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      <title>Aventura en el Ciberespacio by </title>
      <link>https://padlet.com/callejerosibg/ignc0969s98s</link>
      <description>Hecho con encanto</description>
      <language>en-us</language>
      <pubDate>2018-06-21 13:18:55 UTC</pubDate>
      <lastBuildDate>2018-06-21 14:36:21 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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      <item>
         <title>INTRODUCCION</title>
         <author>callejerosibg</author>
         <link>https://padlet.com/callejerosibg/ignc0969s98s/wish/268101188</link>
         <description><![CDATA[<div>&nbsp;<br><br></div><div>Los hombres y mujeres viven&nbsp; a través de relaciones sociales, asi se&nbsp; construyen la cultura, la historia del hombre&nbsp; está conformado por experiencias e historias personales las cuales son aprehendidas dentro de una cultura.<br><br></div><div>Existe una relación cara a cara cuando comparto con otro un espacio y tiempo común. Según plantea Schutz,&nbsp; compartir el tiempo implica la simultaneidad de las corrientes de conciencia de quienes participan en este encuentro. En las situaciones cara a cara, hay una reciprocidad inmediata de las experiencias del otro. Hay inmediatez temporal y espacial<br><br></div><div>Mientras que por otra parte existen las&nbsp; relaciónes&nbsp; social en el ciberespacio, que&nbsp; implica un contacto diferente, en algunos aspectos, al que se da en un contacto cara a cara. Se construye sobre una nueva concepción de espacio y tiempo, implicando además la idea de que existe un entorno de red propio de la sociedad de la información que posibilita la conexión entre sujetos distantes geográficamente o cercanos que de otra manera por cuestiones de obligaciones y tiempo no pueden concretar reuniones en un lugar físico determinado.<br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-06-21 13:22:47 UTC</pubDate>
         <guid>https://padlet.com/callejerosibg/ignc0969s98s/wish/268101188</guid>
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      <item>
         <title>UNIDIMENSIONALIDAD</title>
         <author>callejerosibg</author>
         <link>https://padlet.com/callejerosibg/ignc0969s98s/wish/268104972</link>
         <description><![CDATA[<div>Las relaciones virtuales son todas aquellas que se encuentran caracterizadas por no existir entre los sujetos un contacto personal y físico ; por lo que se entienden como las relaciones que se establecen a través de los medios electrónicos .&nbsp;<br><br>Al ser relaciones que están limitadas al medio virtual o a la virtualidad como contexto, éstas están restringidas en cuanto a las múltiples formas de contacto existentes en el medio natural, sea gestual, verbal o cinestésico, lo que convierte a estas relaciones en unidimensionales.&nbsp;<br><br></div><div>las relaciones virtuales se convierten en relaciones unidimensionales, <em>porque no profundizan más allá del contacto electrónico .<br></em><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:282,&quot;url&quot;:&quot;https://sites.google.com/a/correo.unimet.edu.ve/gigantes-de-la-tecnologia/_/rsrc/1465318192825/pag-web-2/influencia-de-facebook-en-la-sociedad/Imagen3.jpg?height=282&amp;width=400&quot;,&quot;width&quot;:399}" data-trix-content-type="image"><img src="https://sites.google.com/a/correo.unimet.edu.ve/gigantes-de-la-tecnologia/_/rsrc/1465318192825/pag-web-2/influencia-de-facebook-en-la-sociedad/Imagen3.jpg?height=282&amp;width=400" width="399" height="282"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-06-21 13:48:28 UTC</pubDate>
         <guid>https://padlet.com/callejerosibg/ignc0969s98s/wish/268104972</guid>
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      <item>
         <title>CONDICIONAMIENTO DE TIEMPO Y ESPACIO EN UNA RELACIÓN SOCIAL</title>
         <author>callejerosibg</author>
         <link>https://padlet.com/callejerosibg/ignc0969s98s/wish/268105819</link>
         <description><![CDATA[<div>En la actualidad una relación social puede verse condicionada por la era de las redes sociales, la gratificación instantánea y lo efímero y casual que puede ser cada encuentro o relación. esta nueva generacion y formas de socializar se caracterizan&nbsp; por no generar apegos demasiado rápido, por salir con alguien y no tener que ser su pareja, es por falta de una mejor palabra una generación de mentalidad abierta&nbsp; y esa misma conducta o comportamiento la que moldea y condiciona todos los aspectos sociales de su vida, incluidas por supuesto las relaciones en todos sus tipos.&nbsp;<br><br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:155,&quot;url&quot;:&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRtT1-i8cHgmQVu03DcnTK3Pi66iFUJUIgcbaiMyhNps5zzieGd&quot;,&quot;width&quot;:200}" data-trix-content-type="image"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRtT1-i8cHgmQVu03DcnTK3Pi66iFUJUIgcbaiMyhNps5zzieGd" width="200" height="155"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-06-21 13:54:46 UTC</pubDate>
         <guid>https://padlet.com/callejerosibg/ignc0969s98s/wish/268105819</guid>
      </item>
      <item>
         <title>VIRTUALIDAD Y CORPOREIDAD</title>
         <author>callejerosibg</author>
         <link>https://padlet.com/callejerosibg/ignc0969s98s/wish/268107333</link>
         <description><![CDATA[<div>La sociedad actual&nbsp; acerca los cuerpos digitales</div><div>para formar parte de una autonomía humanista y de experien-</div><div>cias de aprendizaje, porque el cuerpo digital del otro delata las</div><div>costumbres, las creencias, la cultura, la manera de comunicarse,</div><div>de relacionarse con el grupo o el colectivo, y el modo de lidiar</div><div>con el mundo.<br><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:290}" 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" width="290" height="174"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-06-21 14:05:11 UTC</pubDate>
         <guid>https://padlet.com/callejerosibg/ignc0969s98s/wish/268107333</guid>
      </item>
      <item>
         <title>RACIONALIDAD Y RELACIÓN VIRTUAL</title>
         <author>callejerosibg</author>
         <link>https://padlet.com/callejerosibg/ignc0969s98s/wish/268108414</link>
         <description><![CDATA[<div>el ser humano cuando está en contacto con una realidad virtual tiene las posibilidades de crear, investigar, reconocer, mejorar, estudiar, capacitar, evaluar y entender todas las herramientas comunicativas que tenemos a nuestra disposición, es decir el ser humano tiene la capacidad de realizar diferentes actividades al mismo tiempo y de esta manera impulsar a mejorar el uso de la tecnología implementándola en el uso diario.<br><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:215}" 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" width="215" height="234"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-06-21 14:11:16 UTC</pubDate>
         <guid>https://padlet.com/callejerosibg/ignc0969s98s/wish/268108414</guid>
      </item>
      <item>
         <title>ANÁLISIS DEL DISCURSO EN LA RELACIÓN SOCIAL VIRTUAL</title>
         <author>callejerosibg</author>
         <link>https://padlet.com/callejerosibg/ignc0969s98s/wish/268109176</link>
         <description><![CDATA[<div>La comunicación virtual a través del tiempo ha cambiado mucho, desde el uso de las herramientas tecnológicas, como del lenguaje que se utiliza para expresar algo, ya que como sabemos la comunicación no es solo verbal, sino también escrita, por eso es común que al interactuar con una persona de tu grupo de amigos es diferente a la que se utiliza por ejemplo con tu jefe de trabajo, ya que la comunicación ha cambiado; el uso de imagenes que esxpresan un sentir o una posicion respecto a algo, son nuevas formas de entablar relaciones y que sin duda alteran nuestras constumbres y hacen que el ser humano se acondicione a estas nuevas relaciones virtuales.<br><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:275}" 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" 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         <enclosure url="" />
         <pubDate>2018-06-21 14:16:49 UTC</pubDate>
         <guid>https://padlet.com/callejerosibg/ignc0969s98s/wish/268109176</guid>
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