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      <title>Mi secuencia espectacular by </title>
      <link>https://padlet.com/natoramirezmartinez/iwjbplh1yihz</link>
      <description>Hecho con una chispa de genialidad</description>
      <language>en-us</language>
      <pubDate>2018-05-11 23:31:30 UTC</pubDate>
      <lastBuildDate>2018-05-12 22:02:28 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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      <item>
         <title>introducción </title>
         <author>natoramirezmartinez</author>
         <link>https://padlet.com/natoramirezmartinez/iwjbplh1yihz/wish/260095839</link>
         <description><![CDATA[<div>En este trabajo pretendo abarcar los conceptos y características de las redes sociales , a su vez profundizar como estas influyen en la comunicación virtual.<br>como estudiante de la metodología virtual ,manejo mucho los medios de las redes sociales puesto que estas nos permite realizar las la comunicación constante y efectiva con compañeros y tutores.<br>como sabemos no todo es color de rosa ,el mal uso de estas redes sociales pueden ser verdaderamente perjudiciales ,incluso acabar con la dignidad y la vida misma de los usuarios . </div>]]></description>
         <enclosure url="" />
         <pubDate>2018-05-11 23:33:58 UTC</pubDate>
         <guid>https://padlet.com/natoramirezmartinez/iwjbplh1yihz/wish/260095839</guid>
      </item>
      <item>
         <title>unidimensional.</title>
         <author>natoramirezmartinez</author>
         <link>https://padlet.com/natoramirezmartinez/iwjbplh1yihz/wish/260096693</link>
         <description><![CDATA[<div>las relaciones unidimensionales hacen referencia a la comunicación que se da entre dos personas o individuos en espacios no verbales a través de escritura ,permitiendo la interacción entre usuarios estrictamente virtual.<br>un ejemplo de la comunicación unidimensional es el correo electrónico ya que este es un medio para fines informativo<br><br></div><var><figure class="attachment attachment--preview"><img src="https://imgglb.padletcdn.com/v13/image?t=c_limit,dpr_1,h_662,w_1366&amp;url=https%3A%2F%2Fpadletuploads.blob.core.windows.net%2Fprod%2F234917528%2F3fe59068c1a2a8925b726f6aa6f800c9%2Funidimensionalidad.jpg" width="662" height="662"><figcaption class="attachment__caption"></figcaption></figure></var>]]></description>
         <enclosure url="" />
         <pubDate>2018-05-11 23:46:31 UTC</pubDate>
         <guid>https://padlet.com/natoramirezmartinez/iwjbplh1yihz/wish/260096693</guid>
      </item>
      <item>
         <title>virtualidad y corporeidad </title>
         <author>natoramirezmartinez</author>
         <link>https://padlet.com/natoramirezmartinez/iwjbplh1yihz/wish/260171972</link>
         <description><![CDATA[<div>Como sabemos existen nuevas tecnologías que generan comunicación de manera digital y a su vez posibilitan la sincronía de dos realidades como lo son :lo virtual y lo real.<br>La primera es donde los sujetos&nbsp; se ven eximidos de lo corporal ,tomando así la virtualidad como su verdadera esencia,en ambas se l subjetividad donde se recrea la cultura de los diferentes cibernautas o usuarios ,ya que estos son de diferentes culturas.<br>A medida que la comunicación avanza esta va adquiriendo un significado diferente.<br><figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:183,&quot;url&quot;:&quot;https://imgglb.padletcdn.com/v13/image?t=c_limit,dpr_1,h_662,w_1366&amp;url=https%3A%2F%2Fpadletuploads.blob.core.windows.net%2Fprod%2F234917528%2F099cefccaff378574428d70ee3c4d3dc%2Fconocimiento.jpg&quot;,&quot;width&quot;:275}" data-trix-content-type="image"><img src="https://imgglb.padletcdn.com/v13/image?t=c_limit,dpr_1,h_662,w_1366&amp;url=https%3A%2F%2Fpadletuploads.blob.core.windows.net%2Fprod%2F234917528%2F099cefccaff378574428d70ee3c4d3dc%2Fconocimiento.jpg" width="275" height="183"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-05-12 20:59:36 UTC</pubDate>
         <guid>https://padlet.com/natoramirezmartinez/iwjbplh1yihz/wish/260171972</guid>
      </item>
      <item>
         <title>RACIONALIDAD Y RELACIÓN VIRTUAL.</title>
         <author>natoramirezmartinez</author>
         <link>https://padlet.com/natoramirezmartinez/iwjbplh1yihz/wish/260172977</link>
         <description><![CDATA[<div>Teniendo en cuenta el concepto de racionalidad , podemos decir que la razón debe ser igual al momento de iniciar una actividad ,participación y relación virtual ,teniendo en cuenta&nbsp; como precedente que al momento de ingresar al mundo virtual estamos expuestos a todo tipo de situación llámese positiva o negativa.<br>para evitar un mal momento o algo perjudicial, es mejor pensar antes de compartir cualquier tipo de información u aceptar invitaciones de desconocidos.<br>&nbsp;<figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:259}" 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" width="259" height="194"><figcaption class="attachment__caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-05-12 21:17:47 UTC</pubDate>
         <guid>https://padlet.com/natoramirezmartinez/iwjbplh1yihz/wish/260172977</guid>
      </item>
      <item>
         <title>CONDICIONAMIENTO DE TIEMPO Y ESPACIO EN UNA RELACIÓN SOCIAL.</title>
         <author>natoramirezmartinez</author>
         <link>https://padlet.com/natoramirezmartinez/iwjbplh1yihz/wish/260173435</link>
         <description><![CDATA[<div>La gran mayoria de las personas aceptan fácilmente conectarse por medio de la comunicación virtual o redes sociales ,permitiendo la libre comunicación y adhesión de una relación virtual, que en ocasiones da paso a la relaciones sociales real.<br>Asegurando que tal espacio puede contar con algunas características o similitudes con los lugares donde se dan la relaciones reales ,por el contrario cuando se da cabida&nbsp; a dos realidades coexistentes en un mismo caso.<br>Gracias al uso de la cámara web se permite compartir la imagen de los usuarios y el entorno donde se encuentran.<br><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:226}" 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         <description><![CDATA[<div>                                                    <strong>CIBERCULTURA<br></strong><br></div><div><br></div><div>                                                            <strong>UNIDAD 3: <br>                              FASE 3 - PRESENTAR INFORME EN PADLET<br></strong><br></div><div><br></div><div>                                                              <strong>TUTOR:<br>                                           FREDY ALEXIS RODRIGUEZ FIQUITIVA<br></strong><br></div><div>                                  <br>                                        <strong> NATALIA RAMIREZ MARTINEZ<br>                                               GRUPO: 403053_45</strong></div><div><br></div><div>                <strong>UNIVERSIDAD NACIONAL ABIERTA Y A DISTANCIA (UNAD)<br>                                    ESCUELA DE CIENCIAS DE LA SALUD</strong></div>]]></description>
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