tag:blogger.com,1999:blog-65502992547108466362024-03-13T16:39:07.895-07:00Blog de Cursos Mooc Juana @juanajmhttp://www.blogger.com/profile/01508354132474588016noreply@blogger.comBlogger19125tag:blogger.com,1999:blog-6550299254710846636.post-4274686110243940322015-10-21T11:09:00.002-07:002015-10-21T11:09:18.709-07:00REFLEXIONES FINALES<!--[if gte mso 9]><xml>
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<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-size: 14.0pt; line-height: 115%;">He<span style="mso-spacerun: yes;">
</span>realizado varios Mooc y me atrevería<span style="mso-spacerun: yes;">
</span>a decir que este, es el que más me ha gustado y cubierto mis
expectativas, a la pregunta ¿Qué has aprendido? Muchas cosas, a veces diseñamos
actividades para nuestros estudiantes y no nos damos cuenta que están inmersas
las áreas de la competencia digital y no se hace énfasis en cada una de<span style="mso-spacerun: yes;"> </span>ellas de forma directa y lo digo por mi
experiencia a la hora de preparar la e-actividad me sorprendí de cómo a veces pasamos
por alto cosas que están inmersas en nuestra actividad pedagógica y que se
deben aprovechar al máximo.</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>Por otro lado cada vez que hacemos la
autoevaluación y evaluamos a nuestros compañeros nos enriquecemos con cada uno
de los aportes. Otro aspecto superpositivo que me gusto en este Mooc es la
interacción de los miembros del equipo Mooc por hacerse presente al dar su
opinión sobre nuestras actividades y en muchas ocasiones dar palabras de
aliento para que continuáramos en el Mooc, gracias y felicitaciones.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-size: 14.0pt; line-height: 115%;">En cuanto a los aspectos a mejorar
considero que la duración de cada unidad debe ser mayor ya que por lo general
los participantes en su gran mayoría trabaja y el tiempo se convierte en una
limitante, ya que a veces solo nos detenemos a ver las actividades que nos
corresponde a evaluar o una que otra que nos llama la atención y lo ideal sería
aprovechar al máximo todos los aportes de cada uno de los compañeros. Y además
que las fechas de cierre sean lunes, lo que da la posibilidad de los fines de
semana ponerse al día. También sería bueno que sacaran una lista con los
enlaces de todos los blogs participantes en el Mooc para tener acceso a ellos,
no sé si existe en la plataforma procomún, pero en realidad no la vi.</span></div>
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<span style="font-size: 14.0pt; line-height: 115%;">Para finalizar gracias<span style="mso-spacerun: yes;"> </span>a los encargados del Mooc y a cada uno de los
participantes por sus valiosos aportes, ya que cada actividad nos abrió un
inmenso abanico de herramientas, ideas y sugerencias para nuestra labor
docente.</span></div>
Juana @juanajmhttp://www.blogger.com/profile/01508354132474588016noreply@blogger.com0tag:blogger.com,1999:blog-6550299254710846636.post-8149213078306625552015-10-21T08:38:00.002-07:002015-10-21T08:38:43.533-07:00SEMANA 5: RUBRICABuenos dias a continuación presento la rúbrica para evaluar "El aprendizaje a través del microblogging twitter"<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
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<br />Juana @juanajmhttp://www.blogger.com/profile/01508354132474588016noreply@blogger.com0tag:blogger.com,1999:blog-6550299254710846636.post-5294887580478215842015-10-18T11:18:00.004-07:002015-10-18T11:21:43.705-07:00DISEÑO DE ACTIVIDAD O SECUENCIA DE ACTIVIDADES PARA EL DESARROLLO DE LA COMPETENCIA DIGITAL<!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;">Título:</span></b><span style="font-size: 12.0pt; line-height: 115%;"> Aprendizaje a través del
microblogging twitter</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;">Materias</span></b><span style="font-size: 12.0pt; line-height: 115%;">: Informática <span style="mso-spacerun: yes;"> </span>- <span style="mso-spacerun: yes;"> </span>Castellano y Literatura<br />
<b style="mso-bidi-font-weight: normal;">Nivel:</b> Cuarto año de bachillerato<br />
<b style="mso-bidi-font-weight: normal;">Edad:</b> 14-15 años.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;">Justificación: </span></b><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Arial;">este
proyecto se</span><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;"> enmarca en el uso de twitter con un fin
educativo, promueve el uso adecuado de las redes sociales, a través de la
discusión del tema de ciudadanía digital, por consiguiente se desarrolla la competencia
digital. Además promueve el uso de las tics integrándolas con otras disciplinas
en este caso con Castellano y literatura y como cierre de la actividad deben
crear la historia digital del proyecto en storify.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Propuestas innovadoras incluidas:</span></b></div>
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<li><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Trabajo interdisciplinar</span></li>
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<li><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Creación de contenidos por parte de los
estudiantes</span></li>
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<li><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Aprendizaje por proyectos</span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;"> </span></b></li>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Objetivos:</span></b>
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<li><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Promover el uso de twitter con fines educativos</span></li>
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<li><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Promover el uso adecuado de las redes sociales</span></li>
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<li><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Integrar el uso de las tics con otras
disciplinas.</span></li>
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<li><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Promover la ortografía y la buena redacción.</span></li>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Áreas de la Competencia Digital a
desarrollar:</span></b></div>
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<span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Información:</span></b><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;"> los estudiantes deben buscar en internet información sobre los
aspectos de ciudadanía digital que la docente de informática publique en
twitter, además debe analizar la información suministrada por la docente de
Castellano sobre Las cartas de Manuelita a Simón Bolívar.</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Comunicación</span></b><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">: los estudiantes se comunican en entornos digitales específicamente en
twitter, interaccionan con sus compañeros y docentes por el microblogging.</span><span style="font-size: 10.5pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;"> </span><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">y además deben </span><span style="font-size: 10.5pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">respetar las normas de conducta en
interacciones en línea o virtuales,</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Creación de contenido</span></b><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">: los estudiantes cada vez que publican un tweet
para dar respuesta a sus docentes está creando contenido. Y además al finalizar
el proyecto debe crear una historia digital del proyecto en Storyfi, donde
deben </span><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">saber
aplicar los derechos de propiedad intelectual y las licencias de uso.</span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Seguridad</span></b><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">:
al momento de configurar su cuenta de twitter los estudiantes deben tomar las
previsiones necesarias en cuanto a privacidad y seguridad, protección de la
identidad digital.</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Resolución de problemas:</span></b><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;"> los estudiantes deben dar respuestas a todos os
tweet publicados por las docentes de manera crítica y reflexiva <span style="mso-spacerun: yes;"> </span>y además usar la herramienta storyfi de manera
creativa para la creación de la historia digital del proyecto.</span></div>
<br />
<div class="MsoListParagraphCxSpLast" style="mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Contenidos:</span></b>
</div>
<br />
<ul>
<li><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Ciudadanía Digital</span></li>
</ul>
<ul>
<li><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Géneros literarios</span></li>
</ul>
<ul>
<li><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Movimientos literarios</span></li>
</ul>
<ul>
<li><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Cartas de Manuelita a Simón</span></li>
</ul>
<br />
<div class="MsoNormalCxSpFirst" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Metodología:</span></b></div>
<div class="MsoNormalCxSpLast" style="text-align: justify;">
<br /></div>
<br />
<ul>
<li><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Creación de cuenta de correo y cuenta de
twitter<span style="mso-spacerun: yes;"> </span>de uso exclusivo para el
proyecto.</span></li>
</ul>
<ul>
<li><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Seguir a las docentes involucradas en el
proyecto y a los compañeros</span></li>
</ul>
<ul>
<li><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Los estudiantes deben deben de responder<span style="mso-spacerun: yes;"> </span>las interrogantes planteadas por las docente
sobre las temáticas ciudadanía digital y sobre géneros literarios, movimientos
literarios<span style="mso-spacerun: yes;"> </span>y<span style="mso-spacerun: yes;"> </span>Las cartas de Manuelita a Simón Bolívar.</span></li>
</ul>
<ul>
<li><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Los estudiantes </span><span style="font-size: 12.0pt; line-height: 115%;">tienen la tarea de crear una historia multimedia, </span><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">las </span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri;">historias
multimedia consisten en combinar narrativas y contenido digital, incluyendo
imágenes, sonido y video, con el objeto de crear</span><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;"> </span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri;">historias mediante aquellas noticias e
informaciones que aparecen en otras herramientas como Twitter, Facebook, YouTube
entre otros.</span></li>
<li><span style="font-size: 12.0pt; line-height: 115%;">La historia multimedia que realizarán debe resumir todo
el proyecto, es decir, deben narrar desde el momento que la docente les informo
sobre el proyecto hasta</span> cada una de sus participaciones (publicación de
tweet, respuesta a tweets, retweets, favoritos, entre otros). Incluir videos de
las temáticas trabajadas.</li>
<li>Los estudiantes deben compartir su historia por twitter </li>
</ul>
<br />
<div class="MsoNormal" style="margin-left: 18.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Aplicaciones
a utilizar:</span></b></div>
<ul>
<li><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Servidor de correo gmail</span></li>
</ul>
<ul>
<li><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Microbloggin Twitter</span></li>
</ul>
<ul>
<li><span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">Aplicación Web Storyfi.</span></li>
</ul>
<div class="MsoNormalCxSpFirst">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;"><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;">20Fotografías20Errores:
Promoviendo la ortografía y la buena redacción a través de Instagram</span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;"><br /></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;">Nivel: </span></b><span style="font-size: 12.0pt; line-height: 115%;">Educación Media General
(Bachillerato)</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;">Año:</span></b><span style="font-size: 12.0pt; line-height: 115%;"> 3er año</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;">Edad:</span></b><span style="font-size: 12.0pt; line-height: 115%;"> 14-15 años.</span><br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;">Descricpión:</span></b></div>
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<span style="font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Los
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errores ortográficos y fotografiarlos con su celular, luego editaran las
fotografías para mejorar su calidad. La siguiente tarea<span style="mso-spacerun: yes;"> </span>consiste en publicar en Instagram cada una de
las fotografías editadas y redactar las correcciones ortográficas
correspondientes con el hastang #20FOTOGRAFIAS20ERRORES. Además las fotografías
deben almacenarlas y geo localizarlas en Panoramio. Para finalizar deberán
crear una presentación en Powtoon que publicaran en YouTube con las
20fotografias20errores, donde deben incluir su reflexión sobre lo prudente o no
de utilizar errores ortográficos como estrategia publicitaria. <span style="mso-spacerun: yes;"> </span></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;">Información:</span></b></div>
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<span style="font-size: 12.0pt; line-height: 150%;">Los estudiantes buscaran
20 carteles o avisos publicitarios con errores ortográficos y <span style="mso-spacerun: yes;"> </span>usaran la cámara fotográfica de su celular
para fotografiarlos, luego las<span style="mso-spacerun: yes;">
</span>almacenaran en Panoramio (deben registrase previamente) y las geo
localizaran. Desarrolla esta área ya que están g</span><span style="font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">estionando y almacenando <span style="mso-spacerun: yes;"> </span>información (en este caso fotografías) <span style="mso-spacerun: yes;"> </span>para su recuperación y uso posterior.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;">Creación de Contenidos:</span></b></div>
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<span style="font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Los
estudiantes deben editar las fotografías para mejorar la calidad de las
imágenes, además publicaran en Instagram cada una de las fotografías con sus
correcciones ortográficas y crearan una presentación en Powtoon y la publicaran
en Youtube. Las actividades desarrollan<span style="mso-spacerun: yes;">
</span>el área creación de contenido ya que </span><span style="font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">crean<span style="mso-spacerun: yes;"> </span>y
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Instagram y en YouTube</span><span style="font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%;">Seguridad:</span></b></div>
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<span style="font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Los
estudiantes deben configurar los niveles de seguridad en Instagram. Están
desarrollando el área de seguridad ya que al configurar los niveles de
seguridad de su cuenta están p</span><span style="font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">rotegiendo sus datos personales, su identidad digital y haciendo un
uso responsable y seguro de las tics.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Comunicación:</span></b></div>
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<span style="font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-tab-count: 1;"> </span>Los estudiantes durante el
desarrollo de la actividad deben publicar en Instagram cada una de las fotografías
realizadas con su corrección y además opinar sobre las publicaciones de su docente
y compañeros. Al tener las 20 fotos diseñaran una presentación en la aplicación
web Powtoon para luego publicarlo en su canal de YouTube. A través de las
actividades señaladas se desarrolla el área de comunicación ya que los
estudiantes deben interactuar a través de medios digitales y además comparten
información y contenidos.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Resolución de Problemas:</span></b></div>
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<span style="font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Los
estudiantes durante la elaboración de su presentación en Powtoon deben analizar
y reflexionar sobre el grado de responsabilidad y lo adecuado de usar errores ortográficos
como estrategia publicitaria y cuáles son los posibles efectos que esto puede
acarrear en los niños y adolescentes. Se desarrolla el área ya que se resuelve </span><span style="font-size: 10.5pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>problemas conceptuales a través de medios
digitales (en este caso el uso de errores ortográficos como estrategia
publicitaria), usando las tecnologías de forma creativa.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZ8PQ3lpSpDeuIQxpE75dLX7AmK_qK6vwHM2q3FML3Qp01GO4kfzDQ2R8z4CW6rySceCuj93F7e6avGXu7Qw9ulcta2bkOW6n0N6M_6Bbwd1KrmTG1q-JNoX-0OOQ1_1etfXtF_cd9bvQo/s1600/E-ACTIVIDAD.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZ8PQ3lpSpDeuIQxpE75dLX7AmK_qK6vwHM2q3FML3Qp01GO4kfzDQ2R8z4CW6rySceCuj93F7e6avGXu7Qw9ulcta2bkOW6n0N6M_6Bbwd1KrmTG1q-JNoX-0OOQ1_1etfXtF_cd9bvQo/s1600/E-ACTIVIDAD.png" /></a></div>
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<br /></div>
Juana @juanajmhttp://www.blogger.com/profile/01508354132474588016noreply@blogger.com0tag:blogger.com,1999:blog-6550299254710846636.post-44226285380474015362015-10-12T07:36:00.002-07:002015-10-12T07:37:22.104-07:00SEMANA 3: INTERCAMBIAR EXPERIENCIAS PEDAGÓGICAS CON TIC<!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;">EXPERIENCIAS PEDAGOGICAS CON TIC</span></b></div>
<div class="MsoNormal">
<span style="font-size: 12.0pt; line-height: 115%;"> A continuación presento tres experiencias pedagógicas con Tic</span></div>
<div class="MsoNormal">
<span style="font-size: 12.0pt; line-height: 115%;">Tomado de
Ineverycrea:</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;">CINCO RECOMENDACIONES BÁSICAS PARA
APROVECHAR LA TECNOLOGÍA EN FAVOR DE LA EDUCACIÓN.</span></b></div>
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<span style="font-size: 12.0pt; line-height: 115%;"><a href="http://ineverycrea.net/comunidad/ineverycrea/recurso/5-recomendaciones-basicas-para-aprovechar-la-tecno/de30930b-aaec-4e1a-995a-bcbe35f477ef">http://ineverycrea.net/comunidad/ineverycrea/recurso/5-recomendaciones-basicas-para-aprovechar-la-tecno/de30930b-aaec-4e1a-995a-bcbe35f477ef</a></span></div>
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<br /></div>
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;">PROYECTO UN MUNDO DE JUEGOS.</span></b></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Entre sus objetivos se destacan:</span></div>
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conocimiento entre los pueblos, a través de la comunicación y el
intercambio de información.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Comprender la utilidad de las herramientas informáticas y los recursos
de la Web 2.0 y utilizarlos responsablemente, no sólo como fuentes de
información, sino como generadores de espacios de creación y colaboración,
para socializar y construir conocimiento en forma colectiva.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Experimentar una forma de trabajo colaborativo con alumnos de otras
escuelas, valorando sus aportes y respetando las propuestas y opiniones
ajenas.</span></li>
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<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 35.4pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La propuesta
ha sido diseñada para <span style="mso-bidi-font-weight: bold;">estudiantes de
todos los niveles educativos y además, para docentes en formación</span>,
quienes desarrollarán diversas actividades.</span></div>
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<span style="font-size: 12.0pt; line-height: 115%;"><a href="http://ineverycrea.net/comunidad/ineverycrea/recurso/proyecto-un-mundo-de-juegos/2d939375-9978-4326-af50-62515018b9f2">http://ineverycrea.net/comunidad/ineverycrea/recurso/proyecto-un-mundo-de-juegos/2d939375-9978-4326-af50-62515018b9f2</a></span></div>
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<span style="font-size: 12.0pt; line-height: 115%;">Blog central
del proyecto: <a href="http://proyectounmundodejuegos.blogspot.com.ar/">http://proyectounmundodejuegos.blogspot.com.ar/</a></span></div>
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<br /></div>
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</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;">SPELL UP: APRENDER INGLÉS DE FORMA
GAMIFICADA:</span></b></div>
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<span style="font-size: 12.0pt; line-height: 150%;">La idea de Spell Up es que practiques y/o aprendas
inglés deletreando palabras que se irán amontonando para formar una torre de
vocablos cada vez más alta (lo que implica también una dificultad creciente,
claro); si te equivocas, la torre caerá y tendrás que volver a empezar. </span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 18.0pt; mso-add-space: auto;">
<span style="font-size: 12.0pt; line-height: 115%;">https://spellup.withgoogle.com/</span></div>
Juana @juanajmhttp://www.blogger.com/profile/01508354132474588016noreply@blogger.com0tag:blogger.com,1999:blog-6550299254710846636.post-45089010636498021352015-10-10T16:33:00.002-07:002015-10-10T16:33:57.829-07:00SEMANA 2. ACTIVIDAD 2. DESCRIPTORESBuenas noches, hay un dicho que dice más vale tarde que nunca. Ya hay compañeros que van en la semana 4 pero sin embargo aquí les dejo la infografia correspondiente a la actividad de los descriptores de competencia digital.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJbc0JXnxS76vCWja0VrpzQ6r50rfsBoPM4VsqcL0wGGKs8ikzpNDpuQ_IFaruwl9ftDuz9z2IfwEqQAoQ-vn5sL0VBe-5gVY45-lMVPJhoST0aSJMeSVU4w0K3ETnyYac_YdC_xFeyXPe/s1600/DESCRIPTORES.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJbc0JXnxS76vCWja0VrpzQ6r50rfsBoPM4VsqcL0wGGKs8ikzpNDpuQ_IFaruwl9ftDuz9z2IfwEqQAoQ-vn5sL0VBe-5gVY45-lMVPJhoST0aSJMeSVU4w0K3ETnyYac_YdC_xFeyXPe/s320/DESCRIPTORES.png" width="152" /></a></div>
<br />Juana @juanajmhttp://www.blogger.com/profile/01508354132474588016noreply@blogger.com0tag:blogger.com,1999:blog-6550299254710846636.post-13304730689670163892015-09-27T12:16:00.001-07:002015-09-27T12:16:08.075-07:00SEMANA 2. ACTIVIDAD Nº 1. INFOGRAFÍABuenas tardes aquí les dejo la infografia realizada con la aplicación Picktochart sobre las áreas de la competencia digital. Espero que cumpla con los parametros establecidos.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd2b5FQQBUwPiaMKcFb9I8q1Rcllt76lWEGeB-zKbD0ctrQ5IbRIzqHgseedZ5m8r4DWbIhGlLZ8fus2P9_Fs8Re3xLjmfJzSmehOsxlKLHHTD2-2UWXNLH1jUTmGngCzrLnuuZyVPbwoq/s1600/AREAS+COMPETENCIA+DIGITAL.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd2b5FQQBUwPiaMKcFb9I8q1Rcllt76lWEGeB-zKbD0ctrQ5IbRIzqHgseedZ5m8r4DWbIhGlLZ8fus2P9_Fs8Re3xLjmfJzSmehOsxlKLHHTD2-2UWXNLH1jUTmGngCzrLnuuZyVPbwoq/s320/AREAS+COMPETENCIA+DIGITAL.png" width="177" /></a></div>
<br />Juana @juanajmhttp://www.blogger.com/profile/01508354132474588016noreply@blogger.com0tag:blogger.com,1999:blog-6550299254710846636.post-9353823867677050812015-09-19T14:20:00.002-07:002015-09-19T14:20:34.593-07:00¿Qué es ser ciudadano culto y autónomo en la sociedad digital?<!--[if gte mso 9]><xml>
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Ser ciudadano culto y autónomo implica muchos
aspectos tales como:</div>
<br />
<ul>
<li>Buscar información de manera eficaz</li>
<li>Aprender creando a partir de esa información</li>
<li>Saber comportarse en la red</li>
<li>Formar parte de la sociedad de la información y el conocimiento</li>
<li>Mejorar la calidad del aprendizaje a través de la tics</li>
<li>Ser crítico y reflexivo</li>
<li>Comunicarse de manera efectiva</li>
<li>Compartir y colaborar</li>
<li>Resolver problemas</li>
<li>Innovar</li>
<li>Aprender a través de la experiencia</li>
<li>Respetar los derechos de autor</li>
<li>Producir documentos en diferentes formatos</li>
<li>Ser cuidadosos y conscientes de la seguridad informática </li>
</ul>
<br />
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Para lograr esto es necesario que se forme a los estudiantes en competencia digital desde la escuela, así como se enseña a leer, a escribir, a realizar operaciones matemáticas, es necesario promover en ellos la competencia digital.</div>
<div class="MsoNormalCxSpFirst" style="text-align: center;">
<img alt="https://competenciadigitalyeticauned.files.wordpress.com/2013/05/cropped-icono3-nuevo-1.jpg" class="shrinkToFit" height="267" src="https://competenciadigitalyeticauned.files.wordpress.com/2013/05/cropped-icono3-nuevo-1.jpg" width="320" /> </div>
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Imagen: Competencia digital y ética recuperado en https://competenciadigitalyeticauned.wordpress.com/</div>
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<span style="mso-tab-count: 1;"> </span><span style="background: white; color: black; font-family: "Arial","sans-serif"; font-size: 9.5pt; line-height: 115%;"><br /></span></div>
Juana @juanajmhttp://www.blogger.com/profile/01508354132474588016noreply@blogger.com0tag:blogger.com,1999:blog-6550299254710846636.post-89759612196918840652015-09-19T13:52:00.002-07:002015-09-19T13:59:58.691-07:00PRESENTACIÓN <!--[if gte mso 9]><xml>
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<span style="font-size: small;">Soy Juana Jaramillo, docente venezolana con muchas ganas de aprender y compartir ideas y conocimientos con toda esta comunidad, una vez más me aventuro a realizar un Mooc una experiencia enriquecedora en mi labor de docente, siempre he considerado que como docente debo estar en constante aprendizaje y en un proceso permanente de investigación y por eso estoy aquí. La sociedad digital en estos momentos requiere ciudadanos aptos digitalmente y esta tarea es en parte responsabilidad de la educación ya que la familia también juega un papel fundamental. Espero de este curso obtener herramientas y habilidades que pueda transmitir a mis estudiantes para que sean verdaderos ciudadanos digitales aptos para vivir en la sociedad del conocimiento</span><br />
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Juana @juanajmhttp://www.blogger.com/profile/01508354132474588016noreply@blogger.com0tag:blogger.com,1999:blog-6550299254710846636.post-33565632140553051662014-03-04T06:19:00.000-08:002014-03-04T06:19:07.727-08:00CONCLUSIONES DEL PROYECTO<!--[if gte mso 9]><xml>
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<div class="MsoNormal" style="text-align: justify;">
En la Unidad IV se nos propuso un
reto que consistía en la creación de una comunidad en Google+ o participar en
una comunidad creada por otro compañero para dar solución al problema educativo
del país Afania. Para eso se plantearon una serie de temas para dar respuesta
al reto, en mi caso me interesaban varías comunidades pero al final me decidí
por “Las Redes Sociales en el Aula” creada<span style="mso-spacerun: yes;">
</span>por la compañera Silvina Carraud quien planteo lo siguiente en el
momento de la creación de la comunidad “la propuesta intentará ofrecer
estrategias para el mejor aprovechamiento de las redes sociales en las aulas,
basándonos en la interacción de docentes y estudiantes, para difuminar los
límites espacio-temporales de la escuela. Si eres un nuevo miembro, preséntate,
te damos la bienvenida.”</div>
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<br /></div>
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<div class="MsoNormal" style="text-align: justify;">
Durante el transcurrir de las
semanas la comunidad llego a contar con 158 miembros</div>
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" width="400" /><br />
<div style="text-align: justify;">
Para el desarrollo del
proyecto se abrió un grupo en Diigo con la finalidad de unificar los enlaces y
publicaciones, una lista de Twitter, además de un tablero grupal en Pinterest,
un mapa colaborativo en Popplet y el documento colaborativo; durante este
recorrido fueron muchos los aportes por lo tanto para lograr desarrollar la
propuesta se seleccionaron 2 redes Edmodo para primaria y Google+ para jóvenes y
adultos. El documento colaborativo inicial se usó como borrador para tomar las
ideas más importantes y englobarlas en forma ordenada en un nuevo documento que
sería el definitivo, dicho documento se encargaron de organizarlo Patricia San
Vicente, Silvina Carraud y Clara Sanchez </div>
A continuación les muestro el mapa colaborativo realizado <br />
<img alt="" height="250" 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Y además el enlace al documento colaborativo inicial <a href="https://docs.google.com/document/d/10aoPPU85MRs20h9elIkFtBK8aLGWeWnNiITpQyb8Ksk/edit">https://docs.google.com/document/d/10aoPPU85MRs20h9elIkFtBK8aLGWeWnNiITpQyb8Ksk/edit</a></div>
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A partir de este documento se creó
la propuesta final que quedo estructurada en 4 etapas:</div>
<br />
<ul>
<li>Primera Etapa: capacitación
docente</li>
<li>Segunda Etapa: diseño
de proyectos de aulas o institucionales para incorporar las redes sociales en
el aula.</li>
<li>Tercera Etapa:
ejecución de los proyectos</li>
<li>Cuarta Etapa:
evaluación y nuevas propuestas.</li>
</ul>
Este es el enlace del
documento definitivo:<br />
<a href="https://docs.google.com/document/d/1tGyBiT0kaC2IdUotshh7Qth7t66NJ57Liwk2GTjwqCE/edit">https://docs.google.com/document/d/1tGyBiT0kaC2IdUotshh7Qth7t66NJ57Liwk2GTjwqCE/edit</a><br />
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<br /></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
Llego el final del curso
que nos permitió trabajar en forma colaborativa desde diferentes países del
mundo y espero que este sea el primer paso de cada uno para seguir en este
camino del aprendizaje colaborativo, de igual manera quiero agradecer en primer
lugar al equipo de Eduplemooc, así mismo a Silvina Carraud creadora y pilar
fundamental de la comunidad “Redes Sociales en el aula” felicitaciones por tu
maravilloso trabajo y de igual manera a todos los miembros de la comunidad</div>
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<br /></div>
Juana @juanajmhttp://www.blogger.com/profile/01508354132474588016noreply@blogger.com0tag:blogger.com,1999:blog-6550299254710846636.post-17224097578330728212014-03-02T10:44:00.002-08:002014-03-02T11:14:38.788-08:00LA HISTORIA DE MI PLE Y REFLEXIÓN<!--[if gte mso 9]><xml>
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La última unidad del curso pide
una reflexión a modo de cierre y quiero comenzar con que jamás me imagine en
diciembre de 2013 cuando vi la convocatoria al Mooc y me registre, que la
experiencia sería tan significativa y gratificante, siempre me ha gustado
aprender en la red a través de la investigación e indagación de herramientas,
de proyectos de instituciones, pero nunca antes había realizado un Mooc, este
primer Mooc me permitió abrir una puerta que no pienso cerrar y espero tener la
oportunidad de participar en muchos Mooc mas, así que gracias al equipo
organizador, a los profesores en especial a Daniel Álvarez por su dedicación,
su contacto permanente y motivador con los participantes. </div>
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Resumir en unas líneas esta maravillosa
experiencia es difícil pero tratando de resumir puedo decir que en estas
últimas semanas he aprendido mucho, le di forma a muchas cosas, por ejemplo a
mi PLE, la curación de contenidos, el aprendizaje <span style="mso-spacerun: yes;"> </span>colaborativo, conocí nuevas herramientas de
gran utilidad como Diigo, Storify y muchas más, realice mi primer hangout, son
tantas cosas que si sigo numerándolas no voy a terminar.</div>
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Con relación a los aspectos a
mejorar en cuanto a la plataforma sugiero modificar el área de debates de
manera que sea más amigable, que no permita la repetición de tópicos y <span style="mso-spacerun: yes;"> </span>el otro aspecto que fue muy discutido durante
las unidades que tenían evaluaciones entre pares fueron las notas, la primera
vez me molesto la nota asignada en una de las evaluaciones ya que no estaba de
acuerdo, ya que no me daban una justificación de la nota y existían mucha
diferencia con el resto de evaluaciones, no voy a negar que me desanime, pero
luego reflexione y me dije lo que estas aprendiendo y lo vas a llevar a la
practica con tus estudiantes no tiene nota, así que seguí el curso sin torturarme
por las notas. Ahora bien como recomendación se puede cambiar el diseño de la rúbrica
para que no permita enviar la evaluación si no hay una justificación eso en
cuanto a plataforma y la segunda recomendación que considero tiene más peso va
dirigida a los participantes que son los que realizan las evaluaciones, se
deben leer las pautas de evaluación y los trabajos realizados por los demás compañeros
ya que cada uno dedico tiempo y esfuerzo en ello para realizar una revisión a
vuelo de pájaro como dicen en mi país (por encima). Hago esta observación de
leer bien las pautas porque cuando yo realice la evaluación del MooCafé leí
entre los aspectos que se tenían que evaluar el que hacía mención a la
evidencia (el storify para los eventos presenciales y el video del hangout para
los virtuales) sería evaluado con un 1 si no presentaba la evidencia y con un 5
si presentaba la evidencia) y en mi caso en una de las evaluaciones me
colocaron en ese aspecto cuatro teniendo el video, lo cual indica que ese
participante no leyó bien.</div>
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Para finalizar gracias una vez más
a los organizadores del Mooc, a los participantes por compartir sus
conocimientos y experiencias, para mí fue un placer haber sido participe de
esta maravillosa experiencia. Aquí les dejo el enlace de mi Storify:<br />
<a href="https://storify.com/Juanaj/el-camino-de-mi-entorno-personal-de-aprendizaje-pl.html">https://storify.com/Juanaj/el-camino-de-mi-entorno-personal-de-aprendizaje-pl.html </a></div>
Juana @juanajmhttp://www.blogger.com/profile/01508354132474588016noreply@blogger.com0tag:blogger.com,1999:blog-6550299254710846636.post-46436983096867452962014-03-01T08:06:00.003-08:002014-03-01T08:10:20.824-08:00UNIDAD VI: EXPERIENCIA MOOCAFÉREZAGADOSSS<!--[if gte mso 9]><xml>
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<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-size: large;">La experiencia
del Google Hangout llamado #MOOCAFEREZAGADOSSS que se llevó acabo el día
28/02/2014 a las 17:00 (GMT-4:30 tuve la oportunidad de compartir con dos participantes
Verónica Merino quién lo planifico y Lourdes, iniciamos la experiencia con la
respectiva presentación de cada una, a pesar de que solo fuimos tres
participantes fue muy satisfactoria, por un lado por ser las tres de países diferentes
España, México y Venezuela, nos dio la oportunidad de reflexionar sobre
aspectos del proceso educativo en cada uno de los países incluyendo los que se
planteaban en la actividad ¿Cómo te gustaría que fuera tu escuela?¿Cómo debería
ser la educación del siglo XXI?¿En qué tendría que cambiar? y ¿Qué se puede
hacer desde la escuela para que la educación sea un asunto que sea importante
para toda la comunidad y no solo de los docentes o de padres y madres? Además conversamos un poco sobre la valoración de la
carrera docente en cada uno de los países; por lo tanto, se pudo comparar,
estableciendo semejanzas o diferencias.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-size: large;">Otro aspecto
relevante es que las participantes trabajamos con niveles de educación diferentes
en el caso de Verónica trabaja con niños de tercer grado, Lourdes en el nivel
universitario y yo con primaria y secundaria-media general, lo que permitió a
cada una hacer su enfoque desde su nivel lo cual enriqueció más la experiencia.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-size: large;">Con respecto a
la primera interrogante ¿Cómo te gustaría que fuera tu escuela? Llegamos a la
conclusión que:</span></div>
<span style="font-size: large;"><br /></span>
<ul style="text-align: justify;">
<li><span style="font-family: Wingdings; font-size: large;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: large;">La universidad debe ser más abierta, más flexible
que permita una relación más cercana con el contexto.</span></li>
<li><span style="font-size: large;">Compartir con estudiantes de otras universidades
y otros países para crear redes de aprendizaje.</span></li>
<li><span style="font-size: large;">El currículo debe ser elegido a partir de los
intereses y necesidades de los
estudiantes.</span></li>
<li><span style="font-size: large;">Cambiar el proceso administrativo, planificar y
organizar mejor todo lo que se refiere a la parte de recaudos administrativos, menos
burocracia.</span></li>
<li><span style="font-family: Wingdings; font-size: large;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: large;">Centrarse en el proceso educativo y en los
intereses del estudiante.</span></li>
<li><span style="font-family: Wingdings; font-size: large;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: large;">Darle mayor importancia a la calidad de los
aprendizajes que a la cantidad</span></li>
</ul>
<span style="font-size: large;"><br /></span>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-size: large;">En cuanto a la
segunda interrogante ¿Cómo debería ser la educación del siglo XXI? ¿En qué
tendría que cambiar?</span></div>
<span style="font-size: large;"><br /></span>
<ul>
<li><span style="font-family: Wingdings; font-size: large;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: large;">Incluir las nuevas tecnologías en el proceso
educativo</span></li>
<li><span style="font-size: large;">Proyectar lo que hacen nuestros estudiantes</span></li>
<li><span style="font-size: large;">Crear proyectos colaborativos con otros países
con la finalidad de enriquecer el aprendizaje de los estudiantes y poder
observar otras realidades.</span></li>
<li><span style="font-size: large;">Promover la creatividad de los estudiantes</span></li>
<li><span style="font-size: large;">Innovar como docentes, ir más allá de lo que se
nos pide.</span></li>
<li><span style="font-size: large;">Utilizar las Tic´s como una herramienta para la pedagogía.</span></li>
</ul>
<span style="font-size: large;"><br /></span>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: large;"> Y
con respecto a la tercera interrogante ¿Qué se puede hacer desde la escuela
para que la educación sea un asunto que sea importante para toda la comunidad y
no solo de los docentes o de padres y madres?</span></div>
<span style="font-size: large;"><br /></span>
<ul style="text-align: justify;">
<li><span style="font-size: large;">Es necesario que las escuelas trabajen arduamente
en abrirse a la comunidad, permitir más participación de la familia y de la
comunidad que esta alrededor de la escuela.</span></li>
<li><span style="font-size: large;">Revalorar el papel de la educación y enfocarlo
en que la educación es tarea de todos</span></li>
<li><span style="font-family: Wingdings; font-size: large;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: large;">Implica un cambio de paradigma</span></li>
<li><span style="font-size: large;">Se compararon los diferentes mecanismo
existentes en cada uno de los países para lograr lo anteriormente mencionado como
lo son los Consejos de Participación Social en México, los Consejos Escolares
en España y los Comités de los Consejos Educativos en Venezuela y las tres
coincidimos en que está escrito pero en la práctica no se lleva a cabo y en
España afirmaba Verónica que solamente tienen carácter consultivo no tienen
poder de decisión.</span></li>
<li><span style="font-family: Wingdings; font-size: large;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: large;">Es necesario reforzar y darle el valor a la
escuela para padres o escuela de familia ya que la familia es fundamental en el
proceso educativo</span></li>
<li><span style="font-family: Wingdings; font-size: large;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: large;">Los gobiernos deben darle una buena imagen a los
docentes, darle la relevancia a nuestra profesión ya que está siendo denigrada
cada día más. </span></li>
</ul>
<span style="font-size: large;"><br /></span>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-size: large;">Luego de darles
respuesta a las tres interrogantes planteadas en la actividad Verónica hizo mención
a una pregunta de un participante de uno de los MoocCafe que tuvo oportunidad
de leer ¿Por qué no se da el cambio que requiere la educación? Si hay docentes
que estamos convencidos que debe haber un cambio. y le agregamos ¿qué podemos
hacer cada uno de nosotros para lograrlo? como reflexión final. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: large;">El cambio no se da por:</span></div>
<span style="font-size: large;"><br /></span>
<ul>
<li><span style="font-family: Wingdings; font-size: large;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: large;">El desinterés
de los gobiernos.</span></li>
<li><span style="font-size: large;">Por desconocimiento por parte de los docentes
sobre todas las posibilidades que tienen a su alcance.</span></li>
<li><span style="font-size: large;">Resistencia al uso de las Tic’s en el proceso
educativo.</span></li>
<li><span style="font-size: large;">Miedo a innovar </span></li>
</ul>
<span style="font-size: large;"><br /></span>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: large;">Qué podemos hacer:</span></div>
<span style="font-size: large;"><br /></span>
<ul>
<li><span style="font-family: Wingdings; font-size: large;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-size: large;">Proyectar el trabajo que hacemos en el aula con
nuestros estudiantes para que los padres vean lo que sus hijos hacen con ayuda
de las Tic´s como por ejemplo publicar en blog y en las redes sociales los
trabajos, grabar un video en YouTube entre otros.</span></li>
<li><span style="font-size: large;">Enseñar con el ejemplo, dar lo mejor de nosotros
en nuestra labor docente y generemos el cambio</span></li>
<li><span style="font-size: large;">Trabajar la competencia digital como debe ser.</span></li>
</ul>
<span style="font-size: large;"><br /></span>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-size: large;">Relatamos
experiencias de cada una y para finalizar quedamos con la idea de planificar un
proyecto colaborativo las tres participantes. Una vez más gracias a #EduPlemooc
por las experiencias tan enriquecedoras como esta, que tuvimos la oportunidad
de vivir y disfrutar. Así mismo gracias a mis compañeras del MOOCAFEREZAGADOSS
por tan agradable y fructífera experiencia. Mil gracias Verónica y Lourdes fue
un placer compartir con ustedes. A continuación les dejo el video de la experiencia.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: large;"><br /></span></div>
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<br /></div>
Juana @juanajmhttp://www.blogger.com/profile/01508354132474588016noreply@blogger.com0tag:blogger.com,1999:blog-6550299254710846636.post-83364158788890769572014-02-15T12:33:00.002-08:002014-02-15T13:51:35.958-08:00INFOGRAFÍAS<!--[if gte mso 9]><xml>
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<div class="MsoNormalCxSpFirst" style="text-align: justify; text-indent: 35.4pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Terminando
la Unidad V, ahora corresponde realizar un artículo sobre la valoración de las
infografías y su uso con nuestros estudiantes para desarrollar el currículo de
las asignaturas, además de sugerencias tanto del proceso propio de aprendizaje
y la herramienta utilizada.</span></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify; text-indent: 35.4pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Para
comenzar a desarrollar el artículo me gustaría definir qué es una infografía,
de acuerdo a lo expresado por Vinas, M las <span style="mso-spacerun: yes;"> </span>infografías “son representaciones visuales de
información, datos o conocimientos…”además la autora expresa que ” …las
visualizaciones ayudan a transmitir conocimientos de una forma más eficaz que
si utilizáramos <span style="mso-spacerun: yes;"> </span>simplemente texto y
números”.</span></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify; text-indent: 35.4pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Ahora
bien, se puede afirmar que las infografías permiten sintetizar mucha
información en un formato agradable a la vista tanto para los estudiantes como
para los docentes. Es sabido para todos que las infografías en sus inicios
fueron utilizados en el campo periodístico y en los últimos años su uso se ha
dirigido al ámbito educativo y por consiguiente surge la interrogante ¿Por qué
utilizar las infografías en la educación? Yo considero que existen muchas
razones para ello, primero, promueve el análisis y el pensamiento crítico ya
que los estudiantes deben buscar información sobre la temática que desean
plasmar en la infografía y de esa información recopilada deben interpretar,
resumir e inferir. Por otro lado deben jerarquizar esa información para poder
esquematizar y diseñar su infografía. </span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; text-align: justify; text-indent: 35.4pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Por consiguiente considero que las infografías se pueden utilizar
en cualquier asignatura y es necesario que nosotros desde nuestra función de
docente hagamos énfasis en los estudiantes en que deben identificar fuentes de
información confiables a la hora de elaborar una infografía y se deben incluir
en la infografía. <span style="mso-spacerun: yes;"> </span>En mi labor de docente
he trabajado con infografías con mis estudiantes y he obtenido resultados
satisfactorios, lo fundamental es explicarles los pasos que deben seguir para
su elaboración y mostrarles ejemplos para que les quede claro que es lo que se
quiere alcanzar, a continuación presento los pasos para elaborar una infografía
según Mejías, Juan (2011):</span></div>
<div class="MsoNormalCxSpLast" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-fareast-language: ES-VE;">1. Defina el tema de la infografía:</span></b><span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-fareast-language: ES-VE;"> Lo
primero que se debe determinar es el tema de la infografía. Algunos temas
posibles son:</span></div>
<ul>
<li><span lang="ES-VE" style="font-family: Wingdings; font-size: 11.0pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES-VE;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-VE" style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; mso-ansi-language: ES-VE; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Courier New"; mso-fareast-language: ES-VE; mso-hansi-theme-font: minor-latin;">La explicación de un concepto</span></li>
<li><span lang="ES-VE" style="font-family: Wingdings; font-size: 11.0pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES-VE;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-VE" style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; mso-ansi-language: ES-VE; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Courier New"; mso-fareast-language: ES-VE; mso-hansi-theme-font: minor-latin;">La explicación de una tecnología</span></li>
<li><span lang="ES-VE" style="font-family: Wingdings; font-size: 11.0pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES-VE;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-VE" style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; mso-ansi-language: ES-VE; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Courier New"; mso-fareast-language: ES-VE; mso-hansi-theme-font: minor-latin;">Datos estadísticos</span></li>
<li><span lang="ES-VE" style="font-family: Wingdings; font-size: 11.0pt; mso-ansi-language: ES-VE; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES-VE;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-VE" style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; mso-ansi-language: ES-VE; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Courier New"; mso-fareast-language: ES-VE; mso-hansi-theme-font: minor-latin;">Resumen de un documento.</span></li>
</ul>
<div class="MsoNormalCxSpFirst" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-fareast-language: ES-VE;">Debemos buscar que el tema sea interesante y
de actualidad para facilitar la propagación de la infografía cuando esté
realizada.</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-fareast-language: ES-VE;">2. Recopilar la información necesaria:</span></b><span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-fareast-language: ES-VE;"> Usted
puede utilizar fuentes de información primaria o secundaria.</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-fareast-language: ES-VE;">Investigación
primaria: La persona crea la información.</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-fareast-language: ES-VE;">Investigación
secundaria: La persona utiliza fuentes existentes tales como: Google, Youtube,
Facebook, Twitter, Wikipedia, blogs, periódicos electrónicos, sitios
especializados, etc.</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-fareast-language: ES-VE;">3. Cree el primer borrador de su infografía</span></b><span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-fareast-language: ES-VE;">: Debe
organizar la información recopilada y empezar a realizar bosquejos de su
infografía. Estos bosquejos se pueden realizar a mano o con algún programa
especializado en el tema. Esta etapa es fundamental ya que será la que le de
creatividad y claridad a la infografía.</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-fareast-language: ES-VE;">4. <b style="mso-bidi-font-weight: normal;">Diseñe
la infografía:</b> En el diseño debes tener en cuenta:</span></div>
<ul>
<li><span lang="ES-VE" style="font-family: Wingdings; mso-ansi-language: ES-VE; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES-VE;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-fareast-language: ES-VE;">Estilo único: Una infografía debe tener un estilo
único, se debe evitar copiar conceptos gráficos.</span></li>
<li><span lang="ES-VE" style="font-family: Wingdings; mso-ansi-language: ES-VE; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES-VE;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-fareast-language: ES-VE;">Integración: Una infografía es una integración y
conexión de elementos gráficos, se debe evitar que tenga mucho texto.</span></li>
<li><span lang="ES-VE" style="font-family: Wingdings; mso-ansi-language: ES-VE; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES-VE;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-fareast-language: ES-VE;">Color: El manejo del color es muy importante en una
infografía, deben ser colores con buen contraste para que facilite la lectura.
Una herramienta para facilitar la selección de colores la puede encontrar en
kuler.adobe.com.</span></li>
<li><span lang="ES-VE" style="font-family: Wingdings; mso-ansi-language: ES-VE; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES-VE;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-fareast-language: ES-VE;">Fuentes: Una infografía debe tener un uso creativo
de las fuentes y tamaños de letras. El sitio Dafont.com es una buena
alternativa para tener variedad de fuentes.</span></li>
<li><span lang="ES-VE" style="font-family: Wingdings; mso-ansi-language: ES-VE; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES-VE;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-fareast-language: ES-VE;">Íconos: Una infografía debe contener imágenes
simples (íconos) para poder comunicar de manera adecuada. El sitio
Iconarchive.com tiene muy buen material.</span></li>
</ul>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 35.4pt;">
<span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-fareast-language: ES-VE;">Revisar
infografías hechas por otros le puede ayudar a familiarizarse con los conceptos
mencionados. Un sitio que recopila infografías en castellano es:
Infografiasencastellano.com</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-fareast-language: ES-VE;">5. Otros aspectos importantes.</span></b></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-fareast-language: ES-VE;">Algunos aspectos adicionales que se deben
tener en cuenta son:</span></div>
<ul type="disc">
<li class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-fareast-language: ES-VE;">Se deben aclarar las fuentes de la
información, las URL utilizadas y otros aspectos de propiedad intelectual.</span></li>
<li class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-fareast-language: ES-VE;">El tamaño de la infografía debe ser tal que se
pueda leer con un ancho de 600 pixeles que es lo disponible en la mayoría
de los blogs.</span></li>
</ul>
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify; text-indent: 18.0pt;">
<span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">En cuanto a las herramientas en mi caso había
trabajado con dos Easelly e Infogr.am, sobre todo Easelly y para efectos de la
actividad en el curso utilice Picktochart, con la finalidad de conocer una
nueva herramienta y me gusto por su facilidad de uso, la versión gratuita no
cuenta con muchas plantillas sin embargo tiene disponible una diversidad de
elementos gráficos que con solo arrastrar y soltar se ubican en la infografía,
además se pueden subir imágenes desde el computador, se puede guardar como
imagen o publicar en la web a través de enlace o código embebido para páginas
web.</span></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify; text-indent: 18.0pt;">
<span lang="ES-VE" style="mso-ansi-language: ES-VE; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Para finalizar recomiendo el uso de las infografías como
una herramienta valiosa para desarrollar los contenidos con los estudiantes<b style="mso-bidi-font-weight: normal;">. ¡Aprovechemos sus beneficios!</b></span></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">FUENTES:</span></b></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">http://www.ecbloguer.com/marketingdigital/?p=1228
</span></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">http://www.totemguard.com/aulatotem/2012/04/como-crear-bellas-infografias-sin-saber-diseno-grafico/</span></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
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Juana @juanajmhttp://www.blogger.com/profile/01508354132474588016noreply@blogger.com0tag:blogger.com,1999:blog-6550299254710846636.post-53639792407104348382014-02-11T08:32:00.002-08:002014-02-11T08:59:41.671-08:00UNIDAD IV: COMUNIDAD DE APRENDIZAJE “REDES SOCIALES EN EL AULA”<!--[if !mso]>
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<span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Tratando
de ponerme al día con las actividades de la Unidad IV y muy sorprendida porque
estuve una semana alejada de la plataforma del curso y me encuentro que ya
están publicadas las unidades 5 y 6 así que ha correr se ha dicho.</span></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify; text-indent: 35.45pt;">
<span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">La
elección del tema de trabajo fue un absoluto dilema ya que varias comunidades
me interesan, pero debía quedarme con una y al final me decidí por “Las Redes
Sociales en el Aula”, ¿por qué seleccione este tema? Porque considero que
tenemos que aprovechar las cosas que le gustan a nuestros estudiantes para
sacarle provecho en el proceso educativo y usando las estrategias adecuadas. Y como
todos sabemos a la gran mayoría de nuestros estudiantes por no decir todos, les
gusta las redes sociales por consiguiente debemos incluir su uso en el proceso de enseñanza y aprendizaje, en mi
caso trabajo con niños y adolescentes y ambos grupos sienten afinidad por las
redes sociales, ahora bien es importante canalizar adecuadamente el uso de las
redes sociales para realizar actividades que generen un aprendizaje
significativo de una forma no tradicional siendo creativos y con formatos
atractivos para nuestros estudiantes.</span></div>
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<span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El
año escolar pasado tuve la oportunidad de participar en un proyecto
colaborativo usando la red social Facebook, el proyecto consistió en crear un
grupo denominado “Convivencia RQU”, donde se establecieron una serie de normas para
poder participar en el grupo.</span></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOL3dEW8oAI4AWMUPwpmlAk-5FUc-wv6MO-I3iA_UIonzgNkmEYki6mIKcSZz3G67FuXZJMTL3GLf0-PFIv57eOSYIIxnlksxuHk25gC49ibQNmFvAWxnxXfhUv-7Qidtfhq6Sy1pDVnNh/s1600/1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOL3dEW8oAI4AWMUPwpmlAk-5FUc-wv6MO-I3iA_UIonzgNkmEYki6mIKcSZz3G67FuXZJMTL3GLf0-PFIv57eOSYIIxnlksxuHk25gC49ibQNmFvAWxnxXfhUv-7Qidtfhq6Sy1pDVnNh/s1600/1.png" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrAniJofn_Lki94TrJQpvNayu8KgAJHobhNKe2mPo6BMRd527ojh3Fz7qSo2diWRM3nffbmmmVu0lSIKowItLqxFWP3McpcmyHp52FXADfmE6GmQM2i-AjpGOwz2nxr5Jk8Tmh1d9XMuz5/s1600/2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrAniJofn_Lki94TrJQpvNayu8KgAJHobhNKe2mPo6BMRd527ojh3Fz7qSo2diWRM3nffbmmmVu0lSIKowItLqxFWP3McpcmyHp52FXADfmE6GmQM2i-AjpGOwz2nxr5Jk8Tmh1d9XMuz5/s1600/2.png" height="85" width="320" /></a></div>
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<br /></div>
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<span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span><br />
<br />
<span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">La
finalidad del grupo era que los estudiantes, docentes, personal directivo, padres
y representantes de los estudiantes de dos secciones de 2do año de una de las
instituciones donde trabajo, participaran sobre la temática Convivencia
Familiar y su efecto sobre la convivencia escolar, la experiencia fue buena a
pesar de la apatía por parte de algunos docentes y representantes <span style="mso-spacerun: yes;"> </span>quienes no participaron, pero considero que
pudo ser mejor si se hubiese logrado la participación activa de todos, uno de
los logros obtenidos fue la receptividad por parte de la gran mayoría de los
estudiantes quienes manifestaban su agrado por la actividad ya que era una
manera diferente de aprender y ser evaluado, ademán expresaron que nunca
pensaron que a través de Facebook pudieran trabajar un tema de clases y ser<span style="mso-spacerun: yes;"> </span>evaluados. Por la experiencia antes
mencionada es que creo, que haciendo bien las cosas se puede lograr mucho
cambiando la forma de enseñar y de aprender. Y nosotros como docentes jugamos
un papel muy importante en este cambio que requiere el sistema educativo,
veamos que les gusta a nuestros estudiantes, que les agrada <span style="mso-spacerun: yes;"> </span>y busquemos las técnicas y las estrategias
correctas para dar nuestros contenidos de una manera agradable para ellos.</span></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify; text-indent: 35.45pt;">
<span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Ahora
bien con respecto a los referentes con cuenta en <span style="mso-spacerun: yes;"> </span>twitter o perfil en google+<span style="mso-spacerun: yes;"> </span>a seguir seleccione los siguientes:</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">1.- @eduteka</span></b><span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"> FGPU,
institución sin ánimo de lucro dedicada a mejorar la calidad de la educación
básica y media en Iberoamérica con el uso de las TIC. Con frecuencia publica
documentos relevantes relacionados con el tema de redes sociales en el aula entre
los cuales puedo mencionar:</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; text-align: justify;">
<span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><a href="http://www.eduteka.org/TwitterEducacion.php">Usos de Twitter en educación</a></span><span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
<span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><a href="http://www.eduteka.org/SiNoNombresReales.php">¿Deben usar sus nombres
reales los estudiantes en la Web?</a></span></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
<span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><a href="http://www.eduteka.org/FacebookUsoResponsable.php">Cómo promover con
Facebook temas de ciudadanía digital</a><span style="mso-spacerun: yes;">
</span></span></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
<span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><a href="http://www.eduteka.org/REDuteka.php">REDuteka
- Red de Práctica de docentes, versión 1.5</a></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2.-
Camino López: Licenciada en Bellas Artes y Master TIC Educación. Camino
contribuye en el blog “Cómo usar las redes sociales en el aula 3.0” este blog
es del curso extraordinario de verano de la USAL titulado "Cómo usar las
redes sociales en el aula 3.0" muestra información relevante sobre el uso
de las redes sociales en educación.</span></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
<span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">URL de Google+: <a href="https://www.google.com/+CaminoL%C3%B3pez" target="_blank">google.com/+CaminoLópez</a></span></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
<span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">YouTube: </span><span style="mso-ansi-language: ES; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES; mso-no-proof: yes;"></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-spacerun: yes;"> </span><span lang="ES-VE"><a href="http://www.youtube.com/user/caminologa" target="_blank" title="Camino López">Camino López</a></span></span></div>
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<span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Contribuye en:<span style="mso-spacerun: yes;">
</span></span><span style="mso-ansi-language: ES; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES; mso-no-proof: yes;"></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-spacerun: yes;"> </span><span lang="ES-VE"><a href="http://cursoredesocialesaula.blogspot.com/" target="_blank" title="Cómo usar las redes sociales en el aula 3.0">Cómo usar las redes
sociales en el aula 3.0</a><span class="css"> (actual)</span></span></span></div>
<div style="text-align: justify;">
<div class="separator" style="clear: both;">
</div>
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: inherit;"><span lang="ES-VE" style="font-size: 11.0pt; mso-ansi-language: ES-VE; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">3.- Meritxell Viñas (<a href="https://twitter.com/totemguard" target="_blank"><span style="color: windowtext; text-decoration: none; text-underline: none;">@totemguard</span></a>), asesora y formadora en nuevas tecnologías
aplicadas a la educación. <a href="http://evernote.com/intl/es/community/" target="_blank"><span style="color: windowtext; text-decoration: none; text-underline: none;">Embajadora y Formadora de Evernote</span></a> en educación. Creadora y
Tutora del <a href="http://www.cursoticprofesores.com/" target="_blank"><span style="color: windowtext; text-decoration: none; text-underline: none;">Curso de
Competencias Digitales</span></a> para profesores en la Fundación
UNED. Cofundadora de <a href="http://www.totemguard.com/" target="_blank"><span style="color: windowtext; text-decoration: none; text-underline: none;">TotemGuard</span></a>, una empresa tecnológica especializada en la
gestión de aulas TIC, dispositivos móviles y helpdesk, en la que trabaja desde
hace más de diez años. Afirma que<span style="mso-spacerun: yes;"> </span>le
encanta emprender, estudiar y compartir lo que aprende.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;"><span lang="EN-US" style="font-size: 11.0pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Twitter: </span><span lang="ES-VE" style="font-size: 11.0pt; mso-ansi-language: ES-VE; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><a href="https://twitter.com/totemguard" target="_blank"><span lang="EN-US" style="color: windowtext; mso-ansi-language: EN-US; text-decoration: none; text-underline: none;">@totemguard</span></a></span></span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;"><span lang="EN-US" style="font-size: 11.0pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Google+: <a href="https://plus.google.com/110555732119006638506/posts">https://plus.google.com/110555732119006638506/posts</a></span></span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;"><a href="https://www.blogger.com/blogger.g?blogID=6550299254710846636" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br /></a><span lang="EN-US" style="font-size: 11.0pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Blog: <a href="http://www.totemguard.com/aulatotem/">http://www.totemguard.com/aulatotem/</a></span></span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;"><span lang="EN-US" style="font-size: 11.0pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span></span></span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;"><span style="font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4.- <a href="https://twitter.com/mudejarico"><b><span style="color: windowtext; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Juanmi Muñoz @mudejarico</span></b><span style="color: windowtext;"> </span></a>:<span style="mso-spacerun: yes;"> </span>Educación
y tecnología. Innovación y creatividad. E-learning. Emprendeduría. TEDxRambles
organizer.<b style="mso-bidi-font-weight: normal;"> </b><span class="location">Barcelona
</span><span class="divider">·</span> <span class="profile-field">about.me/juanmi </span>.
Siempre comparte información relevante y enlaces de interés sobre el uso de las
tics en educación, promueve la innovación y la creatividad en la educación a través
de la tecnología. </span></span></div>
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<span style="font-family: inherit;"><span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">En
cuanto a las fuentes de información seleccione los siguientes:</span></span></div>
<div class="MsoListParagraph" style="margin-left: 18pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: inherit;"><span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><a href="http://www.rcysostenibilidad.telefonica.com/rconversa/debate/hitos/redes-sociales-y-educacion/ayudan-las-redes-sociales-al-proceso-educativo">http://www.rcysostenibilidad.telefonica.com/rconversa/debate/hitos/redes-sociales-y-educacion/ayudan-las-redes-sociales-al-proceso-educativo</a></span></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: inherit;"></span><br />
<span style="font-family: inherit;"><span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Seleccione
esta fuente de información ya que<span style="mso-spacerun: yes;">
</span>presenta el resumen de un debate online titulado ¿Pueden ayudar las Redes
Sociales en el proceso educativo? ¿Cómo?, donde muestran los factores positivos
y negativos relacionados con el uso de las redes sociales en el sistema
educativo, además presentan un esquema con las contribuciones del debate online
el cual considero muy interesante y completo, además está un apartado de
conclusiones, todos estos aspectos que aquí se presentan es importante tenerlo</span></span></div>
<div class="MsoListParagraph" style="line-height: normal; margin-left: 0cm; text-align: justify; text-indent: 0cm;">
<span style="font-family: inherit;"><span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><a href="http://www.totemguard.com/aulatotem/"><span lang="ES" style="mso-ansi-language: ES;">http://www.totemguard.com/aulatotem/</span></a></span><span style="mso-ansi-language: ES; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> Seleccione este blog cuya autora la tome como referente por tener tanto
cuenta twitter como perfil en google+. En este blog se encuentra información valiosa
sobre el uso de las tics en la educación y con relación al uso de las redes
sociales en el aula podemos encontrar los siguientes artículos:</span></span></div>
<div style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: inherit;"><span style="font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><a href="http://www.totemguard.com/aulatotem/2011/12/redes-sociales-para-contagiar-ganas-de-leer-en-el-aula/" title="Permalink to Redes sociales para contagiar ganas de leer en el aula"><span style="color: windowtext;">Redes sociales para contagiar ganas de leer en el aula</span></a></span></span></div>
<div style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: inherit;"><span style="font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><a href="http://www.totemguard.com/aulatotem/2012/05/se-puede-aprender-con-el-movil-dentro-y-fuera-del-aula/" title="Permalink to El móvil en el aula: ¿Distracción o potencial de aprendizaje?"><span style="color: windowtext;">El móvil en el aula: ¿Distracción o potencial de
aprendizaje?</span></a></span></span></div>
<div style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: inherit;"><span style="font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><a href="http://www.totemguard.com/aulatotem/2011/08/15-razones-para-empezar-a-usar-facebook-en-el-aula/" title="Permalink to 15 razones para empezar a usar facebook en el aula"><span style="color: windowtext;">15 razones para empezar a usar facebook en el aula</span></a></span></span></div>
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<span style="font-family: inherit;"><span lang="ES-VE" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Para
finalizar considero propicio citar la siguiente frase de EducaRed “…es
importante resaltar que la profesión de la Docencia, no admite que sus
ejecutores se queden en el camino con recursos obsoletos y tradicionales para
el desempeño de sus labores”…, muy propicio para reflexionar sobre el uso de
las redes sociales en el aula y muchas cosas más, es hora de innovar nuestros
estudiantes lo necesitan.</span></span></div>
<div style="text-align: justify; text-indent: 35.4pt;">
<br /></div>
Juana @juanajmhttp://www.blogger.com/profile/01508354132474588016noreply@blogger.com0tag:blogger.com,1999:blog-6550299254710846636.post-57127667212877079562014-01-29T06:27:00.002-08:002014-01-29T10:50:26.995-08:00Competencia de gestión de información<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormalCxSpFirst" style="text-align: justify; text-indent: 35.45pt;">
Ahora
nos corresponde realizar una valoración sobre el desarrollo de la competencia
de gestión de la información, para comenzar me gustaría definir que es la
competencia de gestión de información o competencia para manejar información
como también se le llama (CMI), según Eduteka<span style="mso-spacerun: yes;">
</span>se define como “el conjunto de conocimientos, habilidades y actitudes
que el estudiante debe poner en práctica para identificar lo que necesita saber
en un momento dado, buscar efectivamente la información que esto requiere,
determinar si esa información es pertinente para responder a sus necesidades y
finalmente convertirla en conocimiento útil para solucionar problemas de
Información en contextos variados y reales de la vida cotidiana”. En forma
general<span style="mso-spacerun: yes;"> </span>se puede<span style="mso-spacerun: yes;"> </span>definir como el conjunto de actividades
realizadas con el fin de controlar, almacenar y posteriormente recuperar
adecuadamente la información producida, recibida o retenida<span style="mso-spacerun: yes;"> </span>por una persona u organización.</div>
<div class="MsoNormalCxSpLast" style="text-align: justify; text-indent: 35.45pt;">
En
este orden de ideas considero importante acotar como lo señale en la reflexión
de sobreabundancia de información que particularmente tengo una tarea pendiente
con mis estudiantes, que consiste en promover en ellos el desarrollo de
competencias de gestión de información y suministrarles las herramientas
necesarias para que adquieran dichas competencias, ya que tenía por costumbre
hacer yo el filtrado de información y suministrarles los enlaces que debían
revisar, pero de ahora en adelante me propongo generar en mis estudiantes esas
competencias tan necesarias en el mundo de hoy. Para lograr esto considero oportuno
en primer lugar el uso del modelo gavilán planteado por Eduteka para el manejo
de información que establece 4 pasos:</div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 53.45pt; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Definir el problema de información y qué se
necesita indagar para resolverlo.</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 53.45pt; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Buscar y evaluar fuentes de información.</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 53.45pt; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Analizar la información</div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 53.45pt; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Sintetizar la información y utilizarla</div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
Si desea
ampliar la información sobre el modelo gavilán que plantea Eduteka puede
visitar los siguientes enlaces:</div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<a href="http://www.eduteka.org/pdfdir/GuiaGavilan.pdf">http://www.eduteka.org/pdfdir/GuiaGavilan.pdf</a></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<a href="http://www.eduteka.org/modulos/1/2/">http://www.eduteka.org/modulos/1/2/</a></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
<a href="http://www.eduteka.org/modulos/1/8/">http://www.eduteka.org/modulos/1/8/</a></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
En segundo
lugar ofrecerles las herramientas que pueden utilizar para recopilar y filtrar
información, las herramientas propuestas son Evernote y Scoop it. Propongo
Evernote ya que ofrece una interfaz sencilla lo que permite un aprendizaje
rápido, para comenzar con su uso por parte de los estudiantes pueden recopilar
y organizar información y a medida que los estudiantes tenga dominio de la
aplicación se podría realizar un trabajo colaborativo creando una libreta
compartida donde cada uno aportará su granito de arena. <b style="mso-bidi-font-weight: normal;">En el siguiente enlace: <a href="http://www.eduteka.org/modulos/1/162/2124/1">http://www.eduteka.org/modulos/1/162/2124/1</a>
<span style="mso-spacerun: yes;"> </span></b>pueden encontrar más información
sobre “El uso de Evernote y sus ventajas para recopilar, <span style="mso-spacerun: yes;"> </span>evaluar y analizar información”</div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
En cuanto a
Scoop it, esta herramienta nos permite compartir contenido en un formato
atractivo, con esta herramienta se puede crear temas que se pueden personalizar
a medida que encontramos nuevo contenido y luego compartirlo por lo que se me
ocurre que en clase se puede desarrollar cualquier temática y que cada alumno
genere su propio portafolio del contenido planteado y se podrá apreciar el
alcance que cada uno logro al compartir los diferentes trabajos.</div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.45pt;">
Sin lugar a
duda, los docentes jugamos un papel de gran importancia en el desarrollo de las
competencias de gestión de información, lo cual considero que es un arduo
trabajo pero que vale la pena intentarlo, y digo que es arduo, ya que la
mayoría de nuestros estudiantes se conforman en buscar la información que
requieren en Wikipedia y ya, por eso es necesario promover en ellos la
innovación en los procesos de búsqueda y filtrado de información. Por
consiguiente nos corresponde a los docentes buscar las mejores estrategias y
recursos para iniciar a nuestros estudiantes en el mundo de la gestión de la
información y de esta manera lograr que adquieran las competencias que propone
Eduteka con relación al manejo de información: donde se dice que el estudiante
debe estar en capacidad de:</div>
<ul type="square">
<li class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Definir un Problema de Información, planteando una Pregunta
Inicial, e identificar exactamente qué se necesita indagar para
resolverlo.</span></li>
<li class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Elaborar un Plan de Investigación que oriente la búsqueda, el
análisis y la síntesis de la información pertinente para solucionar el
Problema de Información.</span></li>
<li class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Formular preguntas derivadas del Plan de Investigación (Preguntas
Secundarias) que conduzcan a solucionar el Problema de Información.</span></li>
<li class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Identificar y localizar fuentes de información adecuada y confiable.</span></li>
<li class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Encontrar, dentro de las fuentes elegidas, la información
necesaria.</span></li>
<li class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Evaluar la calidad de la información obtenida para determinar si es
la más adecuada para resolver su Problema de Información.</span></li>
<li class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Clasificar y Organizar la información para facilitar su análisis y
síntesis.</span></li>
<li class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Analizar la información de acuerdo con un Plan de Investigación y
con las preguntas derivadas del mismo (Preguntas Secundarias).</span></li>
<li class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Sintetizar, utilizar y comunicar la información de manera efectiva.</span></li>
</ul>
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
Para finalizar les dejo dos videos sobre el uso de las herramientas Evernote y Scoop it y una pequeña presentación donde resume los aspectos principales sobre la gestión de la información</div>
<iframe src="https://docs.google.com/presentation/d/16xgPLVmRkzWoXtIL8L9zLGKWZVlaekTRkx0ssqwse9I/embed?start=false&loop=false&delayms=3000" frameborder="0" width="480" height="299" allowfullscreen="true" mozallowfullscreen="true" webkitallowfullscreen="true"></iframe>
<iframe allowfullscreen="" frameborder="0" height="270" src="//www.youtube.com/embed/Btlyl4_kvl4" width="480"></iframe>
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/tG1DXEpkZYk" width="560"></iframe>
<br />
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
<br /></div>
Juana @juanajmhttp://www.blogger.com/profile/01508354132474588016noreply@blogger.com0tag:blogger.com,1999:blog-6550299254710846636.post-38855507608175878102014-01-24T11:46:00.000-08:002014-01-24T15:50:18.526-08:00UNIDAD II: DE DOCENTES CONECTADOS A DOCENTES ENREDADOS<div style="text-align: justify;">
La unidad II comprende una serie de tareas para luego llegar al producto final, con relación a la primera tarea crear una cuenta y personalizarla ya tenía la cuenta y esta personalizada, otra de las tareas asignadas era crear una lista, considero importante acotar que a pesar de estar en twitter desde el 2009 y tener conocimiento de las listas nunca sentí la inquietud o la necesidad de crear una, pero bueno hoy gracias al curso comparto una modesta lista de cuentas relacionadas con tecnología y educación que espero pueda aportar un granito de arena para el resto de los participantes del curso . <a href="https://twitter.com/juanajm/lists/educaci%C3%B2n-y-tecnolog%C3%ADa">https://twitter.com/juanajm/lists/educaci%C3%B2n-y-tecnolog%C3%ADa</a><br />
A continuación presento el analisis de una cuenta twitter.
<b> </b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>ANALISIS DE UNA CUENTA DE TWITTER</b> </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
A continuación presento la actividad sobre el análisis de una cuenta twitter de un docente o institución educativa, en mi caso seleccione una institución Eduteka.
Cuenta selecciona: Eduteka @eduteka</div>
<div style="text-align: justify;">
<img alt="" src="data:image/png;base64,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<b style="mso-bidi-font-weight: normal;">Perfil: </b>Eduteka es una institución sin ánimo de lucro dedicada a
mejorar la calidad de la educación básica y media en Iberoamérica con el<span style="mso-spacerun: yes;"> </span>uso de las TIC de Colombia.</div>
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<b style="mso-bidi-font-weight: normal;">Nick</b>: @eduteka </div>
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<a href="https://www.blogger.com/blogger.g?blogID=6550299254710846636" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b style="mso-bidi-font-weight: normal;">Número de seguidores</b>: 30117</div>
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<a href="https://www.blogger.com/blogger.g?blogID=6550299254710846636" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<b style="mso-bidi-font-weight: normal;">Numero de tuits:</b> 3049</div>
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<b style="mso-bidi-font-weight: normal;">Numero de cuentas que sigue:</b> 243</div>
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<b style="mso-bidi-font-weight: normal;">Antigüedad:</b> desde junio de 2009</div>
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Listas: forma parte de nueve
listas</div>
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Página web: http://www.eduteka.org/</div>
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" /> </div>
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A continuación les dejo la presentación con el análisis completo<br />
<iframe allowfullscreen="true" frameborder="0" height="299" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/18jmPHr46G-xEY5cFmRx_c-Fpt9ntuH_NTxK1EJz2yeg/embed?start=false&loop=false&delayms=3000" webkitallowfullscreen="true" width="480"></iframe>
</div>
Juana @juanajmhttp://www.blogger.com/profile/01508354132474588016noreply@blogger.com0tag:blogger.com,1999:blog-6550299254710846636.post-29896460758340249762014-01-18T13:52:00.003-08:002014-01-18T13:52:48.527-08:00MI PLE<iframe frameborder='0' src='https://mural.ly/mural/juanajaramillo/1390076723686/embed?b=3570&l=3128&r=5510&t=2552' width='510px' height='315px'></iframe>Juana @juanajmhttp://www.blogger.com/profile/01508354132474588016noreply@blogger.com0tag:blogger.com,1999:blog-6550299254710846636.post-74119840311139222752014-01-18T11:44:00.000-08:002014-01-18T11:52:56.954-08:00ACTIVIDAD UNIDAD I<!--[if gte mso 9]><xml>
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<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Soy
Juana Jaramillo docente de informática, para mí es un placer realizar este
curso ya que considero que todo lo que podamos aprender<span style="mso-spacerun: yes;">, </span>para aplicarlo en el proceso de aprendizaje
de nuestros estudiantes, <span style="mso-spacerun: yes;"></span>contribuirá en
su formación, sobre todo hoy en día donde el mundo está cada segundo cambiando y la
web nos ofrece una serie de herramientas de gran utilidad que debemos
aprovechar en nuestra formación que como docentes debe ser continua y además
debemos hacer el aprendizaje de los estudiantes más<span style="mso-spacerun: yes;"> </span>creativo e innovador. Este blog es una de las
primeras asignaciones del curso, aquí se irán mostrando el desarrollo de las
diferentes actividades, para comenzar les muestro la nube de intereses:</span></div>
<div style="text-align: justify;">
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></div>
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Juana @juanajmhttp://www.blogger.com/profile/01508354132474588016noreply@blogger.com0tag:blogger.com,1999:blog-6550299254710846636.post-15024340104762912922014-01-18T09:21:00.000-08:002014-01-18T12:00:33.711-08:00PERFIL EN DOCENTE.ME<iframe frameborder="0" scrolling="no" src="http://www.docente.me/usuarios/perfil/Juanaj/widget-completo" style="height: 153px; width: 270px;"></iframe> Juana @juanajmhttp://www.blogger.com/profile/01508354132474588016noreply@blogger.com0