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&lt;/a&gt;&lt;/span&gt;&lt;span class=&quot;texto_small&quot;&gt;&lt;/span&gt;                                                                                      &lt;br /&gt;
&lt;div style=&quot;margin: 0; padding-top: 20px; padding: 0; width: 95%;&quot;&gt;&lt;div style=&quot;margin: 0; padding-top: 7px; padding: 0; width: 100%;&quot;&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot; class=&quot;spip&quot;&gt;Excelentísimo señor &lt;br /&gt;
Don Sebastián Piñera. &lt;br /&gt;
Presidente de la República de Chile &lt;br /&gt;
Palacio de La Moneda &lt;br /&gt;
Santiago de Chile.&lt;/div&gt;&lt;div align=&quot;justify&quot; class=&quot;spip&quot;&gt;&lt;br /&gt;
&lt;/div&gt;Ciudadano  Presidente: soy un escritor  nacido en Chile y un profundo conocedor de  La Patagonia y la Tierra del  Fuego. En muchos de mis libros traducidos  a un gran número de idiomas  está presente la vida, gentes y sueños de  esa región austral que amo y  defiendo con el mismo sano y pacífico  tesón que sus habitantes. &lt;br /&gt;
&lt;div align=&quot;justify&quot; class=&quot;spip&quot;&gt;Hace muy  pocos años desde las mismas  oficinas en las hoy usted ejerce la función  de gobierno, y desde la  elegante frialdad de algunos bancos, se  intentó perpetrar un crimen  medioambiental contra la Patagonia,  específicamente contra la región de  Aysén. Una empresa llamada Noranda,  con domicilio postal en Canadá y  domicilio fiscal en el paraíso  tributario de las Islas Caimán,  valiéndose de  la odiosa Ley de Aguas  chilena, una de las más liberales  del planeta, pretendía bloquear,  detener su curso, matar, tres ríos que  desembocan en el Gran Fiordo de  Aysén, para construir tres centrales  hidroeléctricas que darían energía  a una fábrica de aluminio, una de las  industrias más contaminantes, y a  un puerto  destinado a recibir la  bauxita y otros minerales. La  oposición de los habitantes de Aysén fue  muy decidida. Desde la  seriedad de un proyecto económico, social y  cultural alternativo  llamado “Aysén Proyecto de Vida”, los  aproximadamente cuarenta mil  habitantes de Puerto Aysén, Puerto  Chacabuco, Coyhaique y otros  poblados que con ese crimen de  “emprendedores” verían seriamente  afectada su vida, su cultura y sus  esperanzas, su presente y su futuro,  fueron injustamente ofendidos por  el Ministro de Economía de entonces,  don Sergio Rodríguez Grossi, quien  aseguró que, en términos  macroeconómicos cuarenta mil seres humanos eran  “nadie”.&lt;/div&gt;&lt;div align=&quot;justify&quot; class=&quot;spip&quot;&gt;Pero  a esos “nadie” se unieron otros  “nadie” en todo el mundo, porque la  preocupación medioambiental,  ecológica y en aras de una economía  sustentable es parte del imaginario  de futuro que mueve a millones de  mujeres y hombres que quieren ser  ciudadanos antes que consumidores.  Esos “nadie” pidieron algo muy simple  y legítimo: un estudio de impacto  ambiental realizado por un organismo  científico independiente, no por  la misma empresa impulsora del proyecto  o por un gobierno directamente  implicado y partícipe de los intereses  empresariales. Y esos “nadie”,  que fueron groseramente calificados como  eco-terroristas, consiguieron  detener, al menos temporalmente, uno de  los mayores atentados  criminales contra la Patagonia. Yo fui uno de esos  “nadie”, ciudadano  Presidente, hice un documental llamado Corazón  Verde, el film fue  premiado en el festival de Cine de Venecia, y sirvió  para que esos  cuarenta mil y tantos “Nadie” se sintieran acompañados por  los cientos  de miles de otros “Nadie” que defienden La Patagonia, el  pristino mundo  austral que es patrimonio de toda la humanidad. Soy uno de los tantos  que paralizaron “una inversión de siete mil  millones de dólares”, y  como los ríos que intentaron matar siguen  desembocando en el Gran  Fiordo de Aysén, asumo esa culpa con orgullo.&lt;/div&gt;&lt;div align=&quot;justify&quot; class=&quot;spip&quot;&gt;Ahora,  ciudadano Presidente, nos  enfrentamos a una nueva desproporción, a un  nuevo intento de terminar  con la vida de una de las últimas regiones no  contaminadas del planeta, y  por eso mismo de un valor incalculable. El  valor de la Patagonia, de su  naturaleza vital, de sus gentes, de sus  sueños y esperanzas, no puede  ser decidido ni calculado, ni en sus  oficinas presidenciales, ni en la  bolsa de valores, y mucho menos en la  mesa innoble del consejo de  accionistas de la empresas energéticas que  pretenden la aprobación del  mega proyecto llamado Hidroaysén.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGCc5f8h0v6QwCKqEXO_aLNh2G2qfdsiK02Yi8DIVM6DArPurpfa70hwOsAile7O-DCUxUwd5xvyDwHO8o2xX1L6TxP8gy0Gz8-cvDvID0iUxpxEPPeNo_ZhbSyQSHZetzhbz7qof9WwlA/s1600/foto_patagonia.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;110&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGCc5f8h0v6QwCKqEXO_aLNh2G2qfdsiK02Yi8DIVM6DArPurpfa70hwOsAile7O-DCUxUwd5xvyDwHO8o2xX1L6TxP8gy0Gz8-cvDvID0iUxpxEPPeNo_ZhbSyQSHZetzhbz7qof9WwlA/s320/foto_patagonia.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot; class=&quot;spip&quot;&gt;Usted,  ciudadano Presidente, declaró  monumento nacional al caballo chileno, y  con razón. Cuando lo hizo,  muchos respiramos satisfechos pues su  declaración salvó al soberbio  caballo chileno de cualquier  experimentación genética. ¿No cree usted,  ciudadano Presidente, que una  línea de territorio nacional de dos mil  trescientos kilómetros de  largo por cien metros de ancho, también merece  el mismo trato digno que  otorgó al caballo chileno? ¿Es usted capaz de imaginar una extensión de  veintitrés mil hectáreas?  Es difícil convertir los números en imagen.  Lo invito a imaginar  veintitrés mil estadios de futbol, uno junto al  otro. E imagínelos  llenos de árboles, de bosques, no de burdas  plantaciones de pino o  eucaliptos, sino del noble bosque nativo  chileno, de la maravillosa  diversidad forestal, de la fauna que habita  en esos bosques, y de las  gentes, de los chilenos y chilenas que  conocen  esos bosques y los aman.  Hidroaysén, ciudadano Presidente,  significa la completa deforestación,  la aniquilación, el exterminio de  veintitrés mil hectáreas de bosque  chileno.&lt;/div&gt;&lt;div align=&quot;justify&quot; class=&quot;spip&quot;&gt;Yo  sí puedo imaginar esa extensión,  porque conozco la Patagonia, porque  amo el mundo austral, a sus gentes, a  sus sueños y esperanzas, y por  eso me opongo a la realización de ese  crimen de lesa ecología y lesa  humanidad que se llama Hidroaysén.&lt;/div&gt;&lt;div align=&quot;justify&quot; class=&quot;spip&quot;&gt;Hace  muy pocos días, ciudadano  Presidente, usted declaró que Adán y Eva  fueron los primeros  “emprendedores”, porque se atrevieron a comer del  fruto prohibido. Al  margen de las apreciaciones que tenga la iglesia  católica o los  productores de manzanas tras su afirmación, me permito  recordarle que la  Patagonia no es una manzana, sino un territorio cuyo  mayor valor reside  en su pureza ambiental, y habitado por ciudadanas y  ciudadanos de la  República de Chile que, por esa misma condición tienen  derecho a  manifestar su aprobación o desacuerdo con el proyecto  Hidroaysén. Pero  ocurre que los “emprendedores” e instigadores del  macrocrimen ambiental  han ignorado la opinión ciudadana.&lt;/div&gt;&lt;div align=&quot;justify&quot; class=&quot;spip&quot;&gt;El  estudio de Impacto Ambiental para  Hydroaysén ha ignorado las opiniones  ciudadanas, no ha existido la  participación libre de presiones y  democrática que la legalidad  garantiza. Es un informe viciado, y eso lo  sabe usted, ciudadano  Presidente, y si no es así, consulte a sus  ministros. Hasta las 13.30  horas del día 26 de abril el Informe de  Impacto Ambiental estaba  rotulado como “inconforme”, pero a las 2 de la  tarde de ese mismo día y  sin que intervinieran más que funcionarios de  la Oficina del  Departamento de Desarrollo Urbano y un señor llamado  Nicolás Terrazas, a  su vez funcionario del Ministerio de Vivienda, la  evaluación del  Estudio de Impacto Ambiental paso de “inconforme” a “  conforme”.&lt;/div&gt;&lt;div align=&quot;justify&quot; class=&quot;spip&quot;&gt;“Poderoso Caballero es  Don Dinero”  escribió el gran Francisco de Quevedo y Villegas, pues se  da la  casualidad que otro miembro de la familia Terrazas, a saber don  Pablo,  hermano de Nicolás, es propietario de varios terrenos que  resultarían  inundados si se lleva a cabo el proyecto Hidroaysén,  asegurándole una  más que jugosa indemnización.&lt;/div&gt;&lt;div align=&quot;justify&quot; class=&quot;spip&quot;&gt;Tan  sólo este hecho, este detalle,  ciudadano Presidente, vicia por  conflicto de intereses (eufemismo para  esconder la palabra corrupción)  todas las consideraciones acerca del  Estudio de Impacto Ambiental y,  desde la más estricta legalidad,  aconseja paralizar la aprobación del  proyecto Hidroaysén.&lt;/div&gt;&lt;div align=&quot;justify&quot; class=&quot;spip&quot;&gt;Sin embargo,  usted que ocupa el más alto  cargo en la República de Chile, más allá de  las triquiñuelas ideadas  por subalternos a los que debe despedir de  manera fulminante, debe  considerar que se está enfrentando a la  historia, que siempre juzga,  aunque tarde, mas juzga de manera clara y  contundente.&lt;/div&gt;&lt;div align=&quot;justify&quot; class=&quot;spip&quot;&gt;En un futuro próximo un  busto suyo  ocupará un lugar en la galería de los adustos ex  presidentes chilenos, y  cuando en encargado de limpieza la sacuda el  polvo con un plumero, de  usted depende que ese hombre diga con  admiración: estoy quitándole el  polvo al busto de un ex presidente que  salvó de la destrucción a la  Patagonia, o que simplemente pase de largo  y se niegue a desempolvar la  imagen del destructor de una de las  regiones más bellas y puras del  planeta. De Usted depende, ciudadano  Presidente.&lt;/div&gt;&lt;div align=&quot;justify&quot; class=&quot;spip&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align=&quot;justify&quot; class=&quot;spip&quot;&gt;Con mi más alta consideración &lt;br /&gt;
Luis Sepúlveda &lt;br /&gt;
Escritor &lt;br /&gt;
Doctor Honoris Causa por la Universidad de Toulon, Francia &lt;br /&gt;
Doctor Honoris Causa por la Universidad de Urbino, Italia &lt;br /&gt;
Caballero de las Artes y Las Letras de la República Francesa &lt;br /&gt;
Gijón,10 de mayo de 2011&lt;/div&gt;&lt;div align=&quot;justify&quot; class=&quot;spip&quot;&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot; class=&quot;spip&quot;&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot; class=&quot;spip&quot;&gt;Fuente: &lt;a href=&quot;http://www.patagoniasinrepresas.cl/&quot;&gt;Patagonia sin Represas&lt;/a&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLY6hhD8yQZ3WNCbYVU6iPEFHhlcg-zwdA4HwNKfK0Cs13lAJkcb1RAvg0XXoyk2sUWw_p47Qh-_nmAQF0MB5NtJaUB_z9L3EUd4sflte8_UshZsdny4D9MLQxHYc-aq_W1pcDeYFcVrPT/s1600/foto_poster_1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLY6hhD8yQZ3WNCbYVU6iPEFHhlcg-zwdA4HwNKfK0Cs13lAJkcb1RAvg0XXoyk2sUWw_p47Qh-_nmAQF0MB5NtJaUB_z9L3EUd4sflte8_UshZsdny4D9MLQxHYc-aq_W1pcDeYFcVrPT/s320/foto_poster_1.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://diplomadoeducacionust.blogspot.com/feeds/7512060748099061270/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2011/05/carta-abierta-al-presidente-de-la.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/7512060748099061270'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/7512060748099061270'/><link rel='alternate' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2011/05/carta-abierta-al-presidente-de-la.html' title='Carta Abierta al Presidente de La República por Luis Sepúlveda  Por Campaña Patagonia Sin Represas 10 de Mayo del 2011'/><author><name>Marcelo</name><uri>http://www.blogger.com/profile/03316650742141499637</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGCc5f8h0v6QwCKqEXO_aLNh2G2qfdsiK02Yi8DIVM6DArPurpfa70hwOsAile7O-DCUxUwd5xvyDwHO8o2xX1L6TxP8gy0Gz8-cvDvID0iUxpxEPPeNo_ZhbSyQSHZetzhbz7qof9WwlA/s72-c/foto_patagonia.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8187882786910173319.post-8179040166877136080</id><published>2011-05-17T10:36:00.000-07:00</published><updated>2011-05-17T11:08:40.454-07:00</updated><title type='text'>PATAGONIA SIN REPRESAS</title><content type='html'>&lt;div style=&quot;color: red; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;NO A HIDROAYSEN!!!!&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;color: red;&quot;&gt;POR QUE ES UN COMPORMISO DE TODOS&lt;/div&gt;&lt;div style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;color: red; text-align: center;&quot;&gt;&lt;b&gt;9 RAZONES PARA UN RECHAZO&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Razones por las cuales el Gobierno NO debe admitir a trámite el Estudio Ambiental para construir Represas en Aysén&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;1.- El proyecto Hidroaysén, de Endesa y Colbún, debe ser declarado  inadmisible ya que viola dos acuerdos internacionales, con Argentina y  Canadá, puesto que no existe un “Plan General de Utilización” de las  cuencas de los ríos Baker y Pascua conforme a lo exigido por el  “Protocolo Específico Adicional sobre Recursos Hídricos Compartidos  entre la República de Chile y la República Argentina”. Legislación que  además es parte del Tratado de Libre Comercio con Canadá.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;2.- La aprobación del proyecto consolidaría el monopolio del agua en Aysén al concentrar el&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;100% de los derechos de los ríos Pascua y Baker, sin resguardar  adecuadamente las solicitudes de otros usuarios, impactando y vulnerando  el derecho humano al agua. Ello pese a que la Dirección General de  Aguas (DGA) ha declarado Aysén como zona de escasez hídrica (Decreto Nº  227 del MOPDGA, marzo 2008).&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;3.- El proyecto vulnera el derecho constitucional a la igualdad de  trato en materia económica, ya que generaría una perdida anual de más de  4 mil empleos en el sector turismo e impediría el riego de más de 5 mil  hectáreas de la cuenca del Baker, afectando el desarrollo de la  agricultura y la ganadería de la zona.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;4.- La aprobación del proyecto afectaría gravemente 24 áreas  protegidas como el Parque Nacional Laguna San Rafael; 3 zonas de interés  turístico y 26 humedales. Además de la inundación que generarían las 5  represas proyectadas, la línea de transmisión eléctrica de 2.270  kilómetros de largo, que cruzaría 9 regiones y 66 comunas, violaría  diversos tratados internacionales como el Convenio de Conservación de la  Biodiversidad afectando especies emblemáticas en peligro como el  huemul.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;5.- Endesa y Colbún engañan a la opinión pública al informar una  reducción del área de inundación a 5.900 hectáreas, siendo que no han  renunciado a derechos de agua vigentes que le permiten inundar 32.000  hectáreas, seis veces lo declarado. Por el contrario, con esto han  pretendido realizar un “canje ambiental” con la autoridad requiriendo a  cambio caudales gratuitos adicionales a los que ya posee, vulnerando la  legalidad.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;6.- La empresa abusa de la legislación utilizando fraudulentamente  pertenencias mineras para un proyecto eléctrico, con la finalidad de  presionar a los propietarios de las zonas a inundar, de reducir el valor  comercial de sus propiedades y de obligar a la autoridad a otorgar  permisos para el ingreso a los predios y para obras civiles en éstos.  Dichas propiedades quedan prisioneras y sujetas al arbitrio de la  empresa.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;7.- Los componentes del proyecto serán evaluados parcialmente pues  aunque se trata de 5 mega centrales hidroeléctricas y de sus obras  anexas, entre las que se encuentran puertos, aeródromos y poblaciones,  además de una extensa línea de transmisión eléctrica, única y exclusiva,  de casi 2.300 km., sólo serán evaluadas las centrales contraviniendo  nuestra Constitución, la Ley General de Bases del Medio Ambiente, e  incumpliendo la obligación de fijar una línea de base clara sobre el  área de influencia del proyecto como un todo, así como la de ingresar el  proyecto en la Dirección Ejecutiva de CONAMA para ser evaluado en su  conjunto.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;8.- No se han formulado planes para la gestión integrada de las  cuencas de los Ríos Baker y Pascua de acuerdo a la Estrategia Nacional  de Cuencas, compromiso adquirido por la Presidenta Bachelet en su  programa de Gobierno y reiterado en su Mensaje del 21 de mayo de 2006:  “Ningún proyecto de inversión podrá pretender hacerse rentable a costa  del medio ambiente (…) incorporaremos el ordenamiento territorial y el  manejo integrado de cuencas como eje de nuestra nueva política”.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;9.- Falta de garantías en el procedimiento de evaluación de impacto  ambiental debido a la intervención de Ministros de Estado quienes,  teniendo ingerencia en el proceso, y sin que el proyecto se haya  evaluado, han dado públicamente un veredicto favorable al mismo, en un  antejuicio que viola las garantías de un debido y probo procedimiento.&lt;/div&gt;&lt;a href=&quot;http://www.chilecologico.cl/search/Endesa/&quot; rel=&quot;tag&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://www.chilecologico.cl/search/Hidroays%C3%A9n/&quot; rel=&quot;tag&quot;&gt;&lt;br /&gt;
&lt;/a&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9VFtAi1np-6OjBExDlE-wENINr8_UwecE0oeOII_8xZROgAbowHDkBvKIDN2T1Y0qou-zwgokCgXCe70-e-heQz-EQBwpOJhehaxQm6hjtSMbSNvzvR2A0wW7doHxofeBZgFWVpnV9C63/s320/foto_poster_6.jpg&quot; width=&quot;191&quot; /&gt;&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://www.patagoniasinrepresas.cl/final/index.php&quot;&gt;INFORMATE MAS AQUÍ&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://diplomadoeducacionust.blogspot.com/feeds/8179040166877136080/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2011/05/patagonia-sin-represas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/8179040166877136080'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/8179040166877136080'/><link rel='alternate' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2011/05/patagonia-sin-represas.html' title='PATAGONIA SIN REPRESAS'/><author><name>Marcelo</name><uri>http://www.blogger.com/profile/03316650742141499637</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9VFtAi1np-6OjBExDlE-wENINr8_UwecE0oeOII_8xZROgAbowHDkBvKIDN2T1Y0qou-zwgokCgXCe70-e-heQz-EQBwpOJhehaxQm6hjtSMbSNvzvR2A0wW7doHxofeBZgFWVpnV9C63/s72-c/foto_poster_6.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8187882786910173319.post-1108089191620194112</id><published>2011-05-13T14:08:00.000-07:00</published><updated>2011-05-16T11:30:17.340-07:00</updated><title type='text'>DIA DE LA ENFERMERA/O 12 DE MAYO 1.0</title><content type='html'>&amp;nbsp;&amp;nbsp;&amp;nbsp; En este dia 12 de mayo un gran saludo para todos profesionales de Enfermeria del mundo y junto con ello una reflexion sobre lo que ha&amp;nbsp; implicado la enfermería a lo largo de la historia.&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;br /&gt;
Desde&lt;b&gt; Florence Nightingale &lt;/b&gt;a nuestros días la enfermería a sufrido una serie de cambios en su evolucion pero la escencia nunca se ha perdido en el tiempo y en la practica diaria y eso queda clarmente evidenciado y a lo largo de toda la historia de la enfermeria muchos de&amp;nbsp; los líderes de esta profesion se han  referido a ella como un arte y al mismo tiempo como una ciencia; claro que en este contexto el arte es algo más que un concepto lineal y  estático. Supone un tipo de percepción activa, dinámica y en continuo  desarrollo. Una calidad emocional guía de la transformación del material  en arte, pero refuerza el papel de la inteligencia o del pensamiento.  Así, el arte es una forma de interrogación cualitativa que extrae su  sustancia de la intuición estética. Isabel M. Stewart califica a  menudo la enfermería como un arte. Hacía hincapié en que la enfermera/o,  como “verdadera/o artista”, y era esencial para el progreso de la enfermería  hacia algo más que un oficio altamente cualificado.Stewart  tambien comprendió que muchas personas veían el arte y la técnica como una  entidad única, pero siempre explicaba que un trabajo podía ser  técnicamente perfecto y, sin embargo, carecer de arte. La técnica, el  alma, la mente y la imaginación eran esenciales para la formación del  verdadero artista.&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipTSwxzOxOqLJLjyJi4hstQhqrOPs8gZOvVz6zgOXcZaYbFJWi8pAc21oCEfB71TpPSVIxYJgB_mySfJ3CTAWpR73B2dAacQIy6OIxSxR4Taf9OQbf8KXIA4tbNZPlWlgWtnA7q1sqSdi5/s1600/enfermera.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;251&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipTSwxzOxOqLJLjyJi4hstQhqrOPs8gZOvVz6zgOXcZaYbFJWi8pAc21oCEfB71TpPSVIxYJgB_mySfJ3CTAWpR73B2dAacQIy6OIxSxR4Taf9OQbf8KXIA4tbNZPlWlgWtnA7q1sqSdi5/s320/enfermera.gif&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
De este modo nos damnos cuenta que la herencia de la enfermería es rica. Su historia es un relato de  descubrimientos que reflejan los nuevos avances realizados en cada  generación.La enfermería que se ha representado a través  del arte muestrando&amp;nbsp; sus aspectos más valiosos: &lt;b&gt;cuidado y entrega&lt;/b&gt;.&lt;br /&gt;
El  cuidado es la esencia de la enfermería: cuidado por, cuidado de, cuidado  hacia... nadie podrá captar jamás totalmente el verdadero arte o el  espíritu de la enfermería. ¡Ambos desafían a la expresión!&lt;br /&gt;
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Actualmente los criterios de Gestion del Cuidado norma nuestro quehacer y marcan un nuevo horizonte para el fortaleciento de la profesion y la entrega de una atencion humanizada y enfocada en la calidad.&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKG92Ixhl7W1RS5zmXLpNQb8E4B1FW63yK3mEzNGGQ7OHQM4DuHWLZgpJSsG4Vold7_EAZK7NFjS4GCPKNBgHyK6s4BztYaxaBmPQaBzLw52gO-X4sHTR7Vsr62KWTTo9OilVlQsQxulqb/s1600/ilustr10.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKG92Ixhl7W1RS5zmXLpNQb8E4B1FW63yK3mEzNGGQ7OHQM4DuHWLZgpJSsG4Vold7_EAZK7NFjS4GCPKNBgHyK6s4BztYaxaBmPQaBzLw52gO-X4sHTR7Vsr62KWTTo9OilVlQsQxulqb/s320/ilustr10.jpg&quot; width=&quot;252&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://diplomadoeducacionust.blogspot.com/feeds/1108089191620194112/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2011/05/dia-de-la-enfermerao-12-de-mayo.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/1108089191620194112'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/1108089191620194112'/><link rel='alternate' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2011/05/dia-de-la-enfermerao-12-de-mayo.html' title='DIA DE LA ENFERMERA/O 12 DE MAYO 1.0'/><author><name>Marcelo</name><uri>http://www.blogger.com/profile/03316650742141499637</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipTSwxzOxOqLJLjyJi4hstQhqrOPs8gZOvVz6zgOXcZaYbFJWi8pAc21oCEfB71TpPSVIxYJgB_mySfJ3CTAWpR73B2dAacQIy6OIxSxR4Taf9OQbf8KXIA4tbNZPlWlgWtnA7q1sqSdi5/s72-c/enfermera.gif" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8187882786910173319.post-5150386028535194763</id><published>2011-05-13T12:18:00.000-07:00</published><updated>2011-05-13T14:10:49.987-07:00</updated><title type='text'>DIA DE LA ENFERMER@        12 DE MAYO  1.1</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii6Z7443t9VpInGPFKAS7Nu1zLpjR2tQGrs_HNrxBPOD98mD0snZDE4DZz3o5X8HLkRSIHtgMXK1U-MGg2nB6OaLJXwC2z3FLq_qtXGS7jTfIwuzBA3dX3O7zJck15LmIkj80bKuX6jwgU/s1600/1255EN_31.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;br /&gt;
&amp;nbsp; &lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; El 12 de mayo no es un día más. De ninguna manera podemos tomarlo de  ese modo. Esa fecha representa una ocasión especial para todos los  hombres y mujeres del mundo: es el día internacional de la enfermera&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz7KcWA-ubqKZEESarrQ91M9AcErthZKJ1NGBtA8RxuNNnY3SJFvn_P2Hgru_VqvQcHKI66TxOzc-6OF-4r5JiPSF9mF1H785MlykPsN5EsZl1DhIPkL37hYwzCZc2eGfM4EzNWC-8Hn27/s1600/Florence_Nightingale.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz7KcWA-ubqKZEESarrQ91M9AcErthZKJ1NGBtA8RxuNNnY3SJFvn_P2Hgru_VqvQcHKI66TxOzc-6OF-4r5JiPSF9mF1H785MlykPsN5EsZl1DhIPkL37hYwzCZc2eGfM4EzNWC-8Hn27/s320/Florence_Nightingale.png&quot; width=&quot;254&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; En este día, imposible dejar de reconocer a tan nobles profesionales de  la enfermería como lo fueron Florence Nightingale (considerada la madre  de la enfermería moderna, famosa por su trabajo comunitario y  humanístico), Virginia Henderson (creadora del modelo conceptual basado  en las catorce necesidades básicas del paciente), Dorothea Orem  (fundadora de la teoría sobre el déficit del autocuidado), Jean Watson  (encargada de desarrollar la “Teoría del cuidado humano”), Callista Roy  (enfermera autora del modelo del “An Adaptation Model” de 1976). &amp;nbsp;y  Elvira Dávila Ortiz (considerada pionera en la profesión de enfermería y  de la transfusión de sangre, especialmente en Iberoamérica.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
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&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;Actualmente en Chile es importante destacar es la Gestion del Cuidado como pilar de desarrollo para&amp;nbsp; trabajo de la Enfermeria,esto&amp;nbsp; enmarcado en el proceso de reforma sanitaria, la Enfermera es la responsable de la Gestión del Cuidad,a de mas es presisos señalar e indudable que con los cambios en la organización de la salud y recientemente con los procesos de reforma en el sector Salud, las instituciones prestadoras de salud se han vuelto más complejas. Las restricciones financieras, el déficit de enfermeras, de insumos para la atención en salud, los altos costos, las condiciones de la práctica, las ofertas de mercado y de puestos de trabajo en una inmersa gama de actividades para el profesional enfermera,  la normatividad excesiva, la legislación, las exigencias de los usuarios con mayor educación e información, así como los cambios demográficos y epidemiológicos en salud, caracterizan hoy el entorno en el que se otorgan los cuidados. Todos estos aspectos constituyen un gran desafío para la práctica y la gestión del cuidado de Enfermería. &lt;/div&gt;&lt;br /&gt;
La  Gestión de Cuidados  sustenta como  premisa un trabajo realizado por el equipo de Enfermería integrado por Enfermeras, Técnicos Paramédicos, y Auxiliares de Servicio. el trabajo debe ser   participativo y con responsabilidades compartidas, esta será la garantía de una gestión efectiva, segura, humanizada y eficiente de dichos cuidados. Para ello, la Enfermera  requiere contar con independencia en el ámbito de su ejercicio profesional, expresada en un respaldo de orden reglamentario-administrativo tal, que le permita asumir con propiedad las decisiones, funciones y acciones de enfermería y conducir su práctica en sintonía con las necesidades de salud de los pacientes  y basada en las disposiciones del artículo 113 del Código Sanitario. &lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://diplomadoeducacionust.blogspot.com/feeds/5150386028535194763/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2011/05/dia-de-la-enfermer-12-de-mayo.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/5150386028535194763'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/5150386028535194763'/><link rel='alternate' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2011/05/dia-de-la-enfermer-12-de-mayo.html' title='DIA DE LA ENFERMER@        12 DE MAYO  1.1'/><author><name>Marcelo</name><uri>http://www.blogger.com/profile/03316650742141499637</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz7KcWA-ubqKZEESarrQ91M9AcErthZKJ1NGBtA8RxuNNnY3SJFvn_P2Hgru_VqvQcHKI66TxOzc-6OF-4r5JiPSF9mF1H785MlykPsN5EsZl1DhIPkL37hYwzCZc2eGfM4EzNWC-8Hn27/s72-c/Florence_Nightingale.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8187882786910173319.post-7752285651209713043</id><published>2011-05-10T07:33:00.000-07:00</published><updated>2011-05-10T07:44:23.487-07:00</updated><title type='text'>DIA DEL LAVADO DE MANOS</title><content type='html'>&amp;nbsp; Se está promoviendo la atencion segura en salud mediante una campaña de la OMS, en este enlace se puede recabar mas infromacion de como participar y el afiche oficial mas abajo&lt;br /&gt;
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http://www.who.int/gpsc/es/&lt;br /&gt;
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&amp;nbsp;&lt;img alt=&quot;&quot; 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&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://diplomadoeducacionust.blogspot.com/feeds/7752285651209713043/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2011/05/dia-del-lavado-de-manos.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/7752285651209713043'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/7752285651209713043'/><link rel='alternate' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2011/05/dia-del-lavado-de-manos.html' title='DIA DEL LAVADO DE MANOS'/><author><name>Marcelo</name><uri>http://www.blogger.com/profile/03316650742141499637</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8187882786910173319.post-9131370128128698316</id><published>2010-11-25T18:15:00.000-08:00</published><updated>2010-11-25T18:16:13.119-08:00</updated><title type='text'>Educar para la Salud</title><content type='html'>La Organización Mundial de la Salud define la Educación para la Salud  como “el proceso educativo dirigido a dotar a las personas y a la  comunidad de la capacidad de aumentar su control sobre los factores que  tienen influencia sobre su salud”.&lt;br /&gt;
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En educación para la salud, como en cualquier tema de educación en  valores, juega un papel fundamental la familia. Muchos de los hábitos y  costumbres que se adquieren de la familia acompañan a las personas a lo  largo de toda la vida. Para ello, los padres y las madres deben tener en  cuenta la necesidad de inculcar en sus hijos e hijas los valores  necesarios para que desarrollen estilos de vida saludables y autonomía  personal.&lt;br /&gt;
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Los invito a visitar a siguiente pagina tiene un sin fin de informacion muy util.&lt;br /&gt;
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&amp;nbsp;&lt;a href=&quot;http://www.educastur.es/index.php?option=com_content&amp;amp;task=view&amp;amp;id=991&amp;amp;Itemid=202&quot;&gt;http://www.educastur.es/index.php?option=com_content&amp;amp;task=view&amp;amp;id=991&amp;amp;Itemid=202&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://diplomadoeducacionust.blogspot.com/feeds/9131370128128698316/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2010/11/educar-para-la-salud.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/9131370128128698316'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/9131370128128698316'/><link rel='alternate' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2010/11/educar-para-la-salud.html' title='Educar para la Salud'/><author><name>Marcelo</name><uri>http://www.blogger.com/profile/03316650742141499637</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-fLSrgjP4MVmmqJWtWZn9VL7jmiXrTc6V-571-5-4KuviBvOrdiQdBxXmJIbnZfogVU1saWNUBcCrH6aakdZfCzyUERi_-7QnLu4pHCs4pEcOCVa3xSmCXC1AAnUhtytLTEZukPw2m1hq/s72-c/Educar+para+el+Amor+y+la+Comprensi%25C3%25B3n.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8187882786910173319.post-1332497545658156906</id><published>2010-11-22T14:55:00.000-08:00</published><updated>2010-11-22T17:26:30.461-08:00</updated><title type='text'>La Educación en Enfermería</title><content type='html'>Una mirada reflexiva &amp;nbsp;donde se describen los cambios de los estudiantes durante su formacion y que apuntan a la definicion de su perfil profesional&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;color: #231f20; font-family: Verdana; font-size: xx-small;&quot;&gt;&lt;span style=&quot;color: #231f20; font-family: Verdana; font-size: xx-small;&quot;&gt;&lt;span style=&quot;color: #231f20; font-family: Verdana; font-size: xx-small;&quot;&gt;(Rev Latino-am Enfermagem 2006 setembro-outubro; 14(5), Kênia Lara Silva, Roseni Rosângela de Sena)&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div id=&quot;__ss_5866821&quot; style=&quot;width: 477px;&quot;&gt;&lt;strong style=&quot;display: block; margin: 12px 0px 4px;&quot;&gt;&lt;object height=&quot;510&quot; id=&quot;__sse5866821&quot; width=&quot;477&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://static.slidesharecdn.com/swf/doc_player.swf?doc=esv14n5a18-101122164939-phpapp01&amp;amp;stripped_title=educacion-en-enfermeria&amp;amp;userName=Enfadulto&quot; /&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;/&gt;&lt;param name=&quot;allowScriptAccess&quot; value=&quot;always&quot;/&gt;&lt;embed name=&quot;__sse5866821&quot; src=&quot;http://static.slidesharecdn.com/swf/doc_player.swf?doc=esv14n5a18-101122164939-phpapp01&amp;amp;stripped_title=educacion-en-enfermeria&amp;amp;userName=Enfadulto&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;477&quot; height=&quot;510&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/strong&gt; &lt;br /&gt;
&lt;div style=&quot;padding-bottom: 12px; padding-left: 0px; padding-right: 0px; padding-top: 5px;&quot;&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://diplomadoeducacionust.blogspot.com/feeds/1332497545658156906/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2010/11/la-educacion-en-enfermeria.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/1332497545658156906'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/1332497545658156906'/><link rel='alternate' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2010/11/la-educacion-en-enfermeria.html' title='La Educación en Enfermería'/><author><name>Marcelo</name><uri>http://www.blogger.com/profile/03316650742141499637</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8187882786910173319.post-5336251938808932411</id><published>2010-11-21T13:32:00.000-08:00</published><updated>2010-11-22T14:24:13.081-08:00</updated><title type='text'>La Comunicación</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;Elementos de la Comunicacion&lt;/div&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;object height=&quot;355&quot; id=&quot;__sse5854090&quot; width=&quot;425&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=elementos-101121155131-phpapp01&amp;amp;stripped_title=elementos-5854090&amp;amp;userName=Enfadulto&quot; /&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;/&gt;&lt;param name=&quot;allowScriptAccess&quot; value=&quot;always&quot;/&gt;&lt;embed name=&quot;__sse5854090&quot; src=&quot;http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=elementos-101121155131-phpapp01&amp;amp;stripped_title=elementos-5854090&amp;amp;userName=Enfadulto&quot; type=&quot;application/x-shockwave-flash&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot; width=&quot;425&quot; height=&quot;355&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://diplomadoeducacionust.blogspot.com/feeds/5336251938808932411/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2010/11/la-comunicacion.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/5336251938808932411'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/5336251938808932411'/><link rel='alternate' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2010/11/la-comunicacion.html' title='La Comunicación'/><author><name>Marcelo</name><uri>http://www.blogger.com/profile/03316650742141499637</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8187882786910173319.post-4720275898388352087</id><published>2010-11-21T12:52:00.000-08:00</published><updated>2011-05-16T11:24:54.590-07:00</updated><title type='text'>Programas Gratis</title><content type='html'>Es este lugar&amp;nbsp;compartiré&amp;nbsp;con Uds. algunos programas gratis que les pueden servir para mejorar su desempeño en la entrega en el Aula&lt;br /&gt;
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&lt;a href=&quot;http://descargar.portalprogramas.com/Nuestro-cuerpo.html&quot;&gt;ANATOMIA HUMANA&lt;/a&gt;&lt;br /&gt;
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&quot;Aparatos y sistema de la anatomía humana.&quot;&lt;br /&gt;
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Material que permite hacer un recorrido sencillo e interactivo por los  aparatos y sistemas de la anatomía humana.Se pretende integrar y  relacionar conocimientos elementales de anatomía con los de fisiología e  histología.&lt;br /&gt;
&lt;br /&gt;
Está organizado en cinco bloques: aparatos, explora, laboratorio,  evaluación y documentación. Éstos presentan los siguientes contenidos  generales: estudio de aparatos y sistemas, exploración de cabeza, tórax y  abdomen, actividades experimentales, pruebas autoevaluables, enlaces,  bibliografía y descarga de láminas. Hay numerosos recursos fotográficos,  sonoros y de texto.&lt;br /&gt;
&lt;br /&gt;
Se incluyen tres tipos de actividades: pruebas de autoevaluación,  actividades de laboratorio y láminas para imprimir y completar. Contiene  explicaciones sonoras relacionadas con la información que aparece en  algunas pantallas. Se pueden descargar e imprimir las imágenes de mayor  relevancia.&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi__syplTnJtAeTmrNotUT_qrdL18dw6l29gDy6bjtSO8PcyfJpSJOF6squy-STxFU3_Vb3XgU1MRBELIhwm9czw4zNDdfoImm6UXtdnycVMIfXqdIm9QFyR97CJwAYl61KRVJoVfAN6zTJ/s1600/10921_1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;303&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi__syplTnJtAeTmrNotUT_qrdL18dw6l29gDy6bjtSO8PcyfJpSJOF6squy-STxFU3_Vb3XgU1MRBELIhwm9czw4zNDdfoImm6UXtdnycVMIfXqdIm9QFyR97CJwAYl61KRVJoVfAN6zTJ/s320/10921_1.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp;BAJAR &lt;a href=&quot;http://www.blogger.com/Material%20que%20permite%20hacer%20un%20recorrido%20sencillo%20e%20interactivo%20por%20los%20aparatos%20y%20sistemas%20de%20la%20anatom%C3%ADa%20humana.Se%20pretende%20integrar%20y%20relacionar%20conocimientos%20elementales%20de%20anatom%C3%ADa%20con%20los%20de%20fisiolog%C3%ADa%20e%20histolog%C3%ADa.%20%20Est%C3%A1%20organizado%20en%20cinco%20bloques:%20aparatos,%20explora,%20laboratorio,%20evaluaci%C3%B3n%20y%20documentaci%C3%B3n.%20%C3%89stos%20presentan%20los%20siguientes%20contenidos%20generales:%20estudio%20de%20aparatos%20y%20sistemas,%20exploraci%C3%B3n%20de%20cabeza,%20t%C3%B3rax%20y%20abdomen,%20actividades%20experimentales,%20pruebas%20autoevaluables,%20enlaces,%20bibliograf%C3%ADa%20y%20descarga%20de%20l%C3%A1minas.%20Hay%20numerosos%20recursos%20fotogr%C3%A1ficos,%20sonoros%20y%20de%20texto.%20%20Se%20incluyen%20tres%20tipos%20de%20actividades:%20pruebas%20de%20autoevaluaci%C3%B3n,%20actividades%20de%20laboratorio%20y%20l%C3%A1minas%20para%20imprimir%20y%20completar.%20Contiene%20explicaciones%20sonoras%20relacionadas%20con%20la%20informaci%C3%B3n%20que%20aparece%20en%20algunas%20pantallas.%20Se%20pueden%20descargar%20e%20imprimir%20las%20im%C3%A1genes%20de%20mayor%20relevancia.%20&quot;&gt;AQUI&lt;/a&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: arial,helvetica,sans-serif; font-size: 14px; line-height: 18px;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;u&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: blue;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large;&quot;&gt;Mecanofrafia&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: arial,helvetica,sans-serif; line-height: 18px;&quot;&gt;&amp;nbsp;10 2.5&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/u&gt;&lt;br /&gt;
&lt;div&gt;&lt;u&gt;&lt;/u&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: blue; font-family: arial,helvetica,sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: large; line-height: 18px;&quot;&gt;&lt;u&gt;&lt;br /&gt;
&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: arial,helvetica,sans-serif; font-size: 14px; line-height: 18px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: blue;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: black;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: arial,helvetica,sans-serif; font-size: 14px; line-height: 18px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: blue;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: black;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;descripcion&quot; style=&quot;margin: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1y_2YP6TX3g70CAm76blRCyzJW1Ha8YPntsAjo29rrbjy7lObvPB3d-PUG4T4IvYRXdKZGadRG5_rymEO8wTMWAQorfitjKEHmMxG69xG6N1jbcNHrb0wMK-a6T2cd-8uDqYFI2QWkz_K/s1600/8915_1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;162&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1y_2YP6TX3g70CAm76blRCyzJW1Ha8YPntsAjo29rrbjy7lObvPB3d-PUG4T4IvYRXdKZGadRG5_rymEO8wTMWAQorfitjKEHmMxG69xG6N1jbcNHrb0wMK-a6T2cd-8uDqYFI2QWkz_K/s320/8915_1.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: blue;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: black;&quot;&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;RapidTyping es una aplicación que te ayudara a aprender a escribir correctamente con el teclado del ordenador o a mejorar tu velocidad actual.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: blue;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: black;&quot;&gt;El programa incluye una serie de lecciones prácticas para mejorar la escritura tanto con consonantes, vocales, teclado de dígitos, símbolos ortográficos, etc., para culminar en textos bastante extensos.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
La aplicación te permite preparar tus propias lecciones ya sean para ti o para terceros. A poco andar&amp;nbsp;en esta aplicación y un poco de esfuerzo se puede conseguir grandes resultados en muy poco tiempo.&lt;/div&gt;&lt;div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: blue;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCRZZSKgSkonGUGwhKe5NEk6ugVil8VOwZd4fUobC9eKB8JN7rYDFpcRwcC2ZhDE4cbAFR65P-lCI3KG-JojPaebj393PHm16QpOWuFmgpiA9ehSpXBuYwHxmfzX05H5ls1ryDtgl6-DQu/s1600/descarga.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;133&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCRZZSKgSkonGUGwhKe5NEk6ugVil8VOwZd4fUobC9eKB8JN7rYDFpcRwcC2ZhDE4cbAFR65P-lCI3KG-JojPaebj393PHm16QpOWuFmgpiA9ehSpXBuYwHxmfzX05H5ls1ryDtgl6-DQu/s200/descarga.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: x-large;&quot;&gt;&lt;a href=&quot;http://download.cnet.com/Rapid-Typing-Tutor/3000-2051_4-10666000.html?tag=bc&quot;&gt;DESCARGAR AQUÍ&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
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&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://diplomadoeducacionust.blogspot.com/feeds/4720275898388352087/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2010/11/programa-gratis.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/4720275898388352087'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/4720275898388352087'/><link rel='alternate' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2010/11/programa-gratis.html' title='Programas Gratis'/><author><name>Marcelo</name><uri>http://www.blogger.com/profile/03316650742141499637</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi__syplTnJtAeTmrNotUT_qrdL18dw6l29gDy6bjtSO8PcyfJpSJOF6squy-STxFU3_Vb3XgU1MRBELIhwm9czw4zNDdfoImm6UXtdnycVMIfXqdIm9QFyR97CJwAYl61KRVJoVfAN6zTJ/s72-c/10921_1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8187882786910173319.post-7690178588689026320</id><published>2010-11-21T08:46:00.000-08:00</published><updated>2010-11-21T08:59:40.995-08:00</updated><title type='text'>Planillas Power Point Gratis</title><content type='html'>P&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Georgia, &#39;Times New Roman&#39;, serif;&quot;&gt;ara hacer visualmente mas atractivas tus presentaciones en PowerPoint les dejo estos sitios para que busquen las planillas que mas les guste&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Georgia, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.free-power-point-templates.com/&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: blue;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Georgia, &#39;Times New Roman&#39;, serif;&quot;&gt;Planillas desde fppt.com&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Georgia, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;&amp;nbsp;Este sitio cuenta con un numero importante de diseños para planillas Power Point&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #494949; font-family: Tahoma, Helvetica, Arial, sans-serif; font-size: small;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 11px; line-height: 18px;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSicC-hLgu21QhSpajQwEBizv46XwNHytAqG0MsF3ZTKFIckN-5fvUMOeysyPjkMg29dketUF_OvvcyWNr_JCZbLWMULyrBeQ-96fEl0YGnX0P2zyZYYpBoZQinRnFPAi492mqhmxVtEDs/s1600/FPPT.info-plantillas-para-PowerPoint.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;192&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSicC-hLgu21QhSpajQwEBizv46XwNHytAqG0MsF3ZTKFIckN-5fvUMOeysyPjkMg29dketUF_OvvcyWNr_JCZbLWMULyrBeQ-96fEl0YGnX0P2zyZYYpBoZQinRnFPAi492mqhmxVtEDs/s320/FPPT.info-plantillas-para-PowerPoint.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;line-height: 18px;&quot;&gt;&lt;a href=&quot;http://free4powerpoint.com/&quot; style=&quot;color: blue; font-weight: bold;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Georgia, &#39;Times New Roman&#39;, serif;&quot;&gt;Planillas desde free4powerpoint.com&lt;/span&gt;&lt;/a&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: blue; font-weight: bold;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Georgia, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Georgia, &#39;Times New Roman&#39;, serif;&quot;&gt;Un sitio con planillas mas amateur pero con gran cantidad para Power Point donde elegir&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 11px; line-height: 18px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: blue;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Georgia, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjNgKoh4UGYc2BRjMTsuxoUbaww1ROaivlq62ARSMIOqGHOP4Z_WJnUFcVuMiSC7-7v4Gn7VGbjiwKOMLi6_qGuJ4ozPFjvL0xMa9fY40Xn0obP9iMbZb9fi8ddW6rgs0ih5GXml5lgMDB/s1600/Plantillas-PowerPoint-gratis-en-Free4PowerPoint.com_.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;207&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjNgKoh4UGYc2BRjMTsuxoUbaww1ROaivlq62ARSMIOqGHOP4Z_WJnUFcVuMiSC7-7v4Gn7VGbjiwKOMLi6_qGuJ4ozPFjvL0xMa9fY40Xn0obP9iMbZb9fi8ddW6rgs0ih5GXml5lgMDB/s320/Plantillas-PowerPoint-gratis-en-Free4PowerPoint.com_.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 11px; line-height: 18px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: blue;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Georgia, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Tahoma, Helvetica, Arial, sans-serif; font-size: 11px; line-height: 18px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: blue;&quot;&gt;&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://diplomadoeducacionust.blogspot.com/feeds/7690178588689026320/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2010/11/planilla-power-point-gratis.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/7690178588689026320'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/7690178588689026320'/><link rel='alternate' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2010/11/planilla-power-point-gratis.html' title='Planillas Power Point Gratis'/><author><name>Marcelo</name><uri>http://www.blogger.com/profile/03316650742141499637</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSicC-hLgu21QhSpajQwEBizv46XwNHytAqG0MsF3ZTKFIckN-5fvUMOeysyPjkMg29dketUF_OvvcyWNr_JCZbLWMULyrBeQ-96fEl0YGnX0P2zyZYYpBoZQinRnFPAi492mqhmxVtEDs/s72-c/FPPT.info-plantillas-para-PowerPoint.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8187882786910173319.post-1802771876390749824</id><published>2010-11-17T09:30:00.000-08:00</published><updated>2010-11-17T16:44:16.152-08:00</updated><title type='text'>El Powerpoint: del uso al abuso (J. Palazón Barandela, U.Barcelona)</title><content type='html'>&lt;u&gt;Este articulo me parece muy interesante, ya que muchas veces no exploramos mas de lo tenemos al alcance, transformandonos en ADICTOS DEL POWERPOINT&lt;/u&gt;&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjO9k-3n5ugqi3CbS8rfjMiv3YNa0WGK2nx-8X9eOvAi43FB5hm2FBtcF84yTeV-hGoBGWpb4BxU7e5IclWGHSwcJDpOOaI94O_MukDIeYzQonix5izvjHpWJvDYbp-j_e2Rx2TBz7UxQbp/s1600/powerpoint.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjO9k-3n5ugqi3CbS8rfjMiv3YNa0WGK2nx-8X9eOvAi43FB5hm2FBtcF84yTeV-hGoBGWpb4BxU7e5IclWGHSwcJDpOOaI94O_MukDIeYzQonix5izvjHpWJvDYbp-j_e2Rx2TBz7UxQbp/s320/powerpoint.gif&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;La enseñanza es el principal proceso intencional mediante el cual la sociedad moderna convierte a sus individuos en herederos de su saber. (Flórez, 1994)&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;La cultura de la sociedad de la información, asentada en el principio de globalización cultural y económica, y en los constantes avances científico-tecnológicos ha presionado con fuerza en todos los estamentos universitarios, conjuntamente con las particularidades específicas de nuestro contexto más próximo (baja tasa de natalidad, papel específico de la unión Europea, punto de convergencia de culturas,...). El resultado es una evolución cada vez más acelerada de la Universidad para adaptarse al cambiante entorno social, que supone un replanteamiento de su propia razón de ser, de sus objetivos y servicios, de los métodos e instrumentos de trabajo, de planes de estudio, etc. En este contexto cambiante, las Tecnologías de la Información y la Comunicación (TIC) pueden aportar grandes ventajas en los cuatro ámbitos principales de la actividad universitaria: docencia, investigación, gestión y presencia en el entorno social.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Disponer de nuevos recursos que puedan permitir nuevas formas de proceder no significa que necesariamente se produzca un cambio en la Universidad, sobre todo a nivel docente. Antes el profesor daba sus clases magistrales con el apoyo de la pizarra y los alumnos presentaban sus trabajos y exámenes escritos a mano o máquina; ahora el profesor da sus clases magistrales con &quot;PowerPoint&quot;, los estudiantes presentan sus trabajos en &quot;Word&quot; y a veces, los exámenes son pruebas objetivas ante un ordenador. ¿Dónde está el cambio? ¿Innovación o simple comodidad? La disponibilidad de las TIC por parte de profesores y estudiantes no supone el fin de los aprendizajes basados en la memorización y la reproducción de los contenidos, pero hay aspectos que obligadamente han cambiado como es la mayor universalización de la información; ahora el problema de los estudiantes ya no es el acceso a la información sino la aplicación de metodologías para la búsqueda inteligente y crítica de la misma. Este hecho nos remite a revisar el concepto de &quot;aula de clase&quot; con el propósito central de superar la condición de profesores intuitivos e informadores por la de científicos, formadores y responsables de la calidad de la enseñanza.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Damaris, en 1999, daba una serie de recomendaciones para mejorar la docencia como son: prestar menos atención a la lección magistral y más atención al asesoramiento que facilite el aprendizaje de nuestros alumnos, tratar de evitar la docencia en aulas masificadas y dejar de dar prioridad a la comunicación exclusivamente verbal para integrar la comunicación verbal con la comunicación audiovisual en las presentaciones didácticas. De todas estas recomendaciones, puede ser esta última, la seguida en mayor proporción por el Profesorado Universitario, con la incorporación del PowerPoint como sistema audiovisual, al impartir nuestras clases magistrales. Microsoft PowerPoint es un programa orientado a diseñar presentaciones gráficas. Incorpora todas las herramientas gráficas para crear de forma fácil y sencilla presentaciones de apariencia profesional. Nos permite crear rápidamente transparencias, diapositivas o efectos sorprendentes para hacer una presentación en pantalla y la creación de vínculos que, a través de Internet nos pueden acercar a conferencias impartidas por especialistas en cualquier lugar del planeta, páginas web, publicaciones generales o específicas, etc.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;La utilización correcta del PowerPoint en el aula puede aportar innumerables ventajas a la enseñanza, presentaciones más ordenadas y vistosas, con las que captar mejor la atención de nuestros alumnos, esquemas más cercanos a la realidad de los procesos, destacar e ilustrar los aspectos más relevantes de nuestras explicaciones, etc. Pero muchas veces el docente aprovechando sus ventajas, lo utiliza de forma inadecuada, cargando la pantalla de contenidos, para evitar tener que memorizarlos, imprimiendo un ritmo a la clase propio de una conferencia, más que de una lección magistral, tratando de mantener la atención del alumno simultáneamente en numerosos puntos como son, la explicación hablada, la pantalla donde se proyecta y la pizarra. Si a estos factores se le une una incorrecta utilización técnica de esta herramienta, utilizando fondos poco contrastados, defectos de iluminación en el aula, exceso de movimientos en las presentaciones, se puede generar un ambiente hostil que acabe provocando aquello que el docente pretende evitar, que el alumno abandone el aula, hastiado y sintiéndose incapaz de asimilar los conocimientos que su profesor ha pretendido transmitirle durante la clase, desvirtuándose por completo el proceso docente.&lt;/div&gt;&lt;br /&gt;
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Bibliografía:&lt;br /&gt;
Flórez, R. 1994. Hacia una pedagogía del conocimiento. Ed. McGraw-Hill&lt;br /&gt;
Damaris, H. 1999. La didáctica Universitaria. Referencia imprescindible para la enseñanza de calidad. Revista Electrónica Interuniversitaria de Formación del Profesorado. 2(1). &lt;br /&gt;
[&amp;lt;&lt;a href=&quot;http://www.uva.es/aufop/publica/revelfop/99-v2n1.htm&quot; target=&quot;_blank&quot;&gt;http://www.uva.es/aufop/publica/revelfop/99-v2n1.htm&lt;/a&gt;&amp;gt;]</content><link rel='replies' type='application/atom+xml' href='http://diplomadoeducacionust.blogspot.com/feeds/1802771876390749824/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2010/11/el-powerpoint-del-uso-al-abuso-j.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/1802771876390749824'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/1802771876390749824'/><link rel='alternate' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2010/11/el-powerpoint-del-uso-al-abuso-j.html' title='El Powerpoint: del uso al abuso (J. Palazón Barandela, U.Barcelona)'/><author><name>Marcelo</name><uri>http://www.blogger.com/profile/03316650742141499637</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjO9k-3n5ugqi3CbS8rfjMiv3YNa0WGK2nx-8X9eOvAi43FB5hm2FBtcF84yTeV-hGoBGWpb4BxU7e5IclWGHSwcJDpOOaI94O_MukDIeYzQonix5izvjHpWJvDYbp-j_e2Rx2TBz7UxQbp/s72-c/powerpoint.gif" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8187882786910173319.post-1233912849105125886</id><published>2010-11-13T19:24:00.000-08:00</published><updated>2010-11-13T19:28:52.088-08:00</updated><title type='text'>La Comunicacion con nuestros Hijos....Tambien con los Alumnos..no?</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3wRXKiNW2-errNTK5skvyX3Wvr-lM9BfVB0EZRyiQe2PWPA3xc1cE4U2cA3EO31XMH8CcYAnMCm7XmRe3ZKdRaqKgrsUhLf63oy7lqKfsoG9fjTesLlCtuYRDWBh3o_wrJ3wGfkXU-Beb/s1600/pablito2.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;297&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3wRXKiNW2-errNTK5skvyX3Wvr-lM9BfVB0EZRyiQe2PWPA3xc1cE4U2cA3EO31XMH8CcYAnMCm7XmRe3ZKdRaqKgrsUhLf63oy7lqKfsoG9fjTesLlCtuYRDWBh3o_wrJ3wGfkXU-Beb/s400/pablito2.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Estoy muy seguro que ojala que no nos pase como al padre de Pablito</content><link rel='replies' type='application/atom+xml' href='http://diplomadoeducacionust.blogspot.com/feeds/1233912849105125886/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2010/11/la-comunicacion-con-nuestrsos.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/1233912849105125886'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8187882786910173319/posts/default/1233912849105125886'/><link rel='alternate' type='text/html' href='http://diplomadoeducacionust.blogspot.com/2010/11/la-comunicacion-con-nuestrsos.html' title='La Comunicacion con nuestros Hijos....Tambien con los Alumnos..no?'/><author><name>Marcelo</name><uri>http://www.blogger.com/profile/03316650742141499637</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3wRXKiNW2-errNTK5skvyX3Wvr-lM9BfVB0EZRyiQe2PWPA3xc1cE4U2cA3EO31XMH8CcYAnMCm7XmRe3ZKdRaqKgrsUhLf63oy7lqKfsoG9fjTesLlCtuYRDWBh3o_wrJ3wGfkXU-Beb/s72-c/pablito2.JPG" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8187882786910173319.post-2350447739898930621</id><published>2010-11-12T04:27:00.000-08:00</published><updated>2010-11-12T08:47:14.448-08:00</updated><title type='text'>La Comunicacion Efectiva en el Aula</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://usuarios.multimania.es/grammaticus/llerena/aula.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;209&quot; src=&quot;http://usuarios.multimania.es/grammaticus/llerena/aula.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;color: blue; text-align: center;&quot;&gt;Las tecnologias actuales nos dan una amplia &lt;a href=&quot;http://diplomadoeducaionuts.crearblog.com/2010/11/11/la-comunicacion-efectiva-en-el-aula/#&quot; style=&quot;border-bottom: 1px dotted; text-decoration: underline;&quot;&gt;gama&lt;/a&gt; de posibilidades de apoyo en aula.&lt;/div&gt;&lt;div style=&quot;color: blue; text-align: center;&quot;&gt;&lt;b&gt;¿ Pero utilizamos todos los recursos que estan a nuestro alcance de manera efectiva y provechosa?&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;color: blue; text-align: center;&quot;&gt;&lt;br /&gt;
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&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;b&gt;Reflexiones en Video&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dz5z778mXwTZyzoxThq-Bnsj2iZAFqxIXAIZfYs7HVT9MJb3SZ-mQmncjKtlzzQvF8CAXDW8lYLlwykXjtiMA&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;
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&lt;div style=&quot;color: blue;&quot;&gt;&lt;b&gt;NUNCA DEJAMOS DE COMUNICAR &lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
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