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      <title>8001G Obstáculos de la comunicación by Andrés Vázquez López</title>
      <link>https://padlet.com/maestroandresvazquezlopez/ktwwut0mkvcy</link>
      <description>Por equipos de dos o tres personas; ilustren, ejemplifiquen y expliquen sobre: Percepciones diferentes, Diferencias de lenguaje, Ruido, Emotividad y Desconfianza</description>
      <language>en-us</language>
      <pubDate>2017-11-30 14:52:12 UTC</pubDate>
      <lastBuildDate>2023-03-17 05:28:16 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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      <item>
         <title>GUZMAN GRANADOS ERIKA LORENA </title>
         <author></author>
         <link>https://padlet.com/maestroandresvazquezlopez/ktwwut0mkvcy/wish/211877311</link>
         <description><![CDATA[<div>VERDUZCO GUERRA MAGDALENA <br>MARTINEZ BLANCAS DANIEL<br><br>-PERCEPCIONES DIFERENTES <br>&nbsp;<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:162,&quot;url&quot;:&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQy0Bj-iT4-F6FGRF-aBE0hiJ1t2gPfERVT-UQh2xSawwT_X8o6&quot;,&quot;width&quot;:227}" data-trix-content-type="image"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQy0Bj-iT4-F6FGRF-aBE0hiJ1t2gPfERVT-UQh2xSawwT_X8o6" width="227" height="162"><figcaption class="attachment__caption"></figcaption></figure> &nbsp;</div><ol><li>Percepción visual: Todo lo que es percibido a través de los ojos.</li><li>Percepción auditiva: Los sonidos percibidos por los oídos.</li><li>Percepción táctil: Es todo aquello que puede sentirse por el tacto.</li><li>Percepción olfativa: Cualquier olor percibido por el olfato.</li><li>Percepción social: Es la forma en que los individuos perciben a otras personas dentro de un mismo ambiente y su forma de relacionarse.</li><li>Percepción del movimiento: Es una habilidad de los humanos y animales para girar la mirada y la cabeza y determinar si algo representa un peligro&nbsp;</li></ol><div>-DIFERENCIAS DE LENGUAJE<br>&nbsp;Cada individuo tiene un habla distinta pues su aplicación, aún basándose en la misma lengua, se hace de forma distinta por parte de cada persona. &nbsp;</div><div>El lenguaje es la capacidad de comunicarse, algo universal. La lengua es un conjunto de símbolos o sistema abstracto cuya principal función es la comunicación</div><div><br></div><div>&nbsp;<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:223,&quot;url&quot;:&quot;https://scontent.fmex4-1.fna.fbcdn.net/v/t34.0-12/24273412_1583254825054256_1637584875_n.png?oh=81ffa3165ecbab5eb46c420db940ea1a&amp;oe=5A232E7C&quot;,&quot;width&quot;:300}" data-trix-content-type="image"><img src="https://scontent.fmex4-1.fna.fbcdn.net/v/t34.0-12/24273412_1583254825054256_1637584875_n.png?oh=81ffa3165ecbab5eb46c420db940ea1a&amp;oe=5A232E7C" width="300" height="223"><figcaption class="attachment__caption"></figcaption></figure>&nbsp;</div><div><br><br>-RUIDO<br>&nbsp;En comunicación, se denomina ruido a toda señal no deseada que se mezcla con la señal útil que se quiere transmitir. Es el resultado de diversos tipos de perturbaciones que tiende a enmascarar la información cuando se presenta en la banda de frecuencias del espectro de la señal, es decir, dentro de su ancho de banda. <br><br>&nbsp;<figure class="attachment attachment--preview" 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" width="327" height="154"><figcaption class="attachment__caption"></figcaption></figure> <br>-EMOTIVIDAD Y DESCONFIANZA <br> Función Emotiva o Expresiva<br>Está centrada en el emisor y expresa la actitud del hablante hacia aquello de lo que está hablando, expresa sentimientos y emociones sean reales o fingidas. &nbsp; Generalmente esta función es inconsciente. Ejemplo: Cuando alguien dice “Apenas son <a href="https://www.facebook.com/andres.vazquezlopez.75#">las cuatro de la tarde</a>?”, nos da a&nbsp; entender que le ha parecido el día muy largo o que está aburrido. <br><br> <figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:228,&quot;url&quot;:&quot;http://4.bp.blogspot.com/_WYUMsduVuOg/S6BBBej8tLI/AAAAAAAAABM/8aaD0iGBkis/s320/funcionesdellenguaje.gif&quot;,&quot;width&quot;:300}" data-trix-content-type="image"><img src="http://4.bp.blogspot.com/_WYUMsduVuOg/S6BBBej8tLI/AAAAAAAAABM/8aaD0iGBkis/s320/funcionesdellenguaje.gif" width="300" height="228"><figcaption class="attachment__caption"></figcaption></figure> <br> Desconfianza, Amenaza y Temor: La desconfianza, la amenaza y el temor minan la comunicación. En un ambiente en el que estén presentes estos factores, todo mensaje será visto con escepticismo.&nbsp; La desconfianza puede ser producto de las incongruencias en la conducta del superior, o de anteriores experiencias en las que el subordinado fue castigado por haberle transmitido honestamente a su jefe información desfavorable pero verídica. <br> De igual modo, ante la presencia de amenazas (reales o imaginarias) la gente tiende a replegarse, adoptar una actitud defensiva y distorsionar la información. &nbsp; Lo que se necesita es entonces un ambiente de confianza, el cual facilita la comunicación abierta y honesta. <br> <figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:791,&quot;url&quot;:&quot;https://media.istockphoto.com/vectors/handshake-and-weapons-business-partnership-with-rivalry-and-distrust-vector-id846599408&quot;,&quot;width&quot;:1024}" data-trix-content-type="image"><img src="https://media.istockphoto.com/vectors/handshake-and-weapons-business-partnership-with-rivalry-and-distrust-vector-id846599408" width="1024" height="791"><figcaption class="attachment__caption"></figcaption></figure>&nbsp;</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-30 14:56:20 UTC</pubDate>
         <guid>https://padlet.com/maestroandresvazquezlopez/ktwwut0mkvcy/wish/211877311</guid>
      </item>
      <item>
         <title>Fernandez Flores Priscilla Cuevas Irazabal Ivan Miranda Palacios Martha Patrici</title>
         <author></author>
         <link>https://padlet.com/maestroandresvazquezlopez/ktwwut0mkvcy/wish/211878709</link>
         <description><![CDATA[<div>Percepción diferente:<br>La cosas para uno no son lo mismo para otro.<br><br>Diferencias del lenguaje:<br>&nbsp;La principal diferencia que existe es el hecho de que la comunicación es el proceso mediante el cual se intercambia información y el lenguaje es el sistema de símbolos que se emplea en los actos comunicativos&nbsp;<br><br>Ruido:<br>Es un sonido inarticulado o confuso que suele causar una sensación auditiva desagradable.<br><br><br>Emotividad:<br>Es la capacidad que disponemos los seres humanos para producir emoción aunque también a la sensibilidad que se presenta ante las emociones.<br><br>Desconfianza:<br>Es una emoción humana negativa por que implica inseguridad donde las acciones que pueda desplegar alguien en el futuro. Ademas se trata de una actitud absolutamente consiente y voluntaria que surge de quien la sostiene y que no depende del otro bajo ningún modo.</div>]]></description>
         <enclosure url="https://padletuploads.blob.core.windows.net/prod/243780295/0072ee48ca851c7f160f34af75a7bdc8/leyes_gestalt_7.gif" />
         <pubDate>2017-11-30 14:58:26 UTC</pubDate>
         <guid>https://padlet.com/maestroandresvazquezlopez/ktwwut0mkvcy/wish/211878709</guid>
      </item>
      <item>
         <title>ESQUIVEL ALVAREZ ABIGAIL</title>
         <author></author>
         <link>https://padlet.com/maestroandresvazquezlopez/ktwwut0mkvcy/wish/211880773</link>
         <description><![CDATA[<div>MENDOZA PEREZ ROBERTO IVAN&nbsp;<br>PERCEPCIONES DIFERENTES:&nbsp;<br>&nbsp;</div><div>a percepcion puede definirse como el conjunto de procesos y actividades relacionados con la estimulacion que alcanza a los sentidos, mediante los cuales obtenemos informacion respecto a nuestro habitat, las acciones que efectuamos en el y nuestros propios estados interhnos</div><div><br></div><div>La percepcion de un individui es subjetiva, selectiva y temporal.</div><div><br></div><div>subjetiva, ya que las reacciones a un mismo estimulo varian de un individuo a otro.</div><div><br></div><div>ante un estimulo visual, se derivan distintas respuestas.</div><div><br></div><div>selectiva, en la percepcion es consecuencia de la naturaleza subjetiva de la persona que no puede percibir todo al mismo tiempo y selecciona su campo perceptual en funcion de lo que desea percibir</div><div><br></div><div>Temporal, ya que es un fenomeno a corto plazo. la forma en que los indiciduos llevan a cabo el proceso de percepcion evoluciona a medida que se enriquecen las experiencia o varian las necesidades y motivaciones de los mismos. <br>&nbsp;<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:826,&quot;url&quot;:&quot;https://image.slidesharecdn.com/reeviistaa-161029023839/95/conociendo-mas-sobre-la-psicologa-social-10-638.jpg?cb=1477708809&quot;,&quot;width&quot;:638}" data-trix-content-type="image"><img src="https://image.slidesharecdn.com/reeviistaa-161029023839/95/conociendo-mas-sobre-la-psicologa-social-10-638.jpg?cb=1477708809" width="638" height="826"><figcaption class="attachment__caption"></figcaption></figure>&nbsp;</div><div><br>DIFERENCIA DE LENGUAJE:<br>es una forma diferente de comunicación que tiene cada una de las personas.<br>&nbsp;<figure class="attachment attachment--preview" 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" width="268" height="188"><figcaption class="attachment__caption"></figcaption></figure>&nbsp;<br>RUIDO:<br> sonido inarticulado o confuso que suele causar una sensación auditiva desagradable. En el área de las telecomunicaciones, 'ruido' es una perturbación o una señal anómala que se produce en un sistema de telecomunicación, que perjudica la transmisión y que impide que la información llegue con claridad.&nbsp;<br>EMOTIVIDAD:<br> Grado en que se emociona una persona por las impresiones recibidas. Mayor o menor facilidad de emocionarse, de verse afectado por hechos habitualmente insignificantes.&nbsp;<br>DESCONFIANZA:<br> La desconfianza es una emoción negativa, que implica inseguridad sobre las acciones futuras de otra persona. Es opuesta a la confianza, que consiste en creer una hipótesis que se espera sin incertidumbres, es decir teniendo la seguridad de que algo suceda como se lo espera, o que alguien actúe de determinada manera.<br><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-30 15:01:27 UTC</pubDate>
         <guid>https://padlet.com/maestroandresvazquezlopez/ktwwut0mkvcy/wish/211880773</guid>
      </item>
      <item>
         <title>Arturo, Victor</title>
         <author></author>
         <link>https://padlet.com/maestroandresvazquezlopez/ktwwut0mkvcy/wish/211884274</link>
         <description><![CDATA[<div>&nbsp;<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:183,&quot;url&quot;:&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcShvKHg7vHRViHQ8lr-E99S4I4osoIL4iEHsxvxLip-mnQBMtGK&quot;,&quot;width&quot;:275}" data-trix-content-type="image"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcShvKHg7vHRViHQ8lr-E99S4I4osoIL4iEHsxvxLip-mnQBMtGK" width="275" height="183"><figcaption class="attachment__caption"></figcaption></figure> Percepciones diferentes de acuerdo a la experencia, cultura, mentalidad etc. de la persona.<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:193,&quot;url&quot;:null,&quot;width&quot;:260}" data-trix-content-type="image"><img src="null" width="260" height="193"><figcaption class="attachment__caption"></figcaption></figure> Diferencias de lenguaje que impiden la comunicación ya que hasta en los propios conceptos de una misma palabra pueden cambiar de cultura a cultura.<figure class="attachment attachment--preview" 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" width="327" height="154"><figcaption class="attachment__caption"></figcaption></figure> Impide el poder escuchar a las demás personas pudiendo ocasionar un teléfono descompuesto.<br> <figure class="attachment attachment--preview" 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" width="294" height="171"><figcaption class="attachment__caption"></figcaption></figure> La emotividad hace sentir cercanas a las personas por lo que la cumunicacion no solo es verbal, "aveces con una sola mirada lo sabes todo" xD.<br>&nbsp; <figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:300}" 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" width="300" height="168"><figcaption class="attachment__caption"></figcaption></figure> ¿La confianza se gana o solo se pierde?</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-30 15:06:37 UTC</pubDate>
         <guid>https://padlet.com/maestroandresvazquezlopez/ktwwut0mkvcy/wish/211884274</guid>
      </item>
      <item>
         <title>ANA KAREN MOTA MARTINEZ. VICTOR ALEXIS VELAZQUEZ CORONA </title>
         <author></author>
         <link>https://padlet.com/maestroandresvazquezlopez/ktwwut0mkvcy/wish/221721571</link>
         <description><![CDATA[<div>PERCEPCIONES DIFERENTES <figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:479,&quot;url&quot;:&quot;https://image.slidesharecdn.com/ts-gamesinnova2016-161023050259/95/conciencia-colectiva-games-innova2016-2-638.jpg?cb=1477198994&quot;,&quot;width&quot;:638}" data-trix-content-type="image"><img src="https://image.slidesharecdn.com/ts-gamesinnova2016-161023050259/95/conciencia-colectiva-games-innova2016-2-638.jpg?cb=1477198994" width="638" height="479"><figcaption class="attachment__caption"></figcaption></figure>La percepción es la manera en la que el cerebro siente unos sensoriales que recibe a través de los sentidos para formar una impresión consciente de la realidad física de su entorno.<a href="https://es.wikipedia.org/wiki/Percepci%C3%B3n#cite_note-1"><sup>1</sup></a>​ También describe el conjunto de procesos mentales mediante el cual una persona selecciona, organiza e interpreta la información proveniente de estímulos, pensamientos y sentimientos, a partir de su experiencia previa, de manera lógica o significativa.<br><br></div><ul><li><a href="https://es.wikipedia.org/wiki/Percepci%C3%B3n_visual">percepción visual</a>, de los dos planos de la realidad externa (forma, color, movimiento);</li><li><a href="https://es.wikipedia.org/wiki/Procesamiento_espacial">percepción espacial</a>, de las tres dimensiones de la realidad externa (profundidad);</li><li><a href="https://es.wikipedia.org/w/index.php?title=Percepci%C3%B3n_olfativa&amp;action=edit&amp;redlink=1">percepción olfativa</a>, de los olores;</li><li><a href="https://es.wikipedia.org/w/index.php?title=Percepci%C3%B3n_auditiva&amp;action=edit&amp;redlink=1">percepción auditiva</a>, de los ruidos y sonidos;</li><li><a href="https://es.wikipedia.org/wiki/Cenestesia">cenestesia</a>, de los órganos internos;</li><li><a href="https://es.wikipedia.org/w/index.php?title=Percepci%C3%B3n_t%C3%A1ctil&amp;action=edit&amp;redlink=1">percepción táctil</a>, que combina los sentidos de la piel (presión, vibración, estiramiento);</li><li><a href="https://es.wikipedia.org/w/index.php?title=Percepci%C3%B3n_t%C3%A9rmica&amp;action=edit&amp;redlink=1">percepción térmica</a>, de las variaciones de temperatura (calor, frío);</li><li><a href="https://es.wikipedia.org/w/index.php?title=Percepci%C3%B3n_del_dolor&amp;action=edit&amp;redlink=1">percepción del dolor</a>, de los estímulos nocivos;</li></ul><div><br></div><div><br><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2018-01-16 14:45:39 UTC</pubDate>
         <guid>https://padlet.com/maestroandresvazquezlopez/ktwwut0mkvcy/wish/221721571</guid>
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