="background-color: white; color: #0055a6; font-size: 13.12px; line-height: 19.68px; text-decoration: none;" target="_blank">último número</a><span style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;"> de The Flipped Learning Network se detalla una definición concreta del Flipped Learning:</span><span style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;"> </span></span><br />
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="background-color: white; color: #333333; font-size: 13.12px; line-height: 19.68px;"> <span style="font-size: small;"> “El Flipped Learning es un enfoque pedagógico en el que <b>la instrucción</b> directa se mueve desde el e<b>spacio de aprendizaje colectivo</b> <b>hacia el </b>espacio de aprendizaje <b>individual</b>, y el espacio resultante se transforma en un<b> ambiente de aprendizaje dinámico e interactivo</b> en el que el educador guía a los estudiantes a medida que se aplican los conceptos y puede <b>participar creativamente</b> en la materia“.</span></span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /><span style="font-size: small;">Los cuatro Pilares del FC son los siguientes:<br /><br /><b>Entorno flexible</b><br />Los educadores crean espacios adaptables donde los alumnos eligen cuándo y dónde aprenden. Además, los educadores que invierten sus clases, son flexibles en sus expectativas en los tiempos de aprendizaje y en la evaluación de los estudiantes.<br /><br /><b>Cultura de aprendizaje</b><br />El modelo de aprendizaje Flipped cambia deliberadamente la instrucción hacia un enfoque centrado en el alumno, que participa activamente en la construcción del conocimiento.<br /><br /><b>Contenido intencional</b><br />Los educadores piensan continuamente sobre cómo pueden utilizar el modelo FL para ayudar a los estudiantes a desarrollar la comprensión conceptual y la fluidez de procedimiento.<br /><br /><b>Educador Profesional</b><br />Los educadores profesionales observan continuamente sus alumnos, proporcionándoles retroalimentación relevante en cada momento así como evaluación de su trabajo. Los educadores profesionales son reflexivos en su práctica, interactúan entre sí para mejorar la calidad de su docencia, aceptan la crítica constructiva y toleran el “caos controlado en sus aulas”</span></span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Los </span><b style="font-family: 'helvetica neue', arial, helvetica, sans-serif;">principales beneficios</b><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"> que le conceden un caracter innovador, son los siguientes:</span></span><br />
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<li style="list-style-image: url("my_list.gif"); list-style-position: outside; margin-bottom: 0.2em; width: auto;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: small;">Permite a los docentes <b>dedicar más tiempo a la atención a la diversidad.</b></span></li>
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<li style="list-style-image: url("my_list.gif"); list-style-position: outside; margin-bottom: 0.2em; width: auto;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: small;">Es una oportunidad para que el <b>profesorado pueda compartir información y conocimiento</b> entre sí, con el alumnado, las familias y la comunidad.</span></li>
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<li style="list-style-image: url("my_list.gif"); list-style-position: outside; margin-bottom: 0.2em; width: auto;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: small;">Proporciona al alumnado la<b> posibilidad de volver a acceder a los mejores contenidos generados o facilitados por sus profesores.</b></span></li>
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<li style="list-style-image: url("my_list.gif"); list-style-position: outside; margin-bottom: 0.2em; width: auto;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: small;">Crea un <b>ambiente de aprendizaje colaborativo</b> en el aula.</span></li>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;">Basado en los contenidos dle curso </span> <span style="background-color: white; font-size: xx-small; text-align: center;">INTEF_2016_Edición marzo 2016</span></span>
Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0tag:blogger.com,1999:blog-2914621221071582212.post-25695948764707731152016-03-12T20:09:00.001+01:002016-03-12T21:13:25.567+01:00Competencia metodológica del profesorado: Flipped Classrom para atender a la diversidad.<span style="color: #383838; font-size: 16px; line-height: 18px; text-align: justify;">En la entrevista a<i> </i></span><span style="border: 0px; color: #383838; font-size: 16px; line-height: 1; margin: 0px; padding: 0px; vertical-align: baseline;"><i><a href="http://theflippedclassroom.es/raulsantiago/" target="_blank">Raúl Santiago</a> (</i></span><a href="https://twitter.com/santiagoraul?lang=es" target="_blank">@santiagoraul</a>)<span style="color: #383838; font-size: 16px; line-height: 18px; text-align: justify;">, </span><span style="color: #383838; font-size: 16px; line-height: 18px; text-align: justify;">en el monográfico sobre Flipped Classroom que ha publicado la revista </span><span style="border: 0px; color: #383838; font-size: 16px; line-height: 1; margin: 0px; padding: 0px; vertical-align: baseline;"><i>Comunicación & Pedagogía</i></span><span style="color: #383838; font-size: 16px; line-height: 18px; text-align: justify;"> expone que no debería ser importante "enfocarse en la competencia digital del profesorado, sino en la competencia metodológica.<b> Cualquier cambio, cualquier innovación en el aula va a obligar a que el profesor cambie su forma de trabajar. Lo que todos conocemos como salir de la zona de confort".</b></span><br />
<span style="color: #383838; font-size: 16px; line-height: 18px; text-align: justify;">Pues bien, para salir de la zona de confort, los docentes debemos actualizar nuestra formación de manera constante para conocer nuevos modelos metodologicos que pueden servir para atender la diversidad del alumnado, y conseguir que crezcan los niveles de motivación necesarios para que se produzcan los aprendizajes de nuestros alumnos, y crecer como docentes.</span><br />
<span style="color: #383838; font-size: 16px; line-height: 18px; text-align: justify;">En este poscast describo los beneficios del modelo Flipped Classrom.</span><br />
<span style="color: #383838; font-size: 16px; line-height: 18px; text-align: justify;"><br /></span>
<iframe frameborder="no" height="450" scrolling="no" src="https://w.soundcloud.com/player/?url=https%3A//api.soundcloud.com/tracks/250664439&auto_play=false&hide_related=false&show_comments=true&show_user=true&show_reposts=false&visual=true" width="100%"></iframe>Conxi Arlandis Cataláhttp://www.blogger.com/profile/06612480321129958755noreply@blogger.com0