<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3804411411332568796</id><updated>2012-01-13T13:14:04.396-08:00</updated><title type='text'>Webquest Argentina</title><subtitle type='html'>"La tecnología socio cognitiva forma a las personas"</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://webquestorgar.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3804411411332568796/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://webquestorgar.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Blog del Webquest.org.ar</name><uri>http://www.blogger.com/profile/04796465085203291363</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>28</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3804411411332568796.post-8218127237537829455</id><published>2011-12-20T11:29:00.000-08:00</published><updated>2011-12-20T13:19:44.104-08:00</updated><title type='text'>Incertidumbre</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-0ylBV4tAZGU/TvDqgY1egNI/AAAAAAAAAEs/JiNYh3qvXEQ/s1600/incertidumbre.jpg"&gt;&lt;img style="float:right; 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  &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Calibri","sans-serif";} &lt;/style&gt; &lt;![endif]--&gt;  &lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size:100%;"&gt;&lt;b&gt;Una frase de Niels Bohr&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="text-align: left;" class="MsoNormal"&gt;&lt;span style="font-size:100%;"&gt;&lt;b&gt;&lt;span style="font-size:16pt;"&gt;&lt;span style="font-size:85%;"&gt;Noailles, E, V.&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-size:16pt;"&gt;&lt;span style="font-size:85%;"&gt;&lt;span style="font-size:100%;"&gt; (2011) "Una Frase de Niels Bohr" en  el diario La Nación. 27/11/11  http://www.lanacion.com.ar/1426430-una-frase-de-niels-bohr &lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-indent:35.45pt"&gt;&lt;span style="mso-ansi-language: ES;mso-bidi-font-weight:bold"&gt;Hay una frase de Niels Bohr, físico danés, una de las figuras más deslumbrantes de la física contemporánea y premio Nobel en 1922, que dice lo siguiente: "Lo opuesto de una formulación correcta es una formulación falsa. Lo opuesto de una verdad profunda puede ser muy bien otra verdad profunda". Lo primero que sorprende es que esta reflexión provenga de una mente científica. Uno la esperaría de ciertas formas de la filosofía y de la poesía. Pero no hay duda de que la ciencia, traspuesto cierto umbral, converge hacia la filosofía. Tal vez no sea casualidad tampoco, en esta línea, que uno de los discípulos de Bohr fuera Heisenberg, quien formuló a su vez el principio de indeterminación o de incertidumbre, según el cual es inalcanzable en el campo de la microfísica un conocimiento pleno de la naturaleza en sí, en línea con lo señalado por Kant.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-indent:35.45pt"&gt;&lt;span style="mso-ansi-language: ES;mso-bidi-font-weight:bold"&gt;Dando rienda suelta a la interpretación de aquella frase, lo primero que indica es que el principio de no contradicción, pilar de nuestro edificio de pensamiento y sueño de Aristóteles, sólo es válido para una napa superficial de la realidad. Pero debajo de ese corte, debajo de la punta del iceberg, las leyes son diferentes. Tal vez de allí provenga el temor a profundizar las cosas, porque profundizar algo significa, esencialmente, desfondarlo. Y significa desembocar en un sitio en el que no hacemos pie y en el que la verdad sobre algo puede adquirir perfectamente más de un rostro y hasta rostros opuestos. Ahora bien, uno podría pensar que buena parte de la tensión que experimentamos en el mundo proviene de que estamos educados para manejarnos en la capa superficial de la realidad y no en la profunda. Y que intentamos manejarnos con las herramientas de la superficie en otra zona, en la que esas herramientas de ordenamiento de nuestra experiencia nos resultan inútiles.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-indent:35.45pt"&gt;&lt;span style="mso-ansi-language: ES;mso-bidi-font-weight:bold"&gt;¿Cómo se educa el pensamiento, entonces, para desplazarse entre estos dos registros que tiene la vida? Porque al igual que sucede con la corteza terrestre, lo que gobierna sus movimientos son las placas tectónicas que chocan por debajo. Una de las formas es exponerlo al arte y a la poesía, que comprenden el lenguaje que se habla debajo de la superficie y que, aunque no resuelve los enigmas del mundo, permite no quedar inerme frente a ellos y hablar su lenguaje. Estamos pendientes de los déficits en matemática, en historia o geografía, los que ciertamente hay que contrarrestar, pero estamos menos pendientes de la transmisión de herramientas con las que uno puede nadar debajo de la realidad. Y así se producen generaciones que creen demasiado en el principio de identidad, que lo falso es lo que se opone a la verdad y, sobre todo, que las contradicciones del mundo están hechas para ser resueltas (normalmente, con la supresión de una de las partes). Niels Bohr, en esa breve formulación, alumbra un punto tan relevante como otros de sus descubrimientos, y deja entrever -de manera también nuclear- el modo paradójico como está compuesto el mundo.&lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3804411411332568796-8218127237537829455?l=webquestorgar.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://webquestorgar.blogspot.com/feeds/8218127237537829455/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://webquestorgar.blogspot.com/2011/12/incertidumbre.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3804411411332568796/posts/default/8218127237537829455'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3804411411332568796/posts/default/8218127237537829455'/><link rel='alternate' type='text/html' href='http://webquestorgar.blogspot.com/2011/12/incertidumbre.html' title='Incertidumbre'/><author><name>Blog del Webquest.org.ar</name><uri>http://www.blogger.com/profile/04796465085203291363</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-0ylBV4tAZGU/TvDqgY1egNI/AAAAAAAAAEs/JiNYh3qvXEQ/s72-c/incertidumbre.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3804411411332568796.post-2337103010984581535</id><published>2011-12-15T10:09:00.000-08:00</published><updated>2011-12-20T08:17:02.814-08:00</updated><title type='text'>La condición poshumana la integración hombre maquina.</title><content type='html'>Este trozo de texto es textual de LIBRO "LA CONDICIÓN POSHUMANA" (2008) Edit. Cinema&lt;span style="font-family:&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font:minor-latin;mso-fareast-font-family:Calibri;mso-fareast-theme-font: minor-latin;mso-hansi-theme-font:minor-latin;mso-bidi-Times New Roman&amp;quot;; mso-bidi-theme-font:minor-bidi;mso-ansi-language:ES;mso-fareast-language:EN-US; mso-bidi-language:AR-SA;mso-no-proof:yesfont-family:&amp;quot;;font-size:100%;"  &gt;&lt;br /&gt;Parágrafo "&lt;/span&gt;ASCENSIÓN POSHUMANA" (pag 195-196)&lt;span style="font-family:&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-ascii-theme-font:minor-latin;mso-fareast-font-family:Calibri;mso-fareast-theme-font: minor-latin;mso-hansi-theme-font:minor-latin;mso-bidi-Times New Roman&amp;quot;; mso-bidi-theme-font:minor-bidi;mso-ansi-language:ES;mso-fareast-language:EN-US; mso-bidi-language:AR-SA;mso-no-proof:yesfont-family:&amp;quot;;font-size:11.0pt;"  &gt; &lt;span style="font-size:100%;"&gt;Cap.&lt;/span&gt;&lt;/span&gt; "El Algoritmo de Dios"&lt;br /&gt;&lt;br /&gt;&lt;!--[if !mso]&gt; 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 font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal" style="margin-left:191.4pt;text-align:right" align="right"&gt;&lt;span style="mso-ansi-language:ES"&gt;Desgraciadamente, me temo que formo parte de la última generación que morirá.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-left:191.4pt;text-align:right" align="right"&gt;&lt;span style="mso-ansi-language:ES"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="margin-left:191.4pt;text-align:right" align="right"&gt;&lt;span style="font-size:10.0pt;mso-bidi-mso-ansi-language:ESfont-size:12.0pt;" &gt;GERALD JAY SAUSSMAN&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:ES"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:ES"&gt;Para los poshumanistas trascendentales como Moravec, Kurzweil, Vinge y otros tantos extropianos, los seres humanos son objetos puramente físicos y mecánico, y la actividad consciente no es otra cosa que el resultado de procesos completamente materiales que se pueden, o se podrán en un futuro cercano, reproducir por medios tecnológicos. La abstracción absoluta de la materia orgánica a través de una descarga o &lt;i style="mso-bidi-font-style:normal"&gt;transbiomorfosis&lt;/i&gt; se logrará, consecuentemente, por medio de una traducción tecnológica de las redes neuronales de nuestra mente a la memoria de un ordenador concebido especialmente para tal fin, que será una réplica exacta, neurona por neurona, de la compleja estructura del cerebro natural.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:ES"&gt;Esta versión extrema del trashumanismo, basada en una premisa mecanicista de los procesos mentales, sostiene, así, que será posible extraer la res cogitans de la res extensa, transfiriendo a un sistema informático su contenido abstracto y trascendental, y desechando en ello el continente material inservible en que ha evolucionado. El ser líquido-fluido posbiológico resultante, pura conciencia emancipada de la sustancia material que imprimía limitaciones a su potencialidad, será tras este proceso autoprogramable, autoconfigurable, ilimitado y potencialmente inmortal, un Übermensh en estado puro. &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:ES"&gt;Para el ya citado Raymond Krzweil, la nanotecnología permitirá el diseño de &lt;i style="mso-bidi-font-style: normal"&gt;nanobots&lt;/i&gt;, robots diseñados a un&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;nivel molecular medido en nanómetros, como por ejemplo, los &lt;i style="mso-bidi-font-style:normal"&gt;respirocitos&lt;/i&gt; (glóbulos rojos artificiales mecánicos), que invadirán el organismo y permitirán el desarrollo de modelos detallados de cerebro, acordando, de este modo, cada vez más la distancia entre humanos y dispositivos informáticos &lt;/span&gt;&lt;span style="font-size:9.0pt;mso-bidi-mso-ansi-language:ESfont-size:12.0pt;" &gt;23&lt;/span&gt;&lt;span style="mso-ansi-language:ES"&gt;. Así lo cree David Ross, acérrimo defensor de la noción de descarga poshumanista, quien propone invadir el cuerpo con nanomáquinas que ataquen a las neuronas y las reemplacen por programas &lt;i style="mso-bidi-font-style:normal"&gt;(software)&lt;/i&gt; que cumplan las mismas funciones. El &lt;i style="mso-bidi-font-style:normal"&gt;infomorfo, &lt;/i&gt;réplica informática del sujeto descargado, habitará en un ciberespacio impecablemente fiel&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;al sustrato físico del cuerpo, de forma tal que el universo sutil y complejo de todas las sensaciones y percepciones físicas tendrían su correlato indistinguible en el nuevo entorno virtual.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;a href="http://2.bp.blogspot.com/-9mXWpPWwv2s/TupAmXAAktI/AAAAAAAAAEU/ZSjo_TDQRRg/s1600/muchos%2Bcolores.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 233px; height: 320px;" src="http://2.bp.blogspot.com/-9mXWpPWwv2s/TupAmXAAktI/AAAAAAAAAEU/ZSjo_TDQRRg/s320/muchos%2Bcolores.jpg" alt="" id="BLOGGER_PHOTO_ID_5686428507261932242" border="0" /&gt;&lt;/a&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:ES"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p style="font-weight: bold;" class="MsoNormal"&gt;&lt;span style=";font-size:130%;" &gt;Observe &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;y lea el texto de la viñeta dice: ¡No te creas que no sé lo que estás &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;pensando!&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:ES"&gt;Ahora bien, formuladas las metáforas y las proyecciones, la pregunta surge necesariamente: ¿qué pasará con una mente descargada a un sustrato digital por medio de un proceso tecnológico técnicamente correcto? En la nova El Hombre de silicio, de 1991, el autor de ciencia ficción Charles Platt, imagina precisamente este problema: &lt;la n="" y="" la="" fueron="" su="" inteligencia="" solo="" no="" vuelve="" a="" el="" problema="" es="" que="" sabemos="" conciencia=""&gt;&lt;/la&gt;&lt;/span&gt;&lt;span style="mso-ansi-language:ES;font-size:78%;" &gt;24&lt;/span&gt;&lt;span style="mso-ansi-language:ES"&gt;.&lt;/span&gt;  &lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:ES"&gt;Para los autores que se oponen a la noción de ascensión poshumana, el sueño de la mente sin cuerpo hunde sus raíces en un desconocimiento de la naturaleza de la conciencia y del organismo humano como un todo. Las premisas del poshumanismo, sostiene sus opositores, parten de una confusión cartesiana profunda: un reduccionismo materialismo y científico que, en aras de exaltar lo abstracto en detrimento de lo concreto, supone erróneamente que la mente puede vivir sin el cuerpo en el que se ha desarrollado a lo largo de un extenso y lento proceso de evolución natural ocurrido durante millones de años.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align: right;" align="right"&gt;&lt;span style=";font-size:78%;" &gt;22 Véase Good (1965)&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align:right" align="right"&gt;&lt;span style="mso-ansi-language:ES;font-size:78%;" &gt;23 Véase Kurzweil (2005)&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align: right;" align="right"&gt;&lt;span style=";font-size:78%;" &gt;24 Citado en Dery (1998: 347)&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: left;"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: left;"&gt;&lt;span style=";font-size:78%;" &gt;&lt;span style="font-weight: bold;font-size:100%;" &gt;Koval, S. (2008) "La Condición Poshumana". Editorial Cinema Bs.As Argentina.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: left;"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: left;"&gt;&lt;span style="mso-ansi-language:ES;font-size:130%;" &gt;Esperamos sus comentario en base al texto y a la imagen.&lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3804411411332568796-2337103010984581535?l=webquestorgar.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://webquestorgar.blogspot.com/feeds/2337103010984581535/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://webquestorgar.blogspot.com/2011/12/la-condicion-poshumana-la-integracion.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3804411411332568796/posts/default/2337103010984581535'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3804411411332568796/posts/default/2337103010984581535'/><link rel='alternate' type='text/html' href='http://webquestorgar.blogspot.com/2011/12/la-condicion-poshumana-la-integracion.html' title='La condición poshumana la integración hombre maquina.'/><author><name>Blog del Webquest.org.ar</name><uri>http://www.blogger.com/profile/04796465085203291363</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-9mXWpPWwv2s/TupAmXAAktI/AAAAAAAAAEU/ZSjo_TDQRRg/s72-c/muchos%2Bcolores.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3804411411332568796.post-4200766314488703777</id><published>2011-12-06T07:44:00.000-08:00</published><updated>2011-12-12T13:14:57.146-08:00</updated><title type='text'>Propuestas educativas virtuales potentes e inteligentes para la formación de personas y grupos</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-54p--fsm_XY/Tt6eBLdk-BI/AAAAAAAAAEI/esf6bLxW_iA/s1600/notbook%2Bcon%2Blapicera.bmp"&gt;&lt;img style="float:right; 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&lt;style&gt; st1\:*{behavior:url(#ieooui) } &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:Calibri;  mso-fareast-theme-font:minor-latin;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;  mso-fareast-language:EN-US;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;mso-bidi-font-weight:bold;text-decoration:none;text-underline: nonefont-family:&amp;quot;;font-size:11.0pt;color:black;"   &gt;&lt;span style="font-size:100%;"&gt;1-En la sociedad de la i&lt;/span&gt;&lt;span style="font-size:100%;"&gt;nformación y el conocimiento los procesos formativos deberían dirigirse para que cualquier persona pueda desempeñarse y moverse con efectividad en su particular medio sociocultural, para solucionar problemas y anticipar los que vendrán. &lt;/span&gt;&lt;span style="mso-spacerun:yes;font-size:100%;" &gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;mso-bidi-font-weight:bold;text-decoration:none;text-underline: nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt;Ello significa adquirir las habilidades para un aprendizaje autorregulado para ponerlo en practica a lo largo de toda la vida, o lo que es lo mismo, desarrollar competencias para aprender a aprender del modo mas autónomo posible pero en colaboración. Relacionar con el formento de una "cultura de pensamiento" (Proyecto Zero, Harvard)&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;mso-bidi-font-weight:bold;text-decoration:none;text-underline: nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt;Esto hoy es cada vez mas mediado virtualmente, por las abundantes tecnologias de la &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;información y la comunicación (TIC) y las redes sociales.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;mso-bidi-font-weight:bold;text-decoration:none;text-underline: nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt;Entre ellas las que mayor auge&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;tienen ademas de las clásicas de los foros y los chats, están todos los formatos altamente interactivos sincrónicos  y colaborativos (facilitados por la web2.0), como&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;los blogs, los flirks, las Wiki, los dispositivos móviles o portátiles (ej:celulares) , las redes sociales y los formatos/modalidades que se crearán, ampliamente desconocidos..…&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight:bold;text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight:bold;text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt;Todas están &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;en conectividad a Internet y son las que tienen una presencia enorme en la vida cotidiana , -donde se socializan niños, jóvenes y adultos, y si aparecen en los espacios educativos formales, es poca o nula, su aplicación formativa. La duda: servirán para algo? para qué?&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight:bold;text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;mso-bidi-font-weight:bold;text-decoration:none;text-underline: nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt;La interacción social entonces mediada por tecnologias, está a la orden del dia en nuestra cotidianidad (sin desconocer amplias franjas de exclusión social), cuestión que es muy significativa desde el punto de vista psicológico, de estructuración del pensamiento, de su identidad, de reconocimiento de la propia subjetividad como producto de la&lt;/span&gt;&lt;span style=" Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;mso-bidi-font-weight:bold; text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt; &lt;/span&gt;&lt;span style=" Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;font-weight:normal;mso-bidi-font-weight: bold;text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt;inseparabilidad con y de las otras personas , en el 1er caso; y de severa desigualdad y no inclusión, en el 2do.. Tambien desde el punto de vista social y cultural, ya que niños y jóvenes realizan toda clase de intercambios materiales y simbólicos de modo continuo, de fotos, música, textos, ….etc….&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;mso-bidi-font-weight:bold;text-decoration:none;text-underline: nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt;Entonces, con las TIC se impone entenderlas,&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;dominarlas y usarlas de modo juicioso. Ello significa saber&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;enfrentarse  a la enorme información que nos llega, de modo selectivo y no ingenuo ,  para buscar, seleccionar, evaluar, elaborar y difundir aquella que sea  necesaria y útil para si y para el grupo social. &lt;/span&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;mso-bidi-font-weight:bold;text-decoration:none;text-underline: nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt;Además si no lo hacen, son tranquilamente marginados de esta cultura digital y bastante,&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;no equitativa, porque habrá que recordar que es mucha la gente aun, que no posee conexión a Internet.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight:bold;text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;mso-bidi-font-weight:bold;text-decoration:none;text-underline: nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight:bold;text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;mso-bidi-font-weight:bold;text-decoration:none;text-underline: nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt;Si bien &lt;i style="mso-bidi-font-style:normal"&gt;no existe evidencias verificables&lt;/i&gt; que las TIC posean impactos en el mejoramiento de los aprendizajes logrados en general por las personas en general, y en especial, por los &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;estudiantes, es mas que necesario, insertar estos artefactos o equipos en proyectos con situaciones reales como puede ser,&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;una resolución de algún problema concreto o cotidiano, o formular un proyecto simple a emprender por un grupo (por ej. de trabajo o lo que fuere), para que estas tecnologias&lt;/span&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight:bold;text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt; &lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;i style="mso-bidi-font-style:normal"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;font-weight:normal;mso-bidi-font-weight: bold;text-decoration:none;text-underline:nonefont-family:&amp;quot;;color:black;"  &gt;adquieran real sentido para un uso pertinente, potente e inteligente, según escenarios y actores, fines y contenido.&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;mso-bidi-font-weight:bold;text-decoration:none;text-underline: nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;mso-bidi-font-weight:bold;text-decoration:none;text-underline: nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt;De lo contrario, se caerá- como muchas veces ocurre-, &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;en un consumismo festivo de equipos sofisticados, caros e innecesarios, prontamente descartables que la producción tecnológico- industrial, sumada a las tele-comunicadoras, saben muy bien aprovecharse de ello, con enormes réditos comerciales, pero que no favorecen una formación madura y reflexiva de las personas.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;mso-bidi-font-weight:bold;text-decoration:none;text-underline: nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-bidi-font-weight:bold;text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt;Para ello personas y grupos deberian conocer y reconocer apropiarse, socializarse y practicar los nuevos registros simbólicos de las tecnologías digitales vigentes, y que se aplican a todas las realidades. Reconocer&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;los atributos o propiedades y sus limitaciones, de todos los formatos de las TIC, resultaria en un uso no azaroso . Al mismo tiempo, se debería enseñar &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;tomar conciencia de los impactos imprevisibles, a largo plazo (riesgos) según circunstancias concretas, &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;vinculado a producir saber tecnológico socialmente válido y valioso, y no solo a consumirlo.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt;Se trata de enseñar &lt;/span&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt;explícitamente&lt;/span&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt; en todos los espacios informales, formales y no formales -donde se forman personas y grupos- a saber &lt;/span&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt;cuándo, porqué, para qué, cómo...utilizar cada TIC&lt;/span&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt;, o sea que la persona sea consciente del herramental , pero que tienen un alerta en modalidades PLE (entonor de aprendizaje personalizados a través de internet, donde se realza solo el aprendizaje tacito sin una explicita situaiocn de enseñanza. Los que nos lleva a pensar que nadie se quiere trata una muela con cursos PLE, solamente… &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height: 18.1pt; background: none repeat scroll 0% 0% white;"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt;PORQUE NO TE PROMETI UN JARDIN DE ROSAS:&lt;/span&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt; se trata de aprender que si no se&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;accede a la tecnologia , solicitar extenderlas equitativamente a todos , y si se la posee, &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;mejorada en sus sentidos y aplicaciones , o sea , se debería explicitar &lt;/span&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;text-decoration:none; text-underline:nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt;para qué y porqué se usan&lt;/span&gt;&lt;span style=";font-family:&amp;quot;;font-size:100%;color:black;"   &gt; , para poder comunicarlo y compartirlo con otras personas, lo que seria muy util y solidario.&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="line-height: 18.1pt; background: none repeat scroll 0% 0% white;"&gt;&lt;span style=";font-family:&amp;quot;;font-size:100%;color:black;"   &gt;Si quisiera continuar la lectura de este aporte, Vea: www.educ.ar :&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;font-weight:normal; text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt;http://portal.educ.ar/debates/educacionytic/propuestas-educativas-virtuale.php&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:100%;color:black;"   &gt; &lt;/span&gt;&lt;/p&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:11.0pt;color:black;"   &gt;&lt;br /&gt;&lt;/span&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;text-decoration:none;text-underline:nonefont-family:&amp;quot;;font-size:11.0pt;color:black;"   &gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height:18.1pt;background:white"&gt;&lt;span style="Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-weight:normal;mso-bidi-font-weight:bold;text-decoration:none;text-underline: nonefont-family:&amp;quot;;font-size:11.0pt;color:black;"   &gt; &lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3804411411332568796-4200766314488703777?l=webquestorgar.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://webquestorgar.blogspot.com/feeds/4200766314488703777/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://webquestorgar.blogspot.com/2011/12/propuestas-educativas-virtuales.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3804411411332568796/posts/default/4200766314488703777'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3804411411332568796/posts/default/4200766314488703777'/><link rel='alternate' type='text/html' href='http://webquestorgar.blogspot.com/2011/12/propuestas-educativas-virtuales.html' title='Propuestas educativas virtuales potentes e inteligentes para la formación de personas y grupos'/><author><name>Blog del Webquest.org.ar</name><uri>http://www.blogger.com/profile/04796465085203291363</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-54p--fsm_XY/Tt6eBLdk-BI/AAAAAAAAAEI/esf6bLxW_iA/s72-c/notbook%2Bcon%2Blapicera.bmp' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3804411411332568796.post-4323029196757894197</id><published>2011-12-06T07:29:00.001-08:00</published><updated>2011-12-06T07:30:50.642-08:00</updated><title type='text'>Qué hace Internet con nuestras mentes??</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-ncYvHkrH5Cc/Tt41ChqiBrI/AAAAAAAAAD8/OOqFnVvPNZo/s1600/cerebro-internet-300x277.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 200px; height: 185px;" src="http://1.bp.blogspot.com/-ncYvHkrH5Cc/Tt41ChqiBrI/AAAAAAAAAD8/OOqFnVvPNZo/s200/cerebro-internet-300x277.jpg" alt="" id="BLOGGER_PHOTO_ID_5683038097300915890" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2 class="date-header"&gt;&lt;span style="font-size:85%;"&gt;A propósito de la  aparición en  español de la obra de Nicholas Carr en el titulo referido ,  al que  añade "Superficiales" , edit Taurus, Es&lt;/span&gt;&lt;/h2&gt;&lt;h2 class="date-header"&gt;&lt;span class="Apple-style-span" style="font-weight: normal;font-size:100%;" &gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 24px; "&gt;L&lt;/span&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 24px;"&gt;os   estudios de las TIC, Internet y las redes en educación (presencial y a   distancia) presentan interpretaciones divididas respecto a las   fortalezas y las limitaciones&lt;/span&gt;&lt;span style="line-height: 24px; "&gt; &lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 24px;"&gt;de   una interacción sostenida (hoy ineludible) mediadas por tecnologías  con  diversos formatos. La pregunta a propósito de lo que nos convoca,  hace  pensar acerca del sentido de su implicancia para provocar ( o  adormecer)  diversas funciones del pensamiento a través de la misma,  dada por los  diseños e interfaces de las plataformas/formatos mas en  auge hoy, de  convergencia tecnológico-cultural&lt;/span&gt;&lt;a title="" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1919260544530243217#_ftn1" name="_ftnref1" style="line-height: 24px; "&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="  ;font-family:'Times New Roman', serif;color:black;"  &gt;[1]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span class="Apple-style-span" style="line-height: 24px; "&gt;, semiológica y comunicacionales de Internet. Al respecto,como siempre, existen detractores como seguidores.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;p style="TEXT-ALIGN: justify; LINE-HEIGHT: 150%; mso-margin-bottom-alt: auto" class="MsoNormal"&gt;&lt;span style="mso-ansi-language: ES;font-size:100%;color:black;"  &gt;Mientras estos últimos sostienen que&lt;span&gt; &lt;/span&gt;es   demasiado tarde para “desenchufarse” de la vida digital y por el   contrario la interacción con estos entornos expanden el cerebro,   reprograman la memoria y hasta re-mapean los circuitos neuronales&lt;a title="" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1919260544530243217#_ftn2" name="_ftnref2"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="mso-special-character: footnote"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="  ;font-family:'Times New Roman', serif;color:black;"  &gt;[2]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;,   y que Internet/Google, estimulan la atención visual selectiva y/o  un   análisis deliberado, debido a la enorme plasticidad del neocortex del   cerebro humano, ya que se halla en constante reconfiguración a través de   la&lt;span&gt; &lt;/span&gt;experiencia. Debido a ello, dicen que las funciones   socio-cognitivas superiores se desarrollan y aplican, reconociendo que,   como otros elementos e Internet, también se moldea y re-moldea el   cerebro y asi, las funciones de pensamiento.&lt;/span&gt;&lt;/p&gt;&lt;p style="TEXT-ALIGN: justify; LINE-HEIGHT: 150%" class="MsoNormal"&gt;&lt;span style="font-size:100%;color:black;"&gt;Sin  discutir estas aseveraciones, otros  sostienen desde una critica  técnico-sociocultural, que con el arribo de  las TIC, de ubicua  infinitud disruptiva y su bombardeo de información,  no solo el libro  impreso decayó en el interés por su lectura , la  escritura se  deformó/achicó, y ciertos aspectos de nuestras mentes como  la atención y  la concentración, - tal entre otros, lo sostiene Carr y  otros colegas,  investigadores universitarios en el libro que se  menciona, son las que  mas sufren y, finalizan diciendo que red,  puede llegar no solo a  distraer,-a pesar de sus comprobables virtudes ,  sino acabar seriamente  comprometido nuestro cerebro, cuando se ve   desbordado por infinitos y  continuos estimulos on line de modo duradero.  Recordar que  información, no es conocimiento, y que mas información, no  significa,  mas conocimiento, y menos, sabiduria.        .&lt;/span&gt;&lt;/p&gt;&lt;p style="TEXT-ALIGN: justify; LINE-HEIGHT: 150%; mso-margin-bottom-alt: auto" class="MsoNormal"&gt;&lt;span style="font-size:100%;color:black;"&gt;Pensamos que el desafio está dado en esta pregunta: &lt;span style="font-style: italic; "&gt;quién   configura/hace Internet? nosotros ...con lo que, según el contenido y   forma en que escribamos, vamos a ser leidos, y de ahi , la riqueza o   pobreza de una red discursiva, aumentará o debilitará nuestra   subjetividad. La misma se conforma a través de la interacción   inter-subjetiva,- recursiva, por definición-, como muchos fenómenos   humanos y sociales, por lo cual habrá que ser muy cautos en la   elaboración de nuestros relatos, en general y  mediados por todas las   tecnologias electrónicas en particular. Nuevamente , como muchas veces   lo hemos sostenido, la enseñanza de la lectura critica y la escritura   estratégica en los nuevos formatos, es lo que debe tenerse en cuenta   prioritamente . &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;h3 class="post-title entry-title"&gt;&lt;span class="Apple-style-span" style="font-weight: normal; font-size:100%;" &gt;&lt;p class="MsoNormal"  style=" text-align: justify; font-size:16px;"&gt;&lt;span class="Apple-style-span" style="line-height: 24px; "&gt;Referencia&lt;/span&gt;&lt;span class="Apple-style-span" style="font-weight: bold; line-height: normal; "&gt;s bibliográficas: gracias!&lt;/span&gt;&lt;/p&gt;&lt;div style="font-style: italic;"&gt;&lt;span style="font-size:85%;"&gt;&lt;a title="" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1919260544530243217#_ftnref1" name="_ftn1" size="16px" style=" "&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span&gt;&lt;span&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="  ;font-family:'Times New Roman', serif;" &gt;[1]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style=" ;font-size:85%;" &gt; Yenkins, H. (2006)&lt;/span&gt;&lt;span style="font-size:85%;"&gt;&lt;br /&gt;&lt;a title="" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1919260544530243217#_ftnref2" name="_ftn2" size="16px" style=" "&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span&gt;&lt;span&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="  ;font-family:'Times New Roman', serif;" &gt;2]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style=" ;font-size:85%;" &gt; Leher , J. (2010( Our Cluttered Minds, W. W. Norton &amp;amp; Company. N. York. Lehrer, J. (2010)How we decide.&lt;/span&gt;&lt;span style="font-size:85%;"&gt;&lt;br /&gt;&lt;a title="" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1919260544530243217#_ftnref3" name="_ftn3" size="16px"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span&gt;&lt;span&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="  ;font-family:'Times New Roman', serif;" &gt;[3]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt; Carr, N. (2008) You tube: Is Google making us stupid? .&lt;/span&gt;&lt;/div&gt;&lt;div style="font-style: italic;"&gt;&lt;span style="font-size:85%;"&gt;  Carr, N. (2011) Superficiales, Que esta haciendo internet con nuestras mentes, Taurus, España.&lt;/span&gt;&lt;div id="ftn4"&gt;&lt;p class="MsoFootnoteText"  style=" ;font-size:16px;"&gt;&lt;span style="font-size:85%;"&gt;&lt;a title="" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1919260544530243217#_ftnref4" name="_ftn4"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span&gt;&lt;span&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="  ;font-family:'Times New Roman', serif;" &gt;[4]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt; Esto &lt;/span&gt;&lt;span style=" ;font-size:85%;color:black;"  &gt;no significa ser tecno-fóbico frente a la tecnologia&lt;span&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=" ;font-size:85%;color:black;"  &gt;electrónica   ni negarse a incluirlas en la vida laboral, social, educativa, sino,   que no es de esperar grandes resonancias en cuanto a su auge formativo   actual&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoFootnoteText"  style="font-size:16px;"&gt;&lt;span style="font-size:85%;"&gt;&lt;a title="" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1919260544530243217#_ftnref5" name="_ftn5"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span&gt;&lt;span&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="  ;font-family:'Times New Roman', serif;" &gt;[5]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;  Ver  los resultados no solo en términos de aprendizaje sino de costo,   mantenimiento, etc. dadas por las investigaciones actuales de la   aplicación generalizada de una PC por chico. Entre ellas, las dudas que   surgen de las evaluaciones del Plan Ceibal, Uruguay.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;div id="ftn5"&gt;&lt;p class="MsoFootnoteText"  style=" ;font-size:16px;"&gt;&lt;span style="font-size:85%;"&gt;&lt;a title="" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1919260544530243217#_ftnref6" name="_ftn6"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span&gt;&lt;span&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="  ;font-family:'Times New Roman', serif;" &gt;[6]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt; Coll, C. &lt;a href="http://www.wikipediaen/"&gt;http://www.wikipediaen/&lt;/a&gt; el aula. Ver: Marco teórico&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;/h3&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3804411411332568796-4323029196757894197?l=webquestorgar.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://webquestorgar.blogspot.com/feeds/4323029196757894197/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://webquestorgar.blogspot.com/2011/12/que-hace-internet-con-nuestras-mentes.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3804411411332568796/posts/default/4323029196757894197'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3804411411332568796/posts/default/4323029196757894197'/><link rel='alternate' type='text/html' href='http://webquestorgar.blogspot.com/2011/12/que-hace-internet-con-nuestras-mentes.html' title='Qué hace Internet con nuestras mentes??'/><author><name>Blog del Webquest.org.ar</name><uri>http://www.blogger.com/profile/04796465085203291363</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-ncYvHkrH5Cc/Tt41ChqiBrI/AAAAAAAAAD8/OOqFnVvPNZo/s72-c/cerebro-internet-300x277.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3804411411332568796.post-8946095498296997320</id><published>2011-11-21T09:22:00.000-08:00</published><updated>2011-11-21T09:23:57.849-08:00</updated><title type='text'>Diez tecnologías que se resisten a desaparecer</title><content type='html'>Por Ariel Torres (La Nación) con modificaciones de Dra. Beatriz Fainholc&lt;br /&gt;Sábado 11 de diciembre de 2010&lt;br /&gt;http://www.lanacion.com.ar/nota.asp?nota_id=1332114&lt;br /&gt;&lt;br /&gt;……  ¿Cómo es posible que objetos y tecnologías con 2000, 3000 o 4000 años  todavía sigan siendo omnipresentes en nuestras vidas? ¿Es posible que el  no contar con un instrumento ideado 600 años antes de Cristo todavía  pueda arruinarnos la tarde? ¿No estábamos en el siglo XXI? ¿No habíamos  despachado toda atadura con el pasado mecánico y analógico?...Dice el  autor de esta nota.&lt;br /&gt;&lt;br /&gt;Se deberían “observar los cambios con cierta  perspectiva. La revolución digital no es diferente de las otras que han  ocurrido desde la invención de la rueda o el descubrimiento de la  agricultura. En la actualidad se ve una combinación de tecnologías  nuevas y antiguas, de emergentes y persistentes.&lt;br /&gt;Junto a su  reluciente notebook modelo 2010 casi seguramente haya uno que otro papel  (2200 años de antigüedad) y una birome (72 años desde que Bíró registró  su patente), y tal vez un manojo de llaves (una tecnología con no menos  de 4000 años de historia).&lt;br /&gt;A continuación, las diez tecnologías e instrumentos arcaicos que …… todavía tienen para un rato más”&lt;br /&gt;&lt;br /&gt;&lt;em&gt;El reloj de pulsera (1868)&lt;/em&gt;&lt;br /&gt;Viajando por allí, se piensa que es mejor dejar el reloj de pulsera, que puede perderse.&lt;br /&gt;Se puede usar el teléfono móvil, digital y que se puede, además configurar para diferentes horarios, y demás.&lt;br /&gt;“Tonterías.  Al tomar esa decisión pasé por alto algo fundamental. Cuando cargás una  mochila, estás perdiendo un tren o un avión, y tus manos están ocupadas  con mapas, bolsos, pasajes y un café, que ha sido tu único alimento esa  mañana porque te quedaste dormido, un simple giro de la muñeca te  permite saber la hora de forma instantánea y sin complicaciones,  distracciones ni detenciones siempre y cuando hayas llevado el reloj  pulsera la idea de consultar el cronómetro sin manipular ningún  dispositivo es tan pero tan buena que no hay computadora, celular,  smartphone o servicio online que lo supere.&lt;br /&gt;&lt;br /&gt;&lt;em&gt;El lápiz y el papel (4000 a.C.)&lt;/em&gt;&lt;br /&gt;…No existe ningún registro más confiable que el papel escrito y de modo inmediato.&lt;br /&gt;“Si  quiero tomar una nota con mi iPhone tengo que apretar el botón de  desbloqueo, ingresar la contraseña, abrir la aplicación de notas, tocar  la pantalla y, por fin, tipear en un teclado que es de todo menos  cómodo. En la computadora tengo un atajo que abre el Bloc de Notas .  Rápido y cómodo, pero hay que acordarse de salvar el documento (con  lápiz y papel se salva a medida que se escribe), el atajo debe ser  configurado, la computadora no debe colgarse y no se trata de algo muy  portátil. En el caso de la netbook, necesito cuando menos sacarla del  modo Sleep o de la Hibernación para tomar una nota. No es porque sí  seguimos usando lápiz y papel a diario.&lt;br /&gt;&lt;br /&gt;&lt;em&gt;El control remoto (1950)&lt;/em&gt;&lt;br /&gt;Si  la Xbox 360 tiene el Kinect, si los smartphones aceptan comandos de  voz, ¿por qué algo tan simple como un televisor o un reproductor de DVD  de mesa necesitan un control remoto más o menos tan complicado como el  tablero de mandos del Trasbordador Espacial? Parecería que es un típico  caso de la tecnología obsoleta que sigue entre nosotros porque es  barata. Es decir, que reemplazar el remoto por órdenes gestuales o de  voz elevaría el costo del equipo innecesariamente. De ninguna manera.&lt;br /&gt;Este  control de infrarrojos, aunque antiguo y odiado, tiene un número de  ventajas sobre el control por voz o los mandos de la Wii (Nintendo),  Kinect (Microsoft) y Move (Sony). Ventajas: son bien conocidos aprender  qué gesto u orden verbal cambia de canal de TV o ponen pausa el DVD.&lt;br /&gt;…Además, no hacen ruido porque se puede ver la tele con auriculares y no despertaremos a nadie&lt;br /&gt;&lt;br /&gt;&lt;em&gt;El teléfono de línea (1876)&lt;/em&gt;&lt;br /&gt;Pese  a la difusión de los móviles y Skype, la línea física todavía tiene una  cantidad de ventajas. No se queda sin carga o sin señal y funciona  aunque se corte la luz. Mas allá del uso …del celular, la línea física  sigue ahí para el servicio de Internet por DSL.&lt;br /&gt;&lt;br /&gt;&lt;em&gt;El cash (entre 3000 y 600 a.C.)&lt;/em&gt;&lt;br /&gt;El  dinero en efectivo todavía puede salvarnos. Si un restaurante se queda  sin POSnet (aparato que lee las tarjetas de débito y crédito) y sin  efectivo, …no se hubiera podido comer.&lt;br /&gt;Para viajar en un colectivo también se necesita cash: monedas.&lt;br /&gt;&lt;br /&gt;&lt;em&gt;Las llaves (4000 a.C.)&lt;/em&gt;&lt;br /&gt;Se  encuentran entre los mecanismos más antiguos que existen, pero siguen  se pueden reemplazar por dispositivos electrónicos en los automóviles,  por ejemplo, pero, salvo excepciones, el resto de nosotros sigue  confiando en la cerradura mecánica con llave de bronce. ¿Por qué?&lt;br /&gt;La  cerradura no requiere energía eléctrica y es notablemente resistente al  desgaste. Si el manojo de llaves se nos cae al piso o al agua, si es  expuesto al sol dentro de un auto… no les pasara nada, vamos a poder  volver a entrar.&lt;br /&gt;&lt;br /&gt;&lt;em&gt;El interruptor de la luz (1884)&lt;/em&gt;&lt;br /&gt;Algo  semejante ocurre con las llaves de la luz. ¿Cómo es que todavía no han  sido reemplazadas en masa por sensores que perciben si estamos ahí,  reconocen quienes somos y de qué humor estamos, para determinar la  cantidad de iluminación adecuada?&lt;br /&gt;Simple: porque eso no serviría para  nada. Nuestra relación con la luz es mucho más complicada de lo que las  computadoras pueden todavía evaluar. Las llaves de luz….. se basan en  un principio tan simple que alcanza con que estén más o menos bien  fabricadas para durar décadas y son... mucho más económicas no necesitan  energía eléctrica para funcionar, son completamente mecánicas.&lt;br /&gt;Si  bien la domótica considera soluciones mixtas para poder tener lo mejor  de los dos mundos, mecánico y electrónico pero quien programaría todo  eso…con el “ tiempo cada vez más escaso”.&lt;br /&gt;&lt;br /&gt;&lt;em&gt;Los mapas (16.500 a.C.)&lt;/em&gt;&lt;br /&gt;Es  la tecnología más antigua. Si bien la gente especializada tiene docenas  de planos de edificios en su iPhone, por razones de trabajo nunca le  faltan los en papel, "para poder hacer anotaciones", dicen.&lt;br /&gt;Pero hay  más porque cualquier mapa, ofrece: perspectiva, conciencia de dónde  estás respecto de todo lo demás. El GPS guía (,as aun si se es  desubicado). No se puede a iniciar un viaje por ciudades desconocidas  sin el buen mapa en papel, que no depende de la conexión 3G o la señal  satelital.&lt;br /&gt;Plantearse por qué ciertas antiguas tecnologías siguen  siendo tan populares. Si la cámara de rollos desapareció en tan sólo  diez años y ya es una rareza, ¿por qué los miles de turistas que veo en  mis viajes llevan una cámara digital y, a la vez, esgrimen su mapa de  papel? Porque son casi infalibles.&lt;br /&gt;&lt;br /&gt;&lt;em&gt;La brújula magnética (1400 a.C.)&lt;/em&gt;&lt;br /&gt;Aunque  compite con una brújula digital, la magnética sigue siendo más  confiable como las llaves y el papel y el lápiz, sino porque es mucho  más difícil que se confunda o necesite ser recalibrada. Dadas las  consecuencias de elegir el rumbo equivocado (geográficamente o en  cualquier otro sentido), la brújula magnética sigue siendo, gracias a su  inmutable y casi eterno vínculo con la Tierra, una inequívoca  referencia.&lt;br /&gt;&lt;br /&gt;&lt;em&gt;La fotocopiadora (1948). &lt;/em&gt;&lt;br /&gt;…No se resigna a  desaparecer. Su suerte está unida a la del papel, y todo parece indicar  que mientras exista el uno necesita, la otra.&lt;br /&gt;&lt;br /&gt;&lt;em&gt;La cuchara (del latín "cochleare")&lt;/em&gt;&lt;br /&gt;Que aunque no es cibernética, es digno de incorporarla, tal como dijo Eco, H.&lt;br /&gt;Simple,  cómoda, proviene de tiempos inmemoriales y le valió a la humanidad para  comer, para servir, etc. Desde el Paleolítico ya utilizaban diferentes  tipos de utensilios para poder tomar los alimentos (sobre todo pastosos o  líquidos). De forma de pala y con un poco más de concavidad, pero con  la misma función, poder tomar ciertos alimentos que no era posible  pincharlos. En el Neolítico, las comunidades asentadas en medios  rurales, que vivían de la ganadería y la agricultura, elaboraban  cucharas que les servían para cocinar, para llevarse líquidos a la boca o  trasvasarlos, etc.&lt;br /&gt;Si bien su uso dependía de la clase social alta,  en la Grecia clásica (a partir del siglo III a.C.) se fabricaron  cucharas de oro, plata, bronce y hueso, etc. y ello continuo a lo largo  de la historia de la Humanidad.&lt;br /&gt;Durante los siglos XIX, XX y XXI, se  produjo y produce un alto nivel de diferenciación de los utensilios de  mesa, con diseños muy variados y creativos pero que no renuncia a la  función tecnológica (ya que tecnología existe desde que existe la  humanidad), que la caracteriza.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3804411411332568796-8946095498296997320?l=webquestorgar.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://webquestorgar.blogspot.com/feeds/8946095498296997320/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://webquestorgar.blogspot.com/2011/11/diez-tecnologias-que-se-resisten.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3804411411332568796/posts/default/8946095498296997320'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3804411411332568796/posts/default/8946095498296997320'/><link rel='alternate' type='text/html' href='http://webquestorgar.blogspot.com/2011/11/diez-tecnologias-que-se-resisten.html' title='Diez tecnologías que se resisten a desaparecer'/><author><name>Blog del Webquest.org.ar</name><uri>http://www.blogger.com/profile/04796465085203291363</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3804411411332568796.post-1001620256526223917</id><published>2011-11-14T08:15:00.000-08:00</published><updated>2011-11-22T13:19:56.165-08:00</updated><title type='text'>Algunas reflexiones sobre las características de la producción de conocimiento a distancia : un aporte para la calidad de los programas  virtuales.</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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  &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Revision"&gt;   &lt;w:lsdexception locked="false" priority="34" semihidden="false" unhidewhenused="false" qformat="true" name="List Paragraph"&gt;   &lt;w:lsdexception locked="false" priority="29" semihidden="false" unhidewhenused="false" qformat="true" name="Quote"&gt;   &lt;w:lsdexception locked="false" priority="30" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Quote"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 1"&gt; 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  &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;&lt;b&gt;&lt;span style="" lang="ES-AR"&gt;&lt;span style="font-size:85%;"&gt;Congreso ICDE UNQUI , Bs Aires, 2011 &lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;ES&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt;   &lt;w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 2"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 3"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 4"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 5"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 6"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 7"&gt; 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  &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Revision"&gt;   &lt;w:lsdexception locked="false" priority="34" semihidden="false" unhidewhenused="false" qformat="true" name="List Paragraph"&gt;   &lt;w:lsdexception locked="false" priority="29" semihidden="false" unhidewhenused="false" qformat="true" name="Quote"&gt;   &lt;w:lsdexception locked="false" priority="30" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Quote"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 2"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 2"&gt; 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  &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="19" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Tabla normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;&lt;span style="font-size:85%;"&gt;&lt;i&gt;&lt;span style=";font-family:&amp;quot;;"  lang="ES-AR"&gt;Beatriz Fainholc&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;ES&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt;   &lt;w:lsdexception locked="false" priority="9" semihidden="false" unhidewhenused="false" qformat="true" name="heading 1"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 2"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 3"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 4"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 5"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 6"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 7"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 8"&gt;   &lt;w:lsdexception locked="false" priority="9" qformat="true" name="heading 9"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 1"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 2"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 3"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 4"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 5"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 6"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 7"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 8"&gt;   &lt;w:lsdexception locked="false" priority="39" name="toc 9"&gt;   &lt;w:lsdexception locked="false" priority="35" qformat="true" name="caption"&gt;   &lt;w:lsdexception locked="false" priority="10" semihidden="false" unhidewhenused="false" qformat="true" name="Title"&gt;   &lt;w:lsdexception locked="false" priority="1" name="Default Paragraph Font"&gt;   &lt;w:lsdexception locked="false" priority="11" semihidden="false" unhidewhenused="false" qformat="true" name="Subtitle"&gt;   &lt;w:lsdexception locked="false" priority="22" semihidden="false" unhidewhenused="false" qformat="true" name="Strong"&gt;   &lt;w:lsdexception locked="false" priority="20" semihidden="false" unhidewhenused="false" qformat="true" name="Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="59" semihidden="false" unhidewhenused="false" name="Table Grid"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Placeholder Text"&gt;   &lt;w:lsdexception locked="false" priority="1" semihidden="false" unhidewhenused="false" qformat="true" name="No Spacing"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid"&gt;   &lt;w:lsdexception locked="false" priority="60" semihidden="false" unhidewhenused="false" name="Light Shading Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="61" semihidden="false" unhidewhenused="false" name="Light List Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="62" semihidden="false" unhidewhenused="false" name="Light Grid Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="63" semihidden="false" unhidewhenused="false" name="Medium Shading 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="64" semihidden="false" unhidewhenused="false" name="Medium Shading 2 Accent 1"&gt;   &lt;w:lsdexception locked="false" priority="65" semihidden="false" unhidewhenused="false" name="Medium List 1 Accent 1"&gt;   &lt;w:lsdexception locked="false" unhidewhenused="false" name="Revision"&gt;   &lt;w:lsdexception locked="false" priority="34" semihidden="false" unhidewhenused="false" qformat="true" name="List Paragraph"&gt;   &lt;w:lsdexception locked="false" priority="29" semihidden="false" unhidewhenused="false" qformat="true" name="Quote"&gt;   &lt;w:lsdexception locked="false" priority="30" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Quote"&gt;   &lt;w:lsdexception locked="false" priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 1"&gt; 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 mso-hansi-theme-font:minor-latin;  mso-fareast-language:EN-US;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size:100%;"&gt;&lt;b&gt;&lt;span style="mso-ansi-language: ES-AR" lang="ES-AR"&gt;1-Introducción/ Problema a analizar&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language: ES-AR;font-size:14.0pt;" lang="ES-AR" &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;&lt;span style="mso-ansi-language:ES-AR;font-size:14.0pt;" lang="ES-AR" &gt; &lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;El actual contexto inequitativo y desigual de la sociedad de la información (tratando de transitar a la del conocimiento) dentro de  la cultura digital del siglo XXI, obliga a indagar acerca de la filosofia /epistemología subyacente a la penetrante transversalidad de la tecnologia y de  las TIC en especial, en la vida cotidiana y  en  los contextos educativos. Se sostiene que esta situacion mediada por tecnologías coadyuva a esta situación.&lt;/span&gt;&lt;/span&gt;&lt;span style="mso-ansi-language:ES-AR;font-size:12.0pt;" lang="ES-AR" &gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="prrafodelista" style="margin-top:0cm;margin-right:0cm;margin-bottom: 10.0pt;margin-left:0cm;text-align:justify;line-height:115%"&gt;&lt;span style="line-height:115%;mso-ansi-language:ES-ARfont-size:100%;" lang="ES-AR" &gt;L&lt;/span&gt;&lt;span style="line-height:115%;font-size:100%;" &gt;a globalización  digital en el siglo XXI coadyuvada por  las TIC inciden en  la producción de conocimiento científico- tecnológico de modo lineal con &lt;/span&gt;&lt;span style="line-height:115%;mso-ansi-language: ES-ARfont-size:100%;color:black;" lang="ES-AR"  &gt;trasferencias  tecnológicas indiscriminadas que se convierten  en  marcos de pensamiento y acción,  de concepciones y practicas pedagógicas a diversas regiones culturales, conducentes a  una  homogeneización, cultural .Ello  incide en la concepción y practica de la Tecnología educativa. De este modo, la producción menos y mucho mas el consumo de saber científico-tecnológico, a pesar de las propuestas colaborativas vigentes, es distribuido linealmente. &lt;/span&gt;&lt;/p&gt;  &lt;p class="prrafodelista" style="margin-top:0cm;margin-right:0cm;margin-bottom: 10.0pt;margin-left:0cm;text-align:justify;line-height:115%"&gt;&lt;span style="line-height:115%;mso-ansi-language:ES-ARfont-size:100%;color:black;" lang="ES-AR"  &gt;Se  requiere  una revisita a las perspectivas filosofico-epistemologico de la tecnologia y en especial de la &lt;/span&gt;&lt;span style="line-height: 115%;font-size:100%;" &gt;practica de una concepción de Tecnología Educativa  artefactual,  que arriba al sector educación. Para &lt;/span&gt;&lt;span style="line-height:115%;mso-ansi-language:ES-ARfont-size:100%;" lang="ES-AR" &gt;no solo  reconocer las características del conocimiento tecnológico ,- que poco existe de factura local-, sino para resignificar concepciones y acciones, evaluaciones y toma de decisiones acerca de la tecnologia para promover  una práctica critica de una  epistemología alternativa, con una reconstrucción reflexiva de las TIC en la educación. Es necesario  reconstruir el significado de Tecnología Educativa-, ya que sus procesos y  relaciones tecnológicas, se replican en la sociedad y la cultura, la política y la economía, en y a través de la formación de personas y grupos en general y sobretodo de nivel superior/universitario de modo mediado por tecnologías,.&lt;span style="color:black;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="prrafodelista" style="margin-top:0cm;margin-right:0cm;margin-bottom: 10.0pt;margin-left:0cm;text-align:justify;line-height:115%"&gt;&lt;span style="line-height:115%;font-size:100%;" &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="mso-ansi-language: ES-AR" lang="ES-AR"&gt;2-&lt;b&gt;Argumento de la contribución .&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;b&gt;&lt;span style="mso-ansi-language: ES-AR;font-size:14.0pt;" lang="ES-AR" &gt; &lt;/span&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;La filosofía/epistemología de la tecnologia reinante  hoy sostiene reducidamente, que se trata del producto de una evolución socio-cultural y filosófica, neutral,  lineal, positiva y artefactual, no  siempre critica y creadora  de saber tecnológico autónomo y democrático con  una interpretación reflexiva de la vida y el mundo , que debería apuntar a un quehacer tecnologico reconstructivo de sentido y  contextuado  socioculturalmente, para la formacion de personas.&lt;/span&gt;&lt;span style="mso-ansi-language:ES-AR;font-size:12.0pt;" lang="ES-AR" &gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt; Es necesario asi, referirse a una conceptualización de  epistemologia y esta con la filosofía&lt;a style="mso-footnote-id:ftn1" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftn1" name="_ftnref1" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[1]&lt;/span&gt;&lt;/a&gt; como modos de relacionarse con la produccion de saber, en este caso, científico- tecnológico llegados (o no) al campo de  la educación. El problema central es el tipo de relación que se establece con y entre lo que se sabe y lo que se ignora. La ignorancia no es ausencia de algo a ser llenado, sino que llama a pensar : si no lo ignoro, no lo pienso, porque lo sé.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;La epistemología es la rama de la filosofía como ciencia teórica que  estudia la naturaleza del producto de dicho conocimiento , que brota de la relación antes mencionada para preguntarse, entre otras cosas, porque y como se vive del modo en que se vive, hoy atravesados por tecnologías y abrir reflexión y sentido en el acto de conocer, y producir y consumir, en nuestro caso, conocimiento científico y a todas las concepciones derivadas  subyacentes. &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;No entraremos en las distintas epistemologías según las filosofías que la sustentan desde tiempos inmemoriales. Mas modernamente, pasa por el positivismo (Comte) y el historicismo (Dilthey), para concebir,- de diverso modo-, al progreso técnico-industrial  avasallante que se dio y se da hoy,- desembinado en una búsqueda de la “comprensión del sentido y su  intención “como ideario fenomenólogico- hermeútico, desde el siglo XX, como respuesta  al desmonoramiento de valores y creencias morales, religiosas, políticas y filosóficas, -ya enunciadas desde la Modernidad, por el nihilismo de Nietzche y otros..&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;Seria largo repasar todos los pensadores que contribuyen a la epistemología como desde el constructivismo perspectivista, el análisis lógico del lenguaje (Wittgestein), el desarrollo del inconsciente ( Freud), la fenomenología ( Husserl) , que aspira reconciliar el “objetivismo científico” y el “subjetivismo”, Heidegger desde la indeterminación, critica a la tecnologia, Popper con su “racionalismo crítico o teoría de la falsabilidad”, e impone la metodología de la investigación científica. La hermenéutica de Gadamer rescata  el sentido compartido a través del “diálogo y la comprensión” y asi, la conciencia comunicativa (que Habermas  desarrolo con su propuesta de “accion comunicativa” y, de “conciencia histórica”, la Escuela de Frankfurt (Horkheimer, Marcuse, Adorno, Fromm, Benjamin y otros), que discuten desde una “teoría crítica” de impacto en las ciencias  y en la tecnologia.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;Otro rasgo epistemológico del siglo XX es la crítica a los conceptos de razón y/o progreso de la sociedad industrial .Lyotard va por la noción de libertad con “metarrelatos” caducos, y Vatimo -, con su “pensamiento débil” -, habla de la fragmentariedad y diversidad de los discursos, que revisan,- no sin resistencias y oposiciones -, explicaciones de la nueva realidad llegada  la  sociedad de las TIC de  información virtual en el siglo XXI. &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;Como &lt;i&gt;propuesta de síntesis&lt;/i&gt; -, ampliada en las Conclusiones -, nos enfrentamos a constituir una práctica epistemológica crítica, reconstructiva de sentido, batesoniana  &lt;a style="mso-footnote-id: ftn2" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftn2" name="_ftnref2" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[2]&lt;/span&gt;&lt;/a&gt;, “relacional” comprometida  y pertinente a contextos culturales específicos y a las decisiones políticas que se toman para direccionar los esfuerzos investigativos, de enseñanza, contenidos de los medios de comunicación social, de Internet, etc, que como se entiende , se constituyen en contextos formativos. Los mismos aparecen segmentos fragmentados, con actores “desperdiciados”&lt;a style="mso-footnote-id:ftn3" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftn3" name="_ftnref3" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[3]&lt;/span&gt;&lt;/a&gt; . Se cre que su integración, como centrales variables intervinientes, conduciria a una comprensión reflexiva de las ciencias socioeducativas y del  quehacer tecnológico , entendido desde la perspectiva formativa de una Tecnología Educativa Apropiada y Critica&lt;a style="mso-footnote-id:ftn4" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftn4" name="_ftnref4" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[4]&lt;/span&gt;&lt;/a&gt; . Hoy, con las aplicaciones de las TIC en la formacion – presencial y telemática-, de personas y grupos.  &lt;/span&gt;&lt;/p&gt;  &lt;p class="prrafodelista" style="margin-top:0cm;margin-right:0cm;margin-bottom: 10.0pt;margin-left:0cm;line-height:115%"&gt;&lt;span style="line-height:115%;mso-ansi-language:ES-ARfont-size:100%;" lang="ES-AR" &gt;Entonces, l&lt;/span&gt;&lt;span style="line-height:115%;font-size:100%;" &gt;a actual sociedad hegemónica de la información y la economía  oligopólica  del conocimiento  cientifico-tecnologico , - producto cultural  hibrido  de discursos  mediados por tecnologías con  interfaces de las TIC, en todas sus aplicaciones&lt;a style="mso-footnote-id:ftn5" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftn5" name="_ftnref5" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[5]&lt;/span&gt;&lt;/a&gt;- no provocan líneas ni explicaciones/ aplicaciones formadoras  criticas de apertura y diálogo, sino que continúan  una racionalidad técnica de  reduccionismos  asimétricos, con una epistemología disociadora de medios y fines, instrumentalista y creyente en el progreso “infinito” y  así el mejoramiento de la calidad de vida. Oculta dentro del &lt;/span&gt;&lt;span style="line-height:115%;mso-ansi-language:ES-ARfont-size:100%;" lang="ES-AR" &gt;terreno epistemológico del siglo XXI,- surcado de ambivalencias, contradicciones y  ambigüedades, - &lt;/span&gt;&lt;span style="line-height:115%;font-size:100%;" &gt;efectos tecno-científicos&lt;a style="mso-footnote-id:ftn6" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftn6" name="_ftnref6" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[6]&lt;/span&gt;&lt;/a&gt; , distorsionadores y comercializadores, alienantes  y consumistas de la sociedad contemporánea . &lt;/span&gt;&lt;span style="line-height:115%;mso-ansi-language: ES-ARfont-size:100%;" lang="ES-AR" &gt;A través de las mediaciones de hardware y software, - sin muchas o nulas  acciones que desarrollen el mindware (o estrategias de pensamiento reflexivo superior), en la  comunicación/interacción-, son productoras  (y consumidoras de saber, mas comercial que de utilidad social&lt;/span&gt;&lt;span style="line-height:115%;font-size:100%;" &gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="prrafodelista" style="margin-top:0cm;margin-right:0cm;margin-bottom: 10.0pt;margin-left:0cm;line-height:115%"&gt;&lt;span style=" line-height:115%;font-size:100%;" &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="prrafodelista" style="margin-top:0cm;margin-right:0cm;margin-bottom: 10.0pt;margin-left:0cm;line-height:115%"&gt;&lt;span style=" line-height:115%;font-size:100%;" &gt;Sin embargo no es cierto que la tecnología determine a la sociedad sino que es un factor más entre otros que la configuran&lt;a style="mso-footnote-id:ftn7" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftn7" name="_ftnref7" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[7]&lt;/span&gt;&lt;/a&gt;, aunque dependa  de lo que estas sociedades decidan realizar. Por lo tanto la tarea educativa  mediada hoy por las TIC, es central re-considerarla.&lt;/span&gt;&lt;span style="line-height:115%;mso-ansi-language:ES-ARfont-size:100%;" lang="ES-AR" &gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;&lt;span style="mso-ansi-language:ES-AR;font-size:100%;" lang="ES-AR" &gt;Para ello es necesario recordar que es tecnologia. Se diferencia de &lt;i&gt;técnica&lt;/i&gt; porque aglutina procedimientos y las habilidades utiles para resolver los problemas practicos de la vida cotidiana, conocidas como reglas pre-tecnologicas. La &lt;i&gt;tecnologia  &lt;/i&gt;es la reflexión acerca del know how implicado en el conjunto de saberes, apoyados en variados insumos: los conocimientos científicos, diversos tipos de procedimientos , la creatividad y la intuición&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;a style="mso-footnote-id: ftn8" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftn8" name="_ftnref8" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[8]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="mso-ansi-language:ES-AR;font-size:100%;" lang="ES-AR" &gt; desplegada por las personas y grupos culturales, que fueron y son usados para resolver sus problemas.  También se incluyen, los  saberes tacitos adecuados (aunque no codificados) y artesanales no cientificos, que intervienen para describir, &lt;i&gt;diseñar, transformar, aplicar, evaluar y anticipar&lt;/i&gt; de modo (lo mas posible), racional y verificado, creativo y ético, hacia diversas soluciones que mejoren auténticamente y de modo representativo, la vida de las personas, grupos y organizaciones, &lt;/span&gt;&lt;/p&gt;  &lt;p style="background:white"&gt;&lt;span style="mso-ansi-language: ES-AR;font-size:100%;color:black;" lang="ES-AR"  &gt;La Filosofía de la tecnología&lt;b&gt; c&lt;/b&gt;onsta de tres dimensiones interdependientes de análisis:&lt;/span&gt;&lt;/p&gt;  &lt;p style="background:white"&gt;&lt;span style="mso-ansi-language: ES-AR;font-size:100%;color:black;" lang="ES-AR"  &gt;1-la &lt;i&gt;ontología de la tecnología&lt;/i&gt; , referida al ser de la tecnología, como disciplina de los objetos  artificiales, con objeto, métodos y técnicas propias. El objeto de estudio de la tecnología son los objetos artificiales&lt;a style="mso-footnote-id:ftn9" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftn9" name="_ftnref9" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[9]&lt;/span&gt;&lt;/a&gt; (materiales e inmateriales); su método el diseño de proyectos  y análisis de productos , y una de sus técnicas mas importante, es la simulación. Aquí es importante reconocer las diversas manifestaciones de la tecnología&lt;a style="mso-footnote-id: ftn10" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftn10" name="_ftnref10" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[10]&lt;/span&gt;&lt;/a&gt;.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:ES-AR;font-size:100%;color:black;" lang="ES-AR"  &gt;2- la &lt;i&gt;epistemología de la tecnologia&lt;/i&gt; – que nos interesa en este aporte-, donde  se estudian los rasgos y estructuración del conocimiento tecnológico, para el caso, de modo contextuado, distribuido y azaroso, -aunque dependiente de decisiones económico-politicas,- en sus relaciones con el conocimiento científico, los procesos creativos de  diseño y evaluaciones diversas. Se piensa que ello se conforman como mediaciones de variada índole tendiente a una apropiacion de la tecnologia, con  una resignificación personal y colectiva, entre otros elementos.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:ES-AR;font-size:100%;color:black;" lang="ES-AR"  &gt; &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:ES-AR;font-size:100%;color:black;" lang="ES-AR"  &gt;Dentro del capitulo epistemológico de la tecnologia , se esta dando desde el siglo XX,  una redefinición y ampliación de su vertiente  tradicional, que cuestiona lo científico-tecnologico de modo universal, absoluto y deterministico &lt;a style="mso-footnote-id:ftn11" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftn11" name="_ftnref11" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[11]&lt;/span&gt;&lt;/a&gt;. Es decir  no se aplican criterios  absolutos al estudiar  los fenómenos y procesos tecnológicos dentro de un “orden fijo” ,  que traslada  representaciones históricas  de  las ciencias positivas y naturales, y que se hallan en franca revisión con la Teoría Critica, los modelos interpretativos y la hermenéutica, para inscribir a la tecnologia dentro del campo sociohistorico cultural de modo mas comprehensivo.&lt;/span&gt;&lt;/p&gt;  &lt;p style="background:white"&gt;&lt;span style="mso-ansi-language: ES-AR;color:black;" lang="ES-AR" &gt;&lt;span style="font-size:100%;"&gt;3-La &lt;i&gt;axiología de la tecnología&lt;/i&gt;  donde frente al poder hegemónico que posee la tecnología hoy con la micro electrónica y telemática, - que impac&lt;/span&gt;ta  de modo peligroso a la vida humana -, se deben  revalorizar los principios contextualizados &lt;a style="mso-footnote-id:ftn12" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftn12" name="_ftnref12" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[12]&lt;/span&gt;&lt;/a&gt;de relevancia, pertinencia, inclusión social, convivencialidad, de&lt;/span&gt;&lt;i&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt; prudencia para lograr sustentabilidad, viabilidad &lt;/span&gt;&lt;a style="mso-footnote-id:ftn13" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftn13" name="_ftnref13" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;b&gt;[13]&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;&lt;/i&gt;&lt;i&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;, precaución,&lt;/span&gt;&lt;a style="mso-footnote-id:ftn14" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftn14" name="_ftnref14" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;b&gt;[14]&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;&lt;/i&gt; &lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;incertidumbre&lt;/span&gt;&lt;a style="mso-footnote-id: ftn15" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftn15" name="_ftnref15" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[15]&lt;/span&gt;&lt;/a&gt; &lt;span style="mso-ansi-language: ES-AR" lang="ES-AR"&gt;con la necesaria&lt;i&gt; &lt;/i&gt;&lt;span style="color:black;"&gt; evaluación de las tecnologías&lt;a style="mso-footnote-id:ftn16" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftn16" name="_ftnref16" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[16]&lt;/span&gt;&lt;/a&gt;, al analizar las implicancias morales, político-económicas y socioculturales en y de la producción de conocimiento científico-tecnológico, sus rasgos y riesgos&lt;a style="mso-footnote-id:ftn17" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftn17" name="_ftnref17" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[17]&lt;/span&gt;&lt;/a&gt;, articulados en los procesos de enseñanza y aprendizaje.  &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt; &lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;div style="mso-element:footnote-list"&gt;   &lt;hr size="1" width="33%" align="left"&gt;    &lt;div style="mso-element:footnote" id="ftn1"&gt;  &lt;p class="MsoFootnoteText"&gt;&lt;a style="mso-footnote-id:ftn1" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftnref1" name="_ftn1" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[1]&lt;/span&gt;&lt;/a&gt; &lt;cite&gt;&lt;span style="font-style:normal"&gt;Russell, Bertrand (1995). «Capítulo V», &lt;/span&gt;Los problemas de la filosofía&lt;/cite&gt;&lt;cite&gt;&lt;span style="font-style:normal"&gt;. Labor. &lt;a href="http://es.wikipedia.org/wiki/Especial:FuentesDeLibros/9788433535030"&gt;ISBN 978-84-335-3503-0&lt;/a&gt;.&lt;/span&gt;&lt;/cite&gt;&lt;/p&gt;  &lt;/div&gt;  &lt;div style="mso-element:footnote" id="ftn2"&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;&lt;span style="font-size:100%;"&gt;&lt;a style="mso-footnote-id:ftn2" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftnref2" name="_ftn2" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[2]&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="mso-ansi-language:ES-AR;font-size:100%;" lang="ES-AR" &gt;Sostiene que  toda comunicación humana, se activan por las diferencias, donde por ello, la  información se energiza;.que el holismo paraguas de sentido recursivo, genera retroalimentación, y que la mente opera por dichas diferencias para crear continuamente  gestalts .&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoFootnoteText"&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;/div&gt;  &lt;div style="mso-element:footnote" id="ftn3"&gt;  &lt;p class="MsoFootnoteText"&gt;&lt;a style="mso-footnote-id:ftn3" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftnref3" name="_ftn3" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[3]&lt;/span&gt;&lt;/a&gt; Bauman, Z. Vidas desperdiciada, FCE, Bs Aires.&lt;/p&gt;  &lt;/div&gt;  &lt;div style="mso-element:footnote" id="ftn4"&gt;  &lt;p class="MsoFootnoteText"&gt;&lt;a style="mso-footnote-id:ftn4" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftnref4" name="_ftn4" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[4]&lt;/span&gt;&lt;/a&gt; Fainholc. &lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;REVISITA&lt;/span&gt;&lt;/p&gt;  &lt;/div&gt;  &lt;div style="mso-element:footnote" id="ftn5"&gt;  &lt;p class="MsoFootnoteText"&gt;&lt;a style="mso-footnote-id:ftn5" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftnref5" name="_ftn5" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[5]&lt;/span&gt;&lt;/a&gt; &lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;Facebook, flirks,y otras redes sociales informales.&lt;/span&gt;&lt;/p&gt;  &lt;/div&gt;  &lt;div style="mso-element:footnote" id="ftn6"&gt;  &lt;p class="MsoFootnoteText"&gt;&lt;a style="mso-footnote-id:ftn6" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftnref6" name="_ftn6" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[6]&lt;/span&gt;&lt;/a&gt; &lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;Tecnociencia&lt;/span&gt;&lt;/p&gt;  &lt;/div&gt;  &lt;div style="mso-element:footnote" id="ftn7"&gt;  &lt;p class="MsoFootnoteText"&gt;&lt;a style="mso-footnote-id:ftn7" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftnref7" name="_ftn7" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[7]&lt;/span&gt;&lt;/a&gt; Broncano, F.  (1995)  Nuevas meditaciones sobre la técnica. Edit Trotta. Madrid.&lt;/p&gt;  &lt;/div&gt;  &lt;div style="mso-element:footnote" id="ftn8"&gt;  &lt;p class="MsoFootnoteText"&gt;&lt;a style="mso-footnote-id:ftn8" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftnref8" name="_ftn8" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[8]&lt;/span&gt;&lt;/a&gt; &lt;span style="mso-ansi-language:ES-TRAD" lang="ES-TRAD"&gt;Ciaspucio, H. (1996) El conocimiento tecnológico, Rev REDES, Revista de Estudios sociales de laciencia. UNQUI.N6,Vol3. Mayo/1996, Bs Aires.&lt;/span&gt;&lt;/p&gt;  &lt;/div&gt;  &lt;div style="mso-element:footnote" id="ftn9"&gt;  &lt;p class="MsoFootnoteText"&gt;&lt;a style="mso-footnote-id:ftn9" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftnref9" name="_ftn9" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[9]&lt;/span&gt;&lt;/a&gt; &lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;Simons, La ciencia de lo artificial. FCE.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoFootnoteText"&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;   Broncano F. (2000) Mundos artificiales, Paidos. Mexico.&lt;/span&gt;&lt;/p&gt;  &lt;/div&gt;  &lt;div style="mso-element:footnote" id="ftn10"&gt;  &lt;p class="MsoNormal" style="text-align:justify"&gt;&lt;a style="mso-footnote-id:ftn10" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftnref10" name="_ftn10" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[10]&lt;/span&gt;&lt;/a&gt; &lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;Formas de manifestacion de la tecnologia&lt;/span&gt;&lt;span class="MsoFootnoteReference"&gt;[10]&lt;/span&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;: como &lt;i&gt;conocimiento&lt;/i&gt; (que son las que preocupan en este aporte); como &lt;i&gt;actividad de producción&lt;/i&gt; (asociada también a la labor epistemológica al seleccionar/combinar/aplicar metodologías, para diseños, usos,etc); &lt;i&gt;como objetos o artefactos&lt;/i&gt; (desde equipos voluminosos y sofisticados hasta la nanotecnología), y como &lt;i&gt;poder&lt;/i&gt; &lt;i&gt;hegemonico&lt;/i&gt; (como fuente de inspiración dominante satura&lt;span class="MsoFootnoteReference"&gt;[10]&lt;/span&gt; mente y acciones), sobre los cuales si bien existe mucha literatura escrita al respecto, habrá que continuar deconstruyendo ya que sus grados de penetración son cada vez mas  profundos y de consecuencias impredecibles .&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoFootnoteText"&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;/div&gt;  &lt;div style="mso-element:footnote" id="ftn11"&gt;  &lt;p class="MsoFootnoteText"&gt;&lt;a style="mso-footnote-id:ftn11" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftnref11" name="_ftn11" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[11]&lt;/span&gt;&lt;/a&gt; &lt;span style="mso-ansi-language:ES-AR;color:black;" lang="ES-AR" &gt;Hoy aparece con los ropajes de una globalización y trasferencias indiscriminadas de tecnologías a regiones culturales con el objetivo de  homogeneizarlas.&lt;/span&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;/div&gt;  &lt;div style="mso-element:footnote" id="ftn12"&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="font-size:100%;"&gt;&lt;a style="mso-footnote-id:ftn12" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftnref12" name="_ftn12" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="mso-ansi-language:EN-US" lang="EN-US"&gt;[12]&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="mso-ansi-language:EN-US;font-size:10.0pt;" lang="EN-US" &gt;&lt;span style="font-size:100%;"&gt; Fainholc, B (1998)&lt;b&gt; &lt;/b&gt;Which scientific technological knowledge will promote the shift to a pertinent  informational and  knowledge society? Presentation at the 1rst ISA  Forum of Sociology, Barcelona, Spain Sept 5-8, 2008&lt;/span&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;&lt;/p&gt;  &lt;/div&gt;  &lt;div style="mso-element:footnote" id="ftn13"&gt;  &lt;p class="MsoFootnoteText"&gt;&lt;a style="mso-footnote-id:ftn13" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftnref13" name="_ftn13" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="mso-ansi-language:EN-US" lang="EN-US"&gt;[13]&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="mso-ansi-language:EN-US" lang="EN-US"&gt; Daly, H., 1997, Steady-State Economics Washington, D.C.Island Press.&lt;/span&gt;&lt;span style="mso-ansi-language: EN-GB" lang="EN-GB"&gt;&lt;/span&gt;&lt;/p&gt;  &lt;/div&gt;  &lt;div style="mso-element:footnote" id="ftn14"&gt;  &lt;p class="MsoFootnoteText"&gt;&lt;a style="mso-footnote-id:ftn14" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftnref14" name="_ftn14" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[14]&lt;/span&gt;&lt;/a&gt; Bijker,W. Como y porque es importante la tecnología, en Revista Redes 21 de Estudios sociales de la ciencia. &lt;span style="mso-ansi-language: ES-AR" lang="ES-AR"&gt;Vol.11N 21,Bs.As, Mayo/2005.&lt;/span&gt;&lt;/p&gt;  &lt;/div&gt;  &lt;div style="mso-element:footnote" id="ftn15"&gt;  &lt;p class="MsoFootnoteText"&gt;&lt;a style="mso-footnote-id:ftn15" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftnref15" name="_ftn15" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;[15]&lt;/span&gt;&lt;/a&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;  Encierra el fenomeno de  “ausencia de  normalidad”, segun  Funtowicz y Ravetz (2001) Post-normal science. &lt;/span&gt;&lt;span style="mso-ansi-language:EN-US" lang="EN-US"&gt;Science and governance under conditions of complexity, in Decker, M. Interdisciplinarity in Technology Assesment. &lt;/span&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;Implementation and its Chances and Limits, Berlin, Spring pp15-24, cuando se refiere a multiples factores, tales  la ciencia y la  politica es  gerenciada en Buena medida con sabers  implicitos y son  aceptados inconsistentemente por aquellos que desean esatr relacionados con ellos, como otras razones de gestion que hacen a su alta incertidumbre .&lt;/span&gt;&lt;/p&gt;  &lt;/div&gt;  &lt;div style="mso-element:footnote" id="ftn16"&gt;  &lt;p&gt;&lt;span style="font-size:100%;"&gt;&lt;a style="mso-footnote-id:ftn16" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftnref16" name="_ftn16" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="mso-ansi-language: ES-AR" lang="ES-AR"&gt;[16]&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style=" mso-ansi-language:ES-AR;font-size:100%;" lang="ES-AR" &gt; Existen dos enfoques para evaluar  tecnologías: criterios internos de eficiencia como: factibilidad, fiabilidad, durabilidad, etc., y  criterios externos o de valor de la tecnología para la sociedad. Por la significación del cambio tecnológico en la sociedad actual, la &lt;i&gt;evaluación externa&lt;/i&gt; de la tecnología es  imprescindible y sistemática, como un proceso de predicción, selección y evaluación de la idoneidad de una tecnología o aplicación tecnológica a un grupo social según su finalidad, la evaluación de impacto o de consecuencias de su aplicación (riesgos, impacto ambiental, social y económico). "Una tecnología (T) es idónea para un grupo social (G) cuyas finalidades son (F). Si T es opción tecnológica de G en F". "La idoneidad depende pues de la tecnología, de sus usos posibles y de su adecuación a los fines propuestos" (Quintanilla, 1988, 116). La evaluacion interna se concentra en las preguntas de&lt;br /&gt;¿Cómo lograr la sostenibilidad del desarrollo tecnológico?&lt;br /&gt;¿Cuándo es apropiada una tecnología?&lt;br /&gt;¿Qué tipos de tecnologías son apropiadas?&lt;br /&gt;¿De qué depende que una tecnología sea apropiada?&lt;br /&gt;¿Son las tecnologías apropiadas pos sí mismas?&lt;/span&gt;&lt;/p&gt;  &lt;/div&gt;  &lt;div style="mso-element:footnote" id="ftn17"&gt;  &lt;p style="background:white"&gt;&lt;span style="font-size:100%;"&gt;&lt;a style="mso-footnote-id:ftn17" href="http://www.blogger.com/post-edit.g?blogID=3804411411332568796&amp;amp;postID=1001620256526223917#_ftnref17" name="_ftn17" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="mso-ansi-language:ES-AR" lang="ES-AR"&gt;[17]&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="mso-ansi-language:ES-AR;font-size:100%;" lang="ES-AR" &gt; &lt;span style="color:black;"&gt;Encierra el concepto de “sociedad de riesgo” como  una fase de la modernidad y posmodernidad “liquida”, en donde   las amenazas producidas por el desarrollo tecnológico de la  sociedad de la información y la comunicación, comienzan a predominar con fuertes  impactos que incluye luchas políticas, crisis económico-financieras globales  y conflictos culturales. Como continuación y consecuencia de los  procesos de modernización autonomizan sus rasgos y aparecen riesgos ciegos y sordos a sus propios efectos y amenazas. Con el surgimiento de la sociedad del riesgo, los conflictos y la distribución de los males se superponen a los conflictos  y a la distribución de los bienes y servicios que fueron creados.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoFootnoteText"&gt;&lt;span style="mso-ansi-language:ES-TRAD" lang="ES-TRAD"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:hyphenationzone&gt;21&lt;/w:HyphenationZone&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;ES&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt; 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margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 200px; height: 200px;" src="http://2.bp.blogspot.com/-qRjJ2S0MY1g/Trw6q0PEkPI/AAAAAAAAADY/JJQExESk5j0/s200/LEYENDO-UN-LIBRO.jpg" alt="" id="BLOGGER_PHOTO_ID_5673474137830756594" border="0" /&gt;&lt;/a&gt;&lt;span style="font-size:100%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family:&amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language: ESfont-family:&amp;quot;;font-size:100%;color:black;"   &gt;Hoy  gracias a la Red Internet se lee mucho más que en la década de los 80 ,  con una mayor libertad de elección y una vastedad de contenidos que van  desde los juegos hasta diccionarios en línea e hipermedias de lo que se  desee…pero como se lee??&lt;br /&gt;&lt;br /&gt;Un testimonio de alguien&lt;br /&gt;&lt;br /&gt;“….sentí  que lo que realmente me molestaba no era leer menos, sino la manera en  que leo ahora. Leo en la pantalla con el mundo desplegado frente a mí y  es como si estuviera sentada en Times Square intentando leer a  Heidegger: no me puedo concentrar; las luces caleidoscópicas de un  océano de neón me distraen…..; mi habilidad para pensar, leer o escribir  sobre un tema específico por un tiempo prolongado se había marchitado.&lt;br /&gt;Incluso cuando investigo en Internet, rara vez llego al final de un texto y mi lectura es en diagonal….”&lt;br /&gt;&lt;br /&gt;Una reflexión:&lt;br /&gt;&lt;br /&gt;La  esencia de la Red parece ser la interrupción y la rapidez. Con tanto  tiempo navegando, nos hemos vuelto tremendamente impacientes y, en  consecuencia, los medios tradicionales , han tenido que hacer sus  contenidos cada vez más cortos para satisfacer los nuevos  hábitos…..Percibir la tendencia que a sintetizar noticias y artículos se  da , que no nació con Internet, sí se ha acentuado geométricamente  desde entonces……&lt;br /&gt;&lt;br /&gt;La vida online se caracteriza por un estado de  permanente distracción. Todo cuanto requiera una concentración detenida  ahora, impacienta. La lectura profunda, las palabras largas, las  oraciones complejas y la argumentación minuciosa se tornan cada vez más  difíciles. La información prevalece sobre el análisis y la inmediatez,  sobre el pensamiento.&lt;br /&gt;&lt;br /&gt;Una evidencia empírica: Una  estudiante de mi curso en la universidad entrega su examen escrito en  código Twitter, alegando que le "cuesta" escribir de otro modo...tiene  que pensar hacerlo en la lengua convencional ...qué me dice?? &lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-family:&amp;quot;Georgia&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-fareast-language: ESfont-family:&amp;quot;;font-size:100%;color:black;"   &gt;Debemos pensar mucho al respecto. Ademas de re-leer el blog anterior: qué nos hace Internet en nuestras mentes.&lt;br /&gt;Espero sus opiniones....&lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3804411411332568796-6749363477790295115?l=webquestorgar.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://webquestorgar.blogspot.com/feeds/6749363477790295115/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://webquestorgar.blogspot.com/2011/11/la-falta-de-concentracion-en-la-lectura.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3804411411332568796/posts/default/6749363477790295115'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3804411411332568796/posts/default/6749363477790295115'/><link rel='alternate' type='text/html' href='http://webquestorgar.blogspot.com/2011/11/la-falta-de-concentracion-en-la-lectura.html' title='La falta de concentración en la lectura que produce'/><author><name>Blog del Webquest.org.ar</name><uri>http://www.blogger.com/profile/04796465085203291363</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-qRjJ2S0MY1g/Trw6q0PEkPI/AAAAAAAAADY/JJQExESk5j0/s72-c/LEYENDO-UN-LIBRO.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3804411411332568796.post-8829624358219657824</id><published>2011-11-01T11:46:00.000-07:00</published><updated>2011-11-01T14:12:09.198-07:00</updated><title type='text'>Hacia la configuración de la inclusión social y la consolidación de la convivencialidad con el aporte de la educación virtual</title><content type='html'>&lt;table align="left" border="0" cellpadding="0" cellspacing="0" width="74%"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td align="left" valign="top"&gt;&lt;div align="justify"&gt;&lt;span class="Estilo11"&gt;Autor: Beatriz Fainholc&lt;br /&gt;&lt;br /&gt;El fuerte impacto que ha causado en el sector educativo el uso de  las tecnologías de la información y la comunicación (TIC), tanto por sus  efectos positivos como por los negativos, obliga a reconsiderar temas  como la inclusión y la equidad social, sobre todo en los países en  desarrollo. Con base en un marco conceptual, en este artículo se indaga  en los diversos puntos de vista al respecto, con el propósito de  articular metodologías tendentes a la construcción de redes con fines  educativos y, sobre todo, “espíritu al aprender y enseñar”, de manera  que se contribuya a la inclusión y a una mejor convivencialidad; en ello  se pondera la necesidad de considerar la inclusión social como elemento  fundamental para el desarrollo humano, en el que las TIC sean una  herramienta en la cruzada de la educación para todos.&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;/tr&gt;   &lt;tr&gt;     &lt;td class="Estilo9" align="left" height="72" valign="top"&gt;&lt;div class="Estilo10" align="justify"&gt;       &lt;div align="right"&gt;         &lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3804411411332568796-8829624358219657824?l=webquestorgar.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://webquestorgar.blogspot.com/feeds/8829624358219657824/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://webquestorgar.blogspot.com/2011/11/hacia-la-configuracion-de-la-inclusion.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3804411411332568796/posts/default/8829624358219657824'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3804411411332568796/posts/default/8829624358219657824'/><link rel='alternate' type='text/html' href='http://webquestorgar.blogspot.com/2011/11/hacia-la-configuracion-de-la-inclusion.html' title='Hacia la configuración de la inclusión social y la consolidación de la convivencialidad con el aporte de la educación virtual'/><author><name>Blog del Webquest.org.ar</name><uri>http://www.blogger.com/profile/04796465085203291363</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3804411411332568796.post-6790099651145958830</id><published>2011-09-03T12:54:00.001-07:00</published><updated>2011-11-08T11:31:50.759-08:00</updated><title type='text'>Reflexiones para otra revisita del concepto de Tecnologia Educativa.</title><content type='html'>&lt;p class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;&lt;span style="mso-ansi-language:ES-AR"&gt;&lt;span style="font-size:100%;"&gt;Reflexiones acerca del saber disciplinar&lt;a style="mso-footnote-id:ftn1" href="http://www.blogger.com/post-create.g?blogID=1812834181851225796#_ftn1" name="_ftnref1" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="mso-special-character:footnote"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;&lt;span style="mso-bidi-font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-Times New Roman&amp;quot;;mso-ansi-language:ES-AR;mso-fareast-language: EN-US;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:12.0pt;"  &gt;[1]&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt; de la Tecnologia Educativa&lt;/span&gt;&lt;span style="mso-spacerun:yes;font-size:100%;" &gt;  &lt;/span&gt;&lt;span style="font-size:100%;"&gt;y areas asociadas, a partir del Congreso&lt;/span&gt;&lt;span style="mso-spacerun:yes;font-size:100%;" &gt;  &lt;/span&gt;&lt;span style="font-size:100%;"&gt;Internacional sobre “Inclusión digital” , realizado&lt;/span&gt;&lt;span style="mso-spacerun:yes;font-size:100%;" &gt;  &lt;/span&gt;&lt;span style="font-size:100%;"&gt;en Buenos Aires.Setiembre/2011.&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;   &lt;p class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;&lt;span style="mso-ansi-language:ES-AR"&gt;Autora : Beatriz Fainholc, &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;2011.&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;     &lt;p class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;&lt;span style="mso-ansi-language:ES-AR"&gt; &lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;i style="mso-bidi-font-style: normal"&gt;&lt;span style="mso-ansi-language:ES-AR"&gt;Una oportunidad para explicar mas este campo de trabajo e investigación : útil para la reflexión de todos los profesionales del area de habla hispana .&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;&lt;span style="mso-ansi-language: ES-AR;font-size:11.0pt;" &gt; &lt;/span&gt;&lt;/b&gt;&lt;/p&gt;     &lt;p class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;&lt;span style="mso-ansi-language:ES-AR"&gt; &lt;/span&gt;&lt;/b&gt;&lt;span style="mso-ansi-language:ES-AR"&gt;Ubicándose&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;a mas de una década de transcurrido el siglo XXI de la cultura digital, creo que la mayor parte de las lecturas acerca de la tecnologia , en general y educativa en particular&lt;a style="mso-footnote-id: ftn2" href="http://www.blogger.com/post-create.g?blogID=1812834181851225796#_ftn2" name="_ftnref2" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="mso-special-character:footnote"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-size:12.0pt;mso-bidi-font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-Times New Roman&amp;quot;; mso-ansi-language:ES-AR;mso-fareast-language:EN-US;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:10.0pt;"  &gt;[2]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;, &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;pueden referirse a las TIC, Internet y las redes , desde el punto  de vista de las ciencias sociales para formular hipótesis&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;para y en los estudios y análisis de la formación de personas, grupos y organizaciones, que es de nuestro interés. &lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:ES-AR"&gt;Solo este camino si bien discutido, pero que queda&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;abierto, podrá proponer mejores interpretaciones y conclusiones – provisorias - , para ensayar decisiones mas adecuadas y lucidas a propósito de las tecnología,- con su recorte de estudio son los objetos artificiales&lt;a style="mso-footnote-id: ftn3" href="http://www.blogger.com/post-create.g?blogID=1812834181851225796#_ftn3" name="_ftnref3" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="mso-special-character:footnote"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-size:12.0pt;mso-bidi-font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-Times New Roman&amp;quot;; mso-ansi-language:ES-AR;mso-fareast-language:EN-US;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:10.0pt;"  &gt;[3]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;, &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;hoy, entre muchos , los electrónicos &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;en su relación con educación.&lt;/span&gt;&lt;/p&gt;     &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:ES-AR"&gt; El tema de las TIC, en el marco de la  Tecnologia&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Educativa, conduce a &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;plantearse las preguntas mas pertinentes acerca de la disciplina y sacudirlas, para tratar &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;de no caer en preguntas que ya dieron respuestas que se pusieron rancias , al pasar del tiempo. El tema es que se continua sosteniendo en la mayor parte de las discusiones teóricas &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;educativas , como que &lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;la&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;TE se ocupa de las practicas de la enseñanza, retomando el acostumbrado (aunque sea revisado) objeto de estudio de la didáctica. La didáctica es importante pero es una variable mas entre otras muchas, a ser consideradas para una real interpretación del objeto de estudio de la TE, es decir de las mediaciones tecnológico educativas.&lt;/span&gt;&lt;/p&gt;     &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:ES-AR"&gt;Se continua y no se reconoce que serian las mismas preguntas que se hicieron por el 70 con la TV y la videocassettera. No se percibe que las&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;tecnologias , las TIC, las redes, etc, han&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;y siguen&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;construyendo una&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;sociedad muy diferente, un nuevo mundo o fase histórica…mas ahora con transformaciones impensadas por ej. del libro digital y los aprendizajes moviles. &lt;/span&gt;&lt;/p&gt;   &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:ES-AR"&gt;A su vez, &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;estas &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;tecnologías, &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;que llega a la educación, son &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;producto de una evolución, combinación y &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;desarrollo (las invenciones y “soluciones”&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;inéditas y absolutas, no existen) ,&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;que &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;desembocan &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;a &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;replanteos &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;culturales muy significativos con diferencias cualitativas profundas en y de la interacción y comunicación humanas, impactos en las mentes , emergencia de inteligencias colectivas, etc .&lt;/span&gt;&lt;/p&gt;     &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:ES-AR"&gt; El campo de la tecnologia en general y formativa (mas que educativa y de la enseñanza(, atraviesa y domina con este debate todas las areas: resulta en &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;superar , el sostener que las TIC y todos sus &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;demás aditamentos, son para el uso en el aula, sin una reflexión previa. Asi &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;este saber disciplinario, se balancea entre el determinismo tecnológico que fija patrones de cambio social, y su aceptación total por&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;el engolosinamiento de la hipercontectividad&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;a style="mso-footnote-id:ftn4" href="http://www.blogger.com/post-create.g?blogID=1812834181851225796#_ftn4" name="_ftnref4" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="mso-special-character:footnote"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-size:12.0pt;mso-bidi-font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-Times New Roman&amp;quot;; mso-ansi-language:ES-AR;mso-fareast-language:EN-US;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:10.0pt;"  &gt;[4]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt; y otros, aunque muchos se disfrazan de una interpretación reflexiva. &lt;/span&gt;&lt;/p&gt;     &lt;p class="MsoNormal"&gt;&lt;span style="mso-ansi-language:ES-AR"&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;La tecnologia , fruto de transformaciones histórico culturales, en una sociedad expandida , móvil y compleja , con comunicaciones no siempre de impacto directo sino implícito y/o tácito , aparece &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;central en la formación de las personas a través de su interacción,&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;mas allá de la educación formal: es la atmosfera que respira toda persona. Pero habrá que recordar y concientizar, enseñando en todas las situaciones , pero esta vez recurriendo a enfoques mas comprehensivos&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;(articulando &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;la teoría critica, los estudios culturales y ciencias asociadas) de la oferta de los dispositivos de elaboración y recepción de información (infinita, veloz, innecesaria…) que &lt;i style="mso-bidi-font-style:normal"&gt;precedió a la demanda&lt;/i&gt;. Que el proceso binario abstracto de diseño, producción, almacenamiento, distribución y uso de las TIC , ha precedido, como a la puesta en el mercado, de otros artefactos, a los &lt;i style="mso-bidi-font-style:normal"&gt;contenidos que llegaron/llegan &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;a la educación&lt;/i&gt;, aun incluyendo hoy&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;la web2.0 o social y sus aditamentos&lt;a style="mso-footnote-id:ftn5" href="http://www.blogger.com/post-create.g?blogID=1812834181851225796#_ftn5" name="_ftnref5" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="mso-special-character:footnote"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-size:12.0pt;mso-bidi-font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-Times New Roman&amp;quot;; mso-ansi-language:ES-AR;mso-fareast-language:EN-US;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:10.0pt;"  &gt;[5]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;     &lt;p class="MsoNormal"&gt;&lt;span style=""&gt; De ahí la necesidad de revisitar las conceptualizaciones de la TE como disciplina&lt;a style="mso-footnote-id: ftn6" href="http://www.blogger.com/post-create.g?blogID=1812834181851225796#_ftn6" name="_ftnref6" title=""&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="mso-special-character:footnote"&gt;&lt;span class="MsoFootnoteReference"&gt;&lt;span style="font-size:12.0pt;mso-bidi-font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-Times New Roman&amp;quot;; mso-ansi-language:ES-AR;mso-fareast-language:EN-US;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:10.0pt;"  &gt;[6]&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt; ,- en ´plena y constante ebullición en la sociedad de la información y la cultura digital-,&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;para &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;no reducirla al “uso de los medios electrónicos, las TIC y las redes en el aula y en la educación”, etc. Es decir evitar &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;una perspectiva interpretativa &lt;i style="mso-bidi-font-style:normal"&gt;técnico instrumental&lt;/i&gt; que desoye los puntos &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;de partida socio- políticos y económicos, &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;consumisticos y/o de alta comercialización global de los equipos descartables y cada vez mas móviles, con sus procesos y resultados de profundo control y disciplinamiento cultural, etc.&lt;/span&gt;&lt;/p&gt;&lt;img style="width: 368px; height: 450px;" 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
