<?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-6657798869748900726</id><updated>2012-02-16T17:03:25.580-08:00</updated><title type='text'>computacion guillermo</title><subtitle type='html'>blog de LAB de guillermo</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://guillermo-castillo.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://guillermo-castillo.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>guillermo castillo</name><uri>http://www.blogger.com/profile/06267805503489931687</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>14</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6657798869748900726.post-7346115740718689194</id><published>2011-11-30T11:15:00.000-08:00</published><updated>2011-11-30T11:27:16.532-08:00</updated><title type='text'></title><content type='html'>evaluacion coef 2 segundo semestre utilizando flash 8&lt;div&gt;objetivo:&lt;/div&gt;&lt;div&gt;-desarrollo de habilidades y destrezas tecnológicas utilizando el software flash 8&lt;/div&gt;&lt;div&gt;-creación y desarrollo de un juego didáctico flash&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;instrucciones:&lt;/div&gt;&lt;div&gt;-el trabajo se desarrolla de manera individual o en parejas&lt;/div&gt;&lt;div&gt;-el grupo o el alumno determinara el parámetro,el contenido, los colores, y la estética en general&lt;/div&gt;&lt;div&gt;de el proyecto se hará integramente en flash&lt;/div&gt;&lt;div&gt;requerimientos minimos.&lt;/div&gt;&lt;div&gt;todos los proyectos y juegos.&lt;/div&gt;&lt;div&gt;instrucciones claras(etapas,cantidad de participantes,nombre del juego)&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;los proyectos deben tener como mínimo 3 niveles.&lt;/div&gt;&lt;div&gt;timing de desarrollo&lt;/div&gt;&lt;div&gt;búsqueda de Tutoriales en  youtube con su próxima encriptacion en los bloggers&lt;/div&gt;&lt;div&gt;búsqueda de paginas de ayuda&lt;/div&gt;&lt;div&gt;encontrar los comandos y códigos para animar&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6657798869748900726-7346115740718689194?l=guillermo-castillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://guillermo-castillo.blogspot.com/feeds/7346115740718689194/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://guillermo-castillo.blogspot.com/2011/11/evaluacion-coef-2-segundo-semestre.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/7346115740718689194'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/7346115740718689194'/><link rel='alternate' type='text/html' href='http://guillermo-castillo.blogspot.com/2011/11/evaluacion-coef-2-segundo-semestre.html' title=''/><author><name>guillermo castillo</name><uri>http://www.blogger.com/profile/06267805503489931687</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-6657798869748900726.post-5475608202729704369</id><published>2011-06-08T13:06:00.000-07:00</published><updated>2011-06-08T13:37:31.640-07:00</updated><title type='text'>Trabajo coefiente 2</title><content type='html'>objetivo:&lt;div&gt;-utilizacion de de software macromedia flash 8 y photoshop Cs&lt;/div&gt;&lt;div&gt;-reconocer arquitectura de software(interfas)en la creacion de archivos multimedia para el web blog&lt;/div&gt;&lt;div&gt;-creacion de un juego utilizando macromedia flash.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;ACTIVIDADES&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;el trabajo se realizara de manera individual y/o parejas dentro de las horas electivas de computacion y tics,entre el 8 de junio y con un plazo maximo final al 29 de junio.&lt;/div&gt;&lt;div&gt;Ambos trabajos tendran que ser publicados en el web blog personal del alumno.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;                                                                   trabajo 1&lt;/div&gt;&lt;div&gt;banner avanzado&lt;/div&gt;&lt;div&gt;requerimientos minimos.&lt;/div&gt;&lt;div&gt;-banner institucional&lt;/div&gt;&lt;div&gt;- avanzado&lt;/div&gt;&lt;div&gt;-dimension estandar:700 x150 pixeles&lt;/div&gt;&lt;div&gt;-duracion minima de 150 fotogramas.&lt;/div&gt;&lt;div&gt;-logo del liceo&lt;/div&gt;&lt;div&gt;-colores institucionales&lt;/div&gt;&lt;div&gt;-imagenes referenciales de las actividades realizadas dentro y fuera del establecimiento.&lt;/div&gt;&lt;div&gt;-slogan :un futuro con historia&lt;/div&gt;&lt;div&gt;-años que lleva el colegio en la educacion(66 años)&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;                                                                  trabajo 2 &lt;/div&gt;&lt;div&gt;juego en flash&lt;/div&gt;&lt;div&gt;-tiene que ser ludico, didactico y facil de utilizar.&lt;/div&gt;&lt;div&gt;-tema libre&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6657798869748900726-5475608202729704369?l=guillermo-castillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://guillermo-castillo.blogspot.com/feeds/5475608202729704369/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://guillermo-castillo.blogspot.com/2011/06/trabajo-coefiente-2.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/5475608202729704369'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/5475608202729704369'/><link rel='alternate' type='text/html' href='http://guillermo-castillo.blogspot.com/2011/06/trabajo-coefiente-2.html' title='Trabajo coefiente 2'/><author><name>guillermo castillo</name><uri>http://www.blogger.com/profile/06267805503489931687</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-6657798869748900726.post-898633856878918785</id><published>2011-04-27T12:09:00.000-07:00</published><updated>2011-06-04T09:57:18.339-07:00</updated><title type='text'>la vida en un mundo centrado en la red</title><content type='html'>En la actualidad nos encontramos en un momento desisivo respecto al uso d  ela tecnologia para extender y potenciar nuestra red humana. la  globalizacion de internet se a producido de una manera explosiva  inimaginada. el modo en qe se producen las interacciones sociales,  comerciales, politicas, personales cambian de manera continua para estar  al dia con esta evolucion con la red global es necesario comprender lo  logico y lo fisico, ambas situaciones son prioritarias para comprender y  aprovechar las capacidades de una red global en este capitulo en este  contenido aprenderemos:&lt;br /&gt;1.- describir como las redes influyen en nuestra vida cotidiana&lt;br /&gt;2.- describir la funcion de la red de datos en una red humana&lt;br /&gt;3.- identificar los componentes claves de cualquier red de datos&lt;br /&gt;4.- identificar las oportunidades y lo desafios que&lt;br /&gt;.- describir las caracteristicas de : tolerancia a las fallas, escalabilidad, calidad y servicio y seguridad&lt;br /&gt;&lt;br /&gt;                                                       &lt;span style="font-weight: bold;"&gt;  comunidad global   &lt;/span&gt;        &lt;br /&gt;&lt;div&gt;                             &lt;br /&gt;&lt;/div&gt;&lt;img style="width: 305px; height: 305px;" 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" alt="" /&gt;&lt;div&gt;es  quizas el agente de cambio actualmente mas significativo del mundo, ya  que ayuda a crear un mundo en el cual las fronteras nacionales, las  distancias geograficas y las imitaciones fisicas son menos relevantes y  presentan cada vez menos obstaculos. Es increible la rapides con la que  internet llego a ser una parte integral de nuestra vida diaria. La  compleja interconexion de dispositivos y medios electronicos que abarca  la red es evidente para los millones de usuarios que hacen de esta una  parte personal y valiosa de sus vidas.&lt;br /&gt;Ejemplo de las herramientas de c&lt;/div&gt;&lt;div&gt;omunicacion mas populares:&lt;br /&gt;Mensajeria instantanea (IM,Instant &lt;/div&gt;&lt;div&gt;Messaging)  : Es una forma de comunicacion en tiempo real entre 2 o mas personas en  forma de texto escrito. El texto se transmite mediante de computadoras  conectadas por medio de una red interna privada o una red publica, como  por ejemplo internet. Desarrollada a partir de los servicios de internet  RELAY CHAT, IM incorpora caracteristicas como la transferencia de  archivos, comunicacion por voz y video (la IM se denomina comunicacion  en tiempo real).&lt;br /&gt;&lt;br /&gt;Weblogs: son paginas web faciles de actualizar y editar y generalmente se forman comunidad de &lt;/div&gt;&lt;div&gt;personas a traves de autores populares de Blogs.&lt;br /&gt;Wikis:  las wikis son paginas webs de uso colaborativo al igual de los blogs  son faciles de usar, editar y visualizar (el ejemplo mas conocido es  Wikipedia, Wikispace)&lt;br /&gt;&lt;br /&gt;Podcasting: Es un medio basado en audio que  originalmente fue desarrollado para ser utilizado en Ipod. Sin embargo  el Podcasting permite a las personas difundir sus grabaciones a una  basta audiencia ( gran audiencia).&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;span style="font-weight: bold;"&gt;                                         La Red Como Platafo&lt;/span&gt;&lt;span style="font-weight: bold;"&gt;rma&lt;/span&gt;&lt;br /&gt;&lt;div&gt;&lt;img src="http://4.bp.blogspot.com/-zmicxXQ8KgA/TdQvCQqYGSI/AAAAAAAAAC8/43VqWYf-WrY/s320/ccna1.JPG" style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 333px; height: 104px;" alt="" id="BLOGGER_PHOTO_ID_5608159151862061346" border="0" /&gt;&lt;/div&gt;   &lt;/div&gt;&lt;div&gt;Para respaldar el envio    i  nmediato d e los  &lt;/div&gt;&lt;div&gt;millones  de mensajes que se  interc  ambian entre las persona s de todo el mundo,  confiamos en una red de redes inte  rconectadas.  Estas redes de  informacion o  datos varian en tamaño y en capacidad, pero todas las  redes tienen cuatro elementos basicos en comun: Reglas y acuerdos para  regular ( como se envian, redireccionan, reciben e interpretan) Los  mensajes o unidades de informacion que viajan de un dispositivo a otro,  una forma de interconectar esos dispositivos, un medio que puede  transportar los mensajes de un dispositivo a otro y los dispositivos de  la red que cambian mensajes entre si. La estandarizacion de los  distintos elementos de la red permiten el funcionamiento conjunto de  equipos y dispositivos creados por diferentes compañias.&lt;br /&gt;Elementos de una red:&lt;br /&gt;incluyendo  dispositivos, medios y servicios unidos por reglas, que trabajan en  forma conjunta para enviar mensajes. Utilizamos la palabra mensaje como  un termino que abarca las paginas webs, los emails, los mensajes  instantaneos,las llamadas telefonicas y otras formas de comunicacion  permitidas por internet.&lt;br /&gt;&lt;br /&gt;La interconexion de redes es un tema  orientado graficamente y los iconos se utilizan comunmente para  representar estos dispositivos. Esto incluye diversos tipos de equipos  portatiles, servidores, medios lan, switch lan, etc.&lt;br /&gt;&lt;br /&gt;-Switch: es el dispositivo mas utilizado para interconectar redes de area local.&lt;br /&gt;-Firewall: Proporciona seguridad a las redes.&lt;br /&gt;-Router: ayuda a direccionar mensajes mientras viajan a traves de una red.&lt;br /&gt;-Router inalambrico: es un tipo especifico de router que nos permite una conectividad inalabrica o wireless.&lt;br /&gt;-Nube: se utiliza para resumir un grupo definido en la red.&lt;br /&gt;-Enlace serial: es una forma de interconexion wan (red de area extensa)&lt;img src="http://4.bp.blogspot.com/-liEqi-tNh7k/TdQuz2J6ToI/AAAAAAAAAC0/Qi3_1jXWdIU/s320/Nueva%2Bimagen%2B%25284%2529.png" style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 349px; height: 198px;" alt="" id="BLOGGER_PHOTO_ID_5608158904228400770" border="0" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Para  que funciones una red los dispositivos deben estar interconectados, las  conoxiones de red pueden ser por cables o inalambricas. en las  conexiones por cables el medio puede ser de cobre que transmite señales  electricas o fibra optica que transmite señales de luz.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;En  las conexiones inalambricas, el medio es la atmosfera de la tierra o el  espacio y las señales son microondas.Los medios de cobre incluyen  cables como el par trenzado de cable de telefono, el cable coaxial o  generalmente conocido como cable de par trenzado no blindado (UTP) de  categoria 5. las fibras opticas hebras finas de plastico o vidrio que  transmiten señales de luz, son otra forma de medios de NETWORKING.&lt;br /&gt;Los  medios inalambricos incluyen conexiones inalambricas entre un router  inalambrico o wireless y una computadora con una tarjeta de red  inalambrica.&lt;div&gt;&lt;br /&gt;&lt;div&gt;&lt;img src="http://4.bp.blogspot.com/--ye0rrRUoms/TdQuNXFYR-I/AAAAAAAAACs/zb7iiIKj20Q/s320/conexiones%2Bde%2Bred.JPG" style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 285px; height: 201px;" alt="" id="BLOGGER_PHOTO_ID_5608158243052865506" border="0" /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Las  personas generalmente buscan enviar y recibir distintos tipos de  mensajes a travez de aplicaciones informáticas,estas aplicaciones  necesitan servicios para funcionar en la red.Algunos de estos servicios  incluyen World wide web, email,mensajeria instantánea y telefonía Ip.Los  dispositivos interconectados a travez de medios para proporcionar  servicios deben estar gobernados por reglas o protocolos.&lt;/div&gt;&lt;div&gt;&lt;img src="http://1.bp.blogspot.com/_hU3VRyW6rnM/TD5N8SSDHgI/AAAAAAAAAIA/VRfw6Rbdhoo/s1600/redes.bmp" style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 399px; height: 276px;" alt="" border="0" /&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Los  protocolos son las reglas que utilizan los dispositivos de red para  comunicarse entre si.Actualmente el estándar de la industria en redes es  un conjunto de protocolos denominados Tcp/Ip ( Protocolo de control de  transmicion/protocolo de Internet)&lt;br /&gt;&lt;br /&gt;El tcp/ip se utiliza en la  redes comerciales y domesticas siendo también el protocolo primario de  Internet.Son los protocolos tcip los que especifican los mecanismos de  formateo de direccionamiento y de enrrutamiento que ganarantizan que  nuestros mensajes sean entregados a los destinatarios correctos.&lt;br /&gt;&lt;br /&gt;A  continuacion mencionaremos como los elementos de  redes.dispositivos.medios y servicios están conectados mediante reglas  para enviar un mensaje.&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6657798869748900726-898633856878918785?l=guillermo-castillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://guillermo-castillo.blogspot.com/feeds/898633856878918785/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://guillermo-castillo.blogspot.com/2011/04/la-vida-en-un-mundo-centrado-en-la-red.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/898633856878918785'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/898633856878918785'/><link rel='alternate' type='text/html' href='http://guillermo-castillo.blogspot.com/2011/04/la-vida-en-un-mundo-centrado-en-la-red.html' title='la vida en un mundo centrado en la red'/><author><name>guillermo castillo</name><uri>http://www.blogger.com/profile/06267805503489931687</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://4.bp.blogspot.com/-zmicxXQ8KgA/TdQvCQqYGSI/AAAAAAAAAC8/43VqWYf-WrY/s72-c/ccna1.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6657798869748900726.post-5443014299332848285</id><published>2010-11-11T07:06:00.000-08:00</published><updated>2010-11-11T07:22:10.178-08:00</updated><title type='text'></title><content type='html'>objetivo:&lt;div&gt;-los alumnos conformados en grupos deberán realizar producir post producir(montaje)de una pieza audiovisual(nanometraje,mediometraje,largometraje)&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;-Se utilizaran las tecnologias y software;ademas de equipos audiovisuales para la realizacion del proyecto&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;-reconocer el lenguaje audiovisual y las tecnologias&lt;span class="Apple-style-span" style="font-size: 15.6px; "&gt; audiovisuales&lt;/span&gt;&lt;span class="Apple-style-span" style="font-size: 15.6px; "&gt; que confluyen en la produccion o realizacion de una &lt;/span&gt;película&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: 15.6px; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;Actividades&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;1) confección de un guion técnico/dramático&lt;/div&gt;&lt;div&gt;2)plan de filmacion/grabacion&lt;/div&gt;&lt;div&gt;3)rodaje de la pelicula&lt;/div&gt;&lt;div&gt;4)entrega y publicacion de la pelicula en redes sociales&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;fechas de evaluaciones.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;-entrega y publicación del guion: 18 de noviembre&lt;/div&gt;&lt;div&gt;-plan de filmacion o rodaje:25 de noviembre&lt;/div&gt;&lt;div&gt;- revision de trabajo final:9 de diciembre&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6657798869748900726-5443014299332848285?l=guillermo-castillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://guillermo-castillo.blogspot.com/feeds/5443014299332848285/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://guillermo-castillo.blogspot.com/2010/11/objetivo-los-alumnos-conformados-en.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/5443014299332848285'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/5443014299332848285'/><link rel='alternate' type='text/html' href='http://guillermo-castillo.blogspot.com/2010/11/objetivo-los-alumnos-conformados-en.html' title=''/><author><name>guillermo castillo</name><uri>http://www.blogger.com/profile/06267805503489931687</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-6657798869748900726.post-3763698286426876933</id><published>2010-10-07T09:16:00.000-07:00</published><updated>2010-10-14T08:31:58.466-07:00</updated><title type='text'>edición de vídeo y audio</title><content type='html'>objetivos:&lt;div&gt;-los alumnos deben adquirir y desarrollar habilidades  en la construcción de micro proyectos audiovisuales.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;div&gt;-los alumnos deben reconocer el lenguaje audio visual, lenguaje técnico(edición y pos producción)&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;-reconocer e interactuar con plataformas (software)digitales para la producción, creación, edición de los  proyectos audio visuales&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;-desarrollar capacidades histrionicas(del lenguajes kinesico)&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;                                               metodología de trabajo&lt;/div&gt;&lt;div&gt;1)&lt;span class="Apple-style-span" style="font-size: 15.6px; "&gt;los alumnos deberán agruparse mínimo 2 personas máximo 4 personas.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: 15.6px; "&gt;2)los alumnos pueden optar por la siguiente lista de software:&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: 15.6px; "&gt;-windows movie &lt;/span&gt;Maker&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: 15.6px; "&gt;-adobe premier Elements 2.o y 7.0 pro&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: 15.6px; "&gt;-sony vegas pro  9&lt;/span&gt;&lt;/div&gt;&lt;div&gt;(ademas los alumnos podrán incorporar archivos desde photoshop,flash,o after efects&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;                actividades para hoy.&lt;/div&gt;&lt;div&gt;-búsqueda y publicación en el blog como gadgets(200 X 200)&lt;/div&gt;&lt;div&gt;-tutoriales o papeles digitales desde scribd.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;                                                          actividades próxima semana &lt;/div&gt;&lt;div&gt;traer en un pendrive pequeños archivos en video extencion AVI.  MOVE. MPG.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;requisitos mínimos:&lt;/div&gt;&lt;div&gt;-duración: 1:30 a 5:00&lt;/div&gt;&lt;div&gt;-debe tener un inicio,un  desarrollo y un final&lt;/div&gt;&lt;div&gt;-debe  tener el logo de el liceo&lt;/div&gt;&lt;div&gt;-debe incluir créditos&lt;/div&gt;&lt;div&gt;-debe llevar el nombre de la historia&lt;/div&gt;&lt;div&gt;-debe llevar al final el nombre de los integrantes el curso y el año&lt;/div&gt;&lt;div&gt;-debe tener musica&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;se publica en cada blog de los integrantes&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6657798869748900726-3763698286426876933?l=guillermo-castillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://guillermo-castillo.blogspot.com/feeds/3763698286426876933/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://guillermo-castillo.blogspot.com/2010/10/edicion-de-video-y-audio.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/3763698286426876933'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/3763698286426876933'/><link rel='alternate' type='text/html' href='http://guillermo-castillo.blogspot.com/2010/10/edicion-de-video-y-audio.html' title='edición de vídeo y audio'/><author><name>guillermo castillo</name><uri>http://www.blogger.com/profile/06267805503489931687</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-6657798869748900726.post-996602362913658663</id><published>2010-09-09T18:56:00.000-07:00</published><updated>2010-09-09T19:01:05.456-07:00</updated><title type='text'></title><content type='html'>&lt;object width="472" height="392" class="BLOG_video_class" id="BLOG_video-38172b2c25a936de" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"&gt;&lt;param name="movie" value="http://www.youtube.com/get_player"&gt;&lt;param name="bgcolor" value="#FFFFFF"&gt;&lt;param name="allowfullscreen" value="true"&gt;&lt;param name="flashvars" value="flvurl=http://v4.nonxt3.googlevideo.com/videoplayback?id%3D38172b2c25a936de%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331734079%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D8B65CA9446535D51FF6EBE5FB296401DE20A537.4A9D106A029558A40C18CA3F31E8E8164648D14F%26key%3Dck1&amp;amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3D38172b2c25a936de%26offsetms%3D5000%26itag%3Dw160%26sigh%3DyDcqvOAOAXSrv65YM9GclKlxDjA&amp;amp;autoplay=0&amp;amp;ps=blogger"&gt;&lt;embed src="http://www.youtube.com/get_player" type="application/x-shockwave-flash"width="472" height="392" bgcolor="#FFFFFF"flashvars="flvurl=http://v4.nonxt3.googlevideo.com/videoplayback?id%3D38172b2c25a936de%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1331734079%26sparams%3Did,itag,ip,ipbits,expire%26signature%3D8B65CA9446535D51FF6EBE5FB296401DE20A537.4A9D106A029558A40C18CA3F31E8E8164648D14F%26key%3Dck1&amp;iurl=http://video.google.com/ThumbnailServer2?app%3Dblogger%26contentid%3D38172b2c25a936de%26offsetms%3D5000%26itag%3Dw160%26sigh%3DyDcqvOAOAXSrv65YM9GclKlxDjA&amp;autoplay=0&amp;ps=blogger"allowFullScreen="true" /&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6657798869748900726-996602362913658663?l=guillermo-castillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://guillermo-castillo.blogspot.com/feeds/996602362913658663/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://guillermo-castillo.blogspot.com/2010/09/blog-post.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/996602362913658663'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/996602362913658663'/><link rel='alternate' type='text/html' href='http://guillermo-castillo.blogspot.com/2010/09/blog-post.html' title=''/><author><name>guillermo castillo</name><uri>http://www.blogger.com/profile/06267805503489931687</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-6657798869748900726.post-7447881705664225268</id><published>2010-08-12T09:50:00.000-07:00</published><updated>2010-08-12T10:04:03.181-07:00</updated><title type='text'>Trabajo Bicentenario 2010</title><content type='html'>Objetivo:&lt;br /&gt;1-utilizacion del software de animacion FLASH 8&lt;br /&gt;2-uitilizacion de herramientas de edicion con photoshop CS4&lt;br /&gt;3-creacion de un documento flash de animacion con 30 segundos minimos y 1:30 minutos como maximo&lt;br /&gt;dimensiones del trabajo:800x600 pixel.&lt;br /&gt;fecha de entrega jueves 9 de septiembre&lt;br /&gt;                                      &lt;br /&gt;                                 ACTIVIDADES&lt;br /&gt;el trabajo debe incorporar lo sig.&lt;br /&gt;-nombre del alumno&lt;br /&gt;-el curso&lt;br /&gt;-logo del colegio&lt;br /&gt;-fecha&lt;br /&gt;-momentos y personajes historicos de Chile&lt;br /&gt;-colores y simbolos patrios&lt;br /&gt;-debe tener un nexo con la actualidad&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6657798869748900726-7447881705664225268?l=guillermo-castillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://guillermo-castillo.blogspot.com/feeds/7447881705664225268/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://guillermo-castillo.blogspot.com/2010/08/trabajo-bicentenario-2010.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/7447881705664225268'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/7447881705664225268'/><link rel='alternate' type='text/html' href='http://guillermo-castillo.blogspot.com/2010/08/trabajo-bicentenario-2010.html' title='Trabajo Bicentenario 2010'/><author><name>guillermo castillo</name><uri>http://www.blogger.com/profile/06267805503489931687</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>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6657798869748900726.post-5308344916480127084</id><published>2009-10-08T11:33:00.000-07:00</published><updated>2009-10-08T11:51:45.099-07:00</updated><title type='text'>Actividad Coef 2</title><content type='html'>&lt;span style="font-weight: bold;"&gt;                                                     objetivo&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;utilizacion de estrategias publicitarias y la aplicacion de software photoshop y flash en plataformas web 2.0(blogger).&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;aplicacion de contenidos semiologicos y fundamentos de la publicidad&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;                                                       actividad&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;el alumno debe crear 2 banner publicitario utilizando los softwre photoshoop y flash.cada banner es independiente,el alumno elige la maraca producto o servicio.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;caracterizticas del banner:&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;-ambos banner deben tener imagenes iconicas,logos,colores,fuentes corporativos a la empresa,marca o productos con la cual trabajaran.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;dimensiones de los banner:200 x 200 pixeles,minimo 60 fotogramas&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;                                                        700 x 150 con un minimo de 70 fotograma&lt;br /&gt;&lt;/span&gt;&lt;span style="font-weight: bold;"&gt; ambos banner deben ser publicados en los blogs y ademas tienen que estar vinculados con la marca o productos que se eligio.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;fechas de evaluaciones:este trabajo sera evaluado con notas acumulattivas que se sumarqan  promediaran a la nota coef 2.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;15 de octubre alumnos publican los objetivos del trabajo.22 de octubre primera nota acumullativa entre el 12 y el 19 de noviembre publicacion y plazo final de trabajo&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6657798869748900726-5308344916480127084?l=guillermo-castillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://guillermo-castillo.blogspot.com/feeds/5308344916480127084/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://guillermo-castillo.blogspot.com/2009/10/actividad-coef-2.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/5308344916480127084'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/5308344916480127084'/><link rel='alternate' type='text/html' href='http://guillermo-castillo.blogspot.com/2009/10/actividad-coef-2.html' title='Actividad Coef 2'/><author><name>guillermo castillo</name><uri>http://www.blogger.com/profile/06267805503489931687</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-6657798869748900726.post-9014970340621018585</id><published>2009-09-03T11:46:00.000-07:00</published><updated>2009-09-03T11:54:55.079-07:00</updated><title type='text'>actividad coef. 1 actividad de entrada</title><content type='html'>-crear una entrada animado personalizado,utilizando flash 8&lt;br /&gt;-dimensiones 600 x 140 pixeles.&lt;br /&gt;                                                                      requisitos&lt;br /&gt;-debe incorporar nombre y apellido del alumno&lt;br /&gt;-imagenes(iconicas)re`resentativa del alumno(tendencia)&lt;br /&gt;                [semiologia]&lt;br /&gt;-color,textura,estilo,tipo de fuente(letra)acorde al contexto general&lt;br /&gt;-el banner debe ser una proyeccion de la personalidad de el alumno&lt;br /&gt;-el banner es animado por medio de color/luz/movimiento etc..&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6657798869748900726-9014970340621018585?l=guillermo-castillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://guillermo-castillo.blogspot.com/feeds/9014970340621018585/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://guillermo-castillo.blogspot.com/2009/09/actividad-coef-1-actividad-de-entrada.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/9014970340621018585'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/9014970340621018585'/><link rel='alternate' type='text/html' href='http://guillermo-castillo.blogspot.com/2009/09/actividad-coef-1-actividad-de-entrada.html' title='actividad coef. 1 actividad de entrada'/><author><name>guillermo castillo</name><uri>http://www.blogger.com/profile/06267805503489931687</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-6657798869748900726.post-5694385352647061915</id><published>2009-09-03T11:37:00.000-07:00</published><updated>2009-09-03T11:38:48.669-07:00</updated><title type='text'>mi primera animacion flash</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_TE_UanjNe3g/SqANKl69PYI/AAAAAAAAAA8/Fw7i-zRTq0s/s1600-h/mi+flash.gif"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 320px; height: 233px;" src="http://2.bp.blogspot.com/_TE_UanjNe3g/SqANKl69PYI/AAAAAAAAAA8/Fw7i-zRTq0s/s320/mi+flash.gif" alt="" id="BLOGGER_PHOTO_ID_5377312430709620098" border="0" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6657798869748900726-5694385352647061915?l=guillermo-castillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://guillermo-castillo.blogspot.com/feeds/5694385352647061915/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://guillermo-castillo.blogspot.com/2009/09/mi-primera-animacion-flash.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/5694385352647061915'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/5694385352647061915'/><link rel='alternate' type='text/html' href='http://guillermo-castillo.blogspot.com/2009/09/mi-primera-animacion-flash.html' title='mi primera animacion flash'/><author><name>guillermo castillo</name><uri>http://www.blogger.com/profile/06267805503489931687</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/_TE_UanjNe3g/SqANKl69PYI/AAAAAAAAAA8/Fw7i-zRTq0s/s72-c/mi+flash.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6657798869748900726.post-811990884065730833</id><published>2009-08-20T11:49:00.001-07:00</published><updated>2009-08-20T12:29:37.828-07:00</updated><title type='text'>fundamento de la publicidad</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_TE_UanjNe3g/So2d3hWcKWI/AAAAAAAAAA0/4BKyYOeraEc/s1600-h/modelo+de+comunicacion+publicitario.JPG"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 372px; height: 240px;" src="http://2.bp.blogspot.com/_TE_UanjNe3g/So2d3hWcKWI/AAAAAAAAAA0/4BKyYOeraEc/s320/modelo+de+comunicacion+publicitario.JPG" alt="" id="BLOGGER_PHOTO_ID_5372123507693726050" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family:arial;"&gt;&lt;span style="font-size:180%;"&gt;               modelo de &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_0"&gt;comunicacion&lt;/span&gt; &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_1"&gt;publicitaria&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;la &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_2"&gt;publicidad&lt;/span&gt; es toda forma de &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_3"&gt;comunicacion&lt;/span&gt; realizada por una persona &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_4"&gt;fisica&lt;/span&gt; o &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_5"&gt;juridica&lt;/span&gt;,publica o privada(en el &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_6"&gt;ejersicio&lt;/span&gt; de una actividad artesanal,comercial,industrial,profesional)con el fin de promover de forma directa o indirecta la &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_7"&gt;contratacion&lt;/span&gt; de servicios,bienes muebles o inmuebles,derechos y &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_8"&gt;obligaciones&lt;/span&gt;.&lt;br /&gt;la &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_9"&gt;publicida&lt;/span&gt; &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_10"&gt;tinede&lt;/span&gt; al la &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_11"&gt;obtencion&lt;/span&gt; de &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_12"&gt;benefisios&lt;/span&gt; comerciales es una &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_13"&gt;diciplina&lt;/span&gt; &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_14"&gt;cientifica&lt;/span&gt; cuyo objetivo es persuadir al publico con un mensaje comercial para que tome la &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_15"&gt;decicion&lt;/span&gt; de compra de un producto o servicio que una &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_16"&gt;organisacion&lt;/span&gt; &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_17"&gt;ofrese&lt;/span&gt;&lt;br /&gt;                                    &lt;span style="font-size:130%;"&gt;diferencia entre propaganda y publicidad&lt;/span&gt;&lt;br /&gt;la publicidad tiene un fin comercial en tanto que la propaganda tiende a la &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_18"&gt;propagacion&lt;/span&gt; o &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_19"&gt;difusion&lt;/span&gt; de ideas &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_20"&gt;politicas&lt;/span&gt;,&lt;span class="blsp-spelling-error" id="SPELLING_ERROR_21"&gt;filosficas&lt;/span&gt;,morales,sociales o religiosas es decir &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_22"&gt;comunicacion&lt;/span&gt; &lt;span class="blsp-spelling-corrected" id="SPELLING_ERROR_23"&gt;ideológica&lt;br /&gt;1)emisor:es quien mite el mensaje(menaje de publicidad)&lt;br /&gt;2)receptor:es quien recibe el mennsaje(publico meta)&lt;br /&gt;3)mensaje es la pieza publicitaria(comercial audiovisual-mensaje radial,afiche etc,etc,etc...&lt;br /&gt;4)es el medio por el que se comunica el mensaje publicitario(medios de comunicacion masiva: tv y radio,el internet,radio,revistas ,via publica&lt;br /&gt;5)codigos:lenguaje de signos auditivos visuales graficos que ordenados generan un discurso audiovisual (relato)&lt;br /&gt;6).feedback:es la respustaobtenida del receptor&lt;br /&gt;feedback positivo:compra del producto o servicio&lt;br /&gt;feedback negativo:no existe compra&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6657798869748900726-811990884065730833?l=guillermo-castillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://guillermo-castillo.blogspot.com/feeds/811990884065730833/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://guillermo-castillo.blogspot.com/2009/08/fundamento-de-la-publicidad.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/811990884065730833'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/811990884065730833'/><link rel='alternate' type='text/html' href='http://guillermo-castillo.blogspot.com/2009/08/fundamento-de-la-publicidad.html' title='fundamento de la publicidad'/><author><name>guillermo castillo</name><uri>http://www.blogger.com/profile/06267805503489931687</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/_TE_UanjNe3g/So2d3hWcKWI/AAAAAAAAAA0/4BKyYOeraEc/s72-c/modelo+de+comunicacion+publicitario.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6657798869748900726.post-2254727401847427158</id><published>2009-07-30T12:32:00.001-07:00</published><updated>2009-07-30T12:34:13.237-07:00</updated><title type='text'>trabajo photoshop</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_TE_UanjNe3g/SnH1nnCtJRI/AAAAAAAAAAc/K89y1Mfru6Y/s1600-h/cielo1.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 320px; height: 240px;" src="http://3.bp.blogspot.com/_TE_UanjNe3g/SnH1nnCtJRI/AAAAAAAAAAc/K89y1Mfru6Y/s320/cielo1.jpg" alt="" id="BLOGGER_PHOTO_ID_5364338692019004690" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_TE_UanjNe3g/SnH1gs0qjdI/AAAAAAAAAAU/Wxwb6kIJAsg/s1600-h/automovil.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 320px; height: 241px;" src="http://4.bp.blogspot.com/_TE_UanjNe3g/SnH1gs0qjdI/AAAAAAAAAAU/Wxwb6kIJAsg/s320/automovil.jpg" alt="" id="BLOGGER_PHOTO_ID_5364338573311643090" border="0" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6657798869748900726-2254727401847427158?l=guillermo-castillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://guillermo-castillo.blogspot.com/feeds/2254727401847427158/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://guillermo-castillo.blogspot.com/2009/07/trabajo-photoshop.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/2254727401847427158'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/2254727401847427158'/><link rel='alternate' type='text/html' href='http://guillermo-castillo.blogspot.com/2009/07/trabajo-photoshop.html' title='trabajo photoshop'/><author><name>guillermo castillo</name><uri>http://www.blogger.com/profile/06267805503489931687</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://3.bp.blogspot.com/_TE_UanjNe3g/SnH1nnCtJRI/AAAAAAAAAAc/K89y1Mfru6Y/s72-c/cielo1.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6657798869748900726.post-6540643958578632932</id><published>2009-07-13T11:44:00.000-07:00</published><updated>2009-07-13T12:29:27.944-07:00</updated><title type='text'>UNIDAD:creacion y edicion de imagenes digitales utilizando software photoshop CS2 8.0</title><content type='html'>&lt;span style="color: rgb(51, 0, 51); font-weight: bold; font-family: trebuchet ms;font-family:trebuchet ms;font-size:85%;"  &gt;Objetivo: Generación d&lt;/span&gt;&lt;span style="color: rgb(51, 0, 51); font-weight: bold; font-family: trebuchet ms;font-family:trebuchet ms;font-size:85%;"  &gt;&lt;/span&gt;&lt;span style="color: rgb(51, 0, 51); font-weight: bold; font-family: trebuchet ms;font-family:trebuchet ms;font-size:85%;"  &gt;e imágenes, fotomontajes digitales y la aplicación de herramientas de software Photoshop.&lt;/span&gt;&lt;div  style="color: rgb(51, 0, 51); font-weight: bold; font-family: trebuchet ms;font-family:trebuchet ms;"&gt;&lt;span style="font-size:85%;"&gt;Habilidades: &lt;/span&gt; &lt;span style="font-size:85%;"&gt;Creatividad-Indagación-Diseño-Utilización e integración de web 2.0 (Blog)&lt;/span&gt;&lt;span style="text-decoration: underline;font-size:85%;" &gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:85%;"&gt;&lt;span&gt;&lt;br /&gt;-B&lt;/span&gt;&lt;img src="file:///C:/DOCUME%7E1/ADMINI%7E1/CONFIG%7E1/Temp/moz-screenshot.jpg" alt="" /&gt;&lt;/span&gt;&lt;span style="font-size:85%;"&gt;usqueda en internet d&lt;/span&gt;&lt;span style="font-size:85%;"&gt; &lt;/span&gt;&lt;span style="font-size:85%;"&gt;e un glosario de conceptos básicos del software Photoshop CS2 8.0&lt;/span&gt;&lt;/div&gt; &lt;div  style="color: rgb(51, 0, 51); font-weight: bold; font-family: trebuchet ms;font-family:arial;" class="post-body entry-content"&gt;&lt;span style="font-size:85%;"&gt;&lt;span&gt;-imagen explicativa de la Caja de Herramientas del Software&lt;/span&gt;&lt;/span&gt;&lt;div&gt;&lt;span style="font-size:85%;"&gt;- Tutorial utilizando papel digital desde scribd o video-tutorial  desde youtube.&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div  style="color: rgb(51, 0, 51); font-weight: bold; font-family: trebuchet ms;font-family:arial;" class="post hentry uncustomized-post-template"&gt; &lt;span style="font-size:85%;"&gt;&lt;a name="6534085026801210382"&gt;&lt;/a&gt;&lt;/span&gt;  &lt;/div&gt;  &lt;span style="color: rgb(51, 0, 51); font-weight: bold; font-family: trebuchet ms;font-family:trebuchet ms;font-size:85%;"  &gt;criterios de evaluacion:&lt;/span&gt;&lt;span class="Apple-style-span" style="color: rgb(51, 0, 51); font-weight: bold; font-family: trebuchet ms;font-family:verdana;font-size:85%;"  &gt;&lt;br /&gt;1.- Termina todos los trabajos a tiempo en los plazos estipulados anteriormente por el profesor.&lt;/span&gt;&lt;div  style="color: rgb(51, 0, 51); font-weight: bold; font-family: trebuchet ms;font-family:arial;"&gt;&lt;span class="Apple-style-span"  style="font-size:85%;"&gt;2.- Asiste a las clases con el material (archivos, documentos, imágenes) necesarios para avanzar en el laboratorio.&lt;/span&gt;&lt;/div&gt;&lt;div  style="color: rgb(51, 0, 51); font-weight: bold; font-family: trebuchet ms;font-family:arial;"&gt;&lt;span class="Apple-style-span"  style="font-size:85%;"&gt;3.- Tiene dominio de la inf&lt;/span&gt;&lt;span class="Apple-style-span"  style="font-size:85%;"&gt;ormación, conceptos presentados en los trabajos.&lt;/span&gt;&lt;/div&gt;&lt;div  style="color: rgb(51, 0, 51); font-weight: bold; font-family: trebuchet ms;font-family:arial;"&gt;&lt;span class="Apple-style-span"  style="font-size:85%;"&gt;4.- Aporta información nueva y relevante en el trabajo presentados&lt;/span&gt;&lt;/div&gt;&lt;div  style="color: rgb(51, 0, 51); font-weight: bold; font-family: trebuchet ms;font-family:arial;"&gt;&lt;span class="Apple-style-span"  style="font-size:85%;"&gt;5.- Comunica ideas e información claramente&lt;/span&gt;&lt;/div&gt;&lt;div  style="color: rgb(51, 0, 51); font-weight: bold; font-family: trebuchet ms;font-family:arial;"&gt;&lt;span class="Apple-style-span"  style="font-size:85%;"&gt;Criterios de evaluación del blog (individual): &lt;/span&gt;&lt;/div&gt;&lt;div  style="color: rgb(51, 0, 51); font-weight: bold; font-family: trebuchet ms;font-family:arial;"&gt;&lt;span class="Apple-style-span"  style="font-size:85%;"&gt;1.- Publica los documentos, conceptos, terminología en las entradas pertinentes (administrar la cuenta de blog).&lt;/span&gt; &lt;/div&gt;&lt;div  style="color: rgb(51, 0, 51); font-weight: bold; font-family: trebuchet ms;font-family:arial;"&gt;&lt;span class="Apple-style-span"  style="font-size:85%;"&gt;2.- Publica tutoriales utilizando papel digital desde www.scribd.com. &lt;/span&gt;&lt;/div&gt;&lt;div  style="color: rgb(51, 0, 51); font-weight: bold; font-family: trebuchet ms;font-family:arial;"&gt;&lt;span class="Apple-style-span"  style="font-size:85%;"&gt;3.- Publica tutoriales utilizando códigos Embed desde www.youtube.com. &lt;/span&gt;&lt;/div&gt;&lt;div  style="color: rgb(51, 0, 51); font-weight: bold; font-family: trebuchet ms;font-family:arial;"&gt;&lt;span class="Apple-style-span"  style="font-size:85%;"&gt;4.- Publica el trabajo final en blog.&lt;/span&gt;&lt;/div&gt;&lt;span style="font-weight: bold;font-size:85%;" &gt;&lt;object style="font-family: trebuchet ms;" width="425" height="344"&gt;&lt;param name="movie" value="http://www.youtube.com/v/-3goOluFdaw&amp;amp;hl=es&amp;amp;fs=1&amp;amp;"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/-3goOluFdaw&amp;amp;hl=es&amp;amp;fs=1&amp;amp;" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="344"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style="font-family: trebuchet ms; font-weight: bold;"&gt;&lt;span style="font-size:85%;"&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 18px;"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;glosario:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: trebuchet ms; font-weight: bold;"&gt;&lt;span style="font-size:85%;"&gt;&lt;span class="Apple-style-span" style="font-size: 180%;"&gt;&lt;span class="Apple-style-span" style="font-size: 18px;"&gt;&lt;span class="Apple-style-span" style="font-size: 13px; font-weight: normal; color: rgb(85, 85, 68); line-height: 18px;"&gt;&lt;span style="font-weight: bold;font-size:85%;" &gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: rgb(0, 0, 0);"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;span class="Apple-style-span"&gt;Brillo:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="color: rgb(0, 0, 0);"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="ArticulosResaltado"&gt;&lt;/span&gt;luminosidad u oscuridad de un color. Se mide en tanto por cien, el 0 % equivale a negro y el 100 % equivale a blanco.&lt;br /&gt;&lt;br /&gt;Canal:toda imagen está compuesta por canales, el número de ellos depende del modo de color de la imagen. Por ejemplo, una imagen RGB, tendrá un canal para cada uno de los colores básicos: un canal para el rojo (Red), otro para el verde (Green) y otro para el azul (Blue)&lt;br /&gt;&lt;br /&gt;Canales Alfa:además de canales de colores están los canales Alfa, que son utilizados para guardar selecciones. En la paleta se mostrará una nueva miniatura, las partes blancas indicarán las zona seleccionadas, las partes negras indicarán las zonas no seleccionadas.&lt;br /&gt;&lt;br /&gt;Canal Compuesto:canal compuesto será aquel que consta de dos o más canales&lt;br /&gt;&lt;br /&gt;Canal de color:son los canales de una imagen y poseen sus colores&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Acoplar Imagen:significa que todas las capas existentes en un documento se unirán en una sola. Se utiliza para poder guardar la imagen en formatos que solo admiten una capa, como JPEG,&lt;br /&gt;GIF, etc.&lt;br /&gt;&lt;br /&gt;Capas:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="color: rgb(0, 0, 0);"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="ArticulosResaltado"&gt;&lt;/span&gt; una capa es un recurso de Photoshop que simula una hoja transparente o acetato. En esta se podrá escribir, pintar, insertar imágenes, etc sin que esta pierda su transparencia, pudiendo hacer cada una de estas acciones en capas diferentes. Photoshop permite manejar hasta 100 capas diferentes.&lt;br /&gt;&lt;br /&gt;Capa activa:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="color: rgb(0, 0, 0);"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="ArticulosResaltado"&gt;&lt;/span&gt; la capa se muestra resaltada de color azul y será la que se podrá editar. Es importante saber en todo momento cuál es la capa activa, ya que numerosas veces al hacer una modificación no surge efecto y esto se debe a que la capa activa es otra de la deseada.&lt;br /&gt;&lt;br /&gt;Capa de fondo:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="ArticulosResaltado"&gt;&lt;span class="Apple-style-span" style="color: rgb(0, 0, 0);"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;span class="Apple-style-span"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="color: rgb(0, 0, 0);"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;span class="Apple-style-span"&gt;todo documento estará compuesto como mínimo de una capa, y esta será la capa de fondo. En documentos de mas de una capa, la capa de fondo será la capa inferior, esta no se puede modificar.&lt;br /&gt;&lt;br /&gt;Capa de Imagen:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="color: rgb(0, 0, 0);"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="ArticulosResaltado"&gt;&lt;/span&gt; una capa de imagen será aquella que contiene imágenes y es susceptible a los efectos.&lt;br /&gt;&lt;br /&gt;Capa enlazadas:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="color: rgb(0, 0, 0);"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="ArticulosResaltado"&gt;&lt;/span&gt; se llama capa enlazada a aquella capa en la que se visualiza una pequeña cadena. En lazamos capas para hacer momentáneamente una sola capa con las que están enlazadas. Las capas enlazadas sufrirán las mismas modificaciones que la capa actual.&lt;br /&gt;&lt;br /&gt;Color frontal:son los colores almacenados en la paleta de colores. Con el frontal se pinta, rellena, se hacen degradados, etc, con el color de fondo se rellenarán las zonas borradas y los aumentos del documento.&lt;br /&gt;&lt;br /&gt;Color de fondo:son los colores almacenados en la paleta de colores. Con el frontal se pinta, rellena, se hacen degradados, etc, con el color de fondo se rellenarán las zonas borradas y los aumentos del documento.&lt;br /&gt;&lt;br /&gt;Colores puros:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="ArticulosResaltado"&gt;&lt;span class="Apple-style-span" style="color: rgb(0, 0, 0);"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;span class="Apple-style-span"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="color: rgb(0, 0, 0);"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;span class="Apple-style-span"&gt;llamamos colores puros a los colores primarios y sus mezclas, son puros y no están compuestos por otros.&lt;br /&gt;&lt;br /&gt;Contraste:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="color: rgb(0, 0, 0);"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="ArticulosResaltado"&gt;&lt;/span&gt;según el valor de contraste permite ver un documento con colores más puros o más apagados. Un contraste mínimo equivale a gris y un contraste máximo convertirá el documento a colores puros.&lt;br /&gt;&lt;br /&gt;Formato de Imagen:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="color: rgb(0, 0, 0);"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="ArticulosResaltado"&gt;&lt;/span&gt; el formato de imagen o de archivo se refiere a la estructura de datos en que se guardará el documento, por ejemplo: JPEG, TIFF, BMP... Photoshop soporta gran variedad de formatos (ver tipos de formato).&lt;br /&gt;Guias:&lt;br /&gt;&lt;br /&gt;Mascaras de Capas:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="ArticulosResaltado"&gt;&lt;span class="Apple-style-span" style="color: rgb(0, 0, 0);"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;span class="Apple-style-span"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="color: rgb(0, 0, 0);"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;span class="Apple-style-span"&gt;se utiliza para cubrir partes de una capa que no interesa mostrar. Las zonas enmascaradas no se pierden, sino que se ocultan tras la máscara sin necesidad de borrarlas. Al desactivar la máscara se volverán a ver. Son de gran utilidad si se quiere difuminar los bordes de una imagen, para ello en el menú capas añadimos máscara de capa. Con color negro se añade máscara, con blanco se quita máscara. No funciona en la máscara de fondo.&lt;br /&gt;&lt;br /&gt;Modo de Color:cada uno de los modelos en que se puede representar una imagen tanto en su visualización como impresión.&lt;br /&gt;&lt;br /&gt;Opasidad:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="color: rgb(0, 0, 0);"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="ArticulosResaltado"&gt;&lt;/span&gt; opción que permite controlar el grado de transparencia de una capa. Esto variará su propia visibilidad y como se verán las capas que estén por debajo de ella.&lt;br /&gt;&lt;br /&gt;Saturacion:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="color: rgb(0, 0, 0);"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="ArticulosResaltado"&gt;&lt;/span&gt; saturación es la medida de la autenticidad de un color, es su pureza. Representa la cantidad de gris de un color respecto a su tono. El 0 % equivale a gris y el 100 % será la saturación completa&lt;br /&gt;&lt;br /&gt;Tono:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="ArticulosResaltado"&gt;&lt;span class="Apple-style-span" style="color: rgb(0, 0, 0);"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;span class="Apple-style-span"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="color: rgb(0, 0, 0);"&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;span class="Apple-style-span"&gt;&lt;span style="font-weight: bold;font-size:85%;" &gt;el tono es la propiedad de un color, el color percibido por el ojo. Así, se dice que un objeto tiene tono rojo, azul, verde, pues se expresa por el nombre de color.&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: 180%;"&gt;&lt;span class="Apple-style-span" style="font-size: 18px;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt; &lt;object style="font-family: trebuchet ms;" width="425" height="344"&gt;&lt;&lt;/object&gt;&lt;h3 class="post-title entry-title"  style="font-family:arial;"&gt;&lt;span style="font-size:100%;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_TE_UanjNe3g/SluFTehaeiI/AAAAAAAAAAM/pAeY4O_4EYM/s1600-h/imagen+explicativa+photoshop.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 279px; height: 320px;" src="http://1.bp.blogspot.com/_TE_UanjNe3g/SluFTehaeiI/AAAAAAAAAAM/pAeY4O_4EYM/s320/imagen+explicativa+photoshop.jpg" alt="" id="BLOGGER_PHOTO_ID_5358022751344556578" border="0" /&gt;&lt;/a&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/6657798869748900726-6540643958578632932?l=guillermo-castillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://guillermo-castillo.blogspot.com/feeds/6540643958578632932/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://guillermo-castillo.blogspot.com/2009/07/actividades-busqueda-en-internet-de-un.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/6540643958578632932'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/6540643958578632932'/><link rel='alternate' type='text/html' href='http://guillermo-castillo.blogspot.com/2009/07/actividades-busqueda-en-internet-de-un.html' title='UNIDAD:creacion y edicion de imagenes digitales utilizando software photoshop CS2 8.0'/><author><name>guillermo castillo</name><uri>http://www.blogger.com/profile/06267805503489931687</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/_TE_UanjNe3g/SluFTehaeiI/AAAAAAAAAAM/pAeY4O_4EYM/s72-c/imagen+explicativa+photoshop.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6657798869748900726.post-4660861237837664243</id><published>2009-05-07T12:14:00.000-07:00</published><updated>2009-05-09T11:00:58.191-07:00</updated><title type='text'>computacion 1 semestre</title><content type='html'>&lt;span style="color: rgb(51, 0, 51);"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;&lt;span style="font-family:courier new;"&gt;&lt;span style="font-family:lucida grande;"&gt;&lt;span style="font-family:verdana;"&gt;&lt;span style="color: rgb(0, 0, 102);"&gt;&lt;span style="font-weight: bold;"&gt;&lt;span style="font-family:times new roman;"&gt;&lt;span style="font-family:webdings;"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:courier new;"&gt;&lt;span style="color: rgb(102, 0, 204);"&gt;&lt;span style="color: rgb(0, 0, 0);font-family:trebuchet ms;" &gt;objetivo:&lt;span class="blsp-spelling-error" id="SPELLING_ERROR_0"&gt;utilización&lt;/span&gt; y &lt;span class="blsp-spelling-corrected" id="SPELLING_ERROR_1"&gt;administración&lt;/span&gt; de plataformas &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_2"&gt;web&lt;/span&gt; 2.0 y su &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_3"&gt;aplicación&lt;/span&gt; en el &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_4"&gt;proceso&lt;/span&gt; &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_5"&gt;enseñansa&lt;/span&gt; aprendizaje&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:trebuchet ms;"&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;objetivo secundario:&lt;span class="blsp-spelling-error" id="SPELLING_ERROR_6"&gt;utilizacion&lt;/span&gt; de herramientas de software &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_7"&gt;photoshopCs&lt;/span&gt;28.0. &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_8"&gt;Incorporacion&lt;/span&gt; de lenguaje,&lt;span class="blsp-spelling-error" id="SPELLING_ERROR_9"&gt;codigos&lt;/span&gt; &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_10"&gt;web&lt;/span&gt;:HTML-javascript-&lt;span class="blsp-spelling-error" id="SPELLING_ERROR_11"&gt;xml&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;habilidades:&lt;span class="blsp-spelling-error" id="SPELLING_ERROR_12"&gt;indagacion&lt;/span&gt; en &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_13"&gt;internet&lt;/span&gt;,creatividad y &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_14"&gt;utilizacion&lt;/span&gt; de E.V.A.(entornos visuales de aprendizaje&lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(51, 51, 255);"&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;                                                   ACTIVIDADES&lt;br /&gt;busque en &lt;/span&gt;&lt;span style="color: rgb(0, 0, 0);" class="blsp-spelling-error" id="SPELLING_ERROR_15"&gt;internet&lt;/span&gt;&lt;span style="color: rgb(0, 0, 0);"&gt; las siguientes definiciones.PUBLIQUE EN EL BLOG.&lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;hardware:corresponde a todas las partes fisicas y tangibles de una computadora:sus cables,gabinetes o cajas perifericos de todo tipo y cualquier otro elemento fisico involucrado&lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(0, 0, 0); font-weight: bold; font-family: trebuchet ms;"&gt;software:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-weight: bold; font-family: trebuchet ms;font-size:100%;" &gt;&lt;span style="color: rgb(0, 0, 0);"&gt;La palabra «software» se refiere al &lt;/span&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;equipamiento lógico&lt;/span&gt;&lt;span style="color: rgb(0, 0, 0);"&gt; o &lt;/span&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;soporte lógico&lt;/span&gt;&lt;span style="color: rgb(0, 0, 0);"&gt; de un computador digital, y comprende el conjunto de los componentes lógicos necesarios para hacer posible la realización de una tarea específica, en contraposición a los componentes físicos del sistema&lt;/span&gt;&lt;/span&gt;&lt;span style="color: rgb(51, 0, 51);"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;&lt;span style="font-family:courier new;"&gt;&lt;span style="font-family:lucida grande;"&gt;&lt;span style="font-family:verdana;"&gt;&lt;span style="color: rgb(0, 0, 102);"&gt;&lt;span style="font-weight: bold;"&gt;&lt;span style="font-family:times new roman;"&gt;&lt;span style="font-family:webdings;"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:courier new;"&gt;&lt;span style="color: rgb(102, 0, 204);"&gt;&lt;span style="font-family:trebuchet ms;"&gt;&lt;span style="color: rgb(51, 51, 255);"&gt;&lt;span style="color: rgb(0, 0, 0); font-weight: bold; font-family: trebuchet ms;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(0, 0, 0); font-family: trebuchet ms; font-weight: bold;"&gt;E.V.A.:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;" class="content"&gt;Un entorno virtual de aprendizaje es un espacio con accesos restringidos, concebido y diseñado para que las personas que acceden a él desarrollen procesos de incorporación de habilidades y saberes, mediante sistemas telemáticos&lt;/span&gt;&lt;span style="color: rgb(51, 0, 51);"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;&lt;span style="font-family:courier new;"&gt;&lt;span style="font-family:lucida grande;"&gt;&lt;span style="font-family:verdana;"&gt;&lt;span style="color: rgb(0, 0, 102);"&gt;&lt;span style="font-weight: bold;"&gt;&lt;span style="font-family:times new roman;"&gt;&lt;span style="font-family:webdings;"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:courier new;"&gt;&lt;span style="color: rgb(102, 0, 204);"&gt;&lt;span style="font-family:trebuchet ms;"&gt;&lt;span style="color: rgb(51, 51, 255);"&gt;&lt;span style="color: rgb(0, 0, 0); font-family: trebuchet ms; font-weight: bold;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(0, 0, 0); font-family: trebuchet ms; font-weight: bold;"&gt;tics:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt;Las &lt;/span&gt;&lt;b style="font-family: trebuchet ms; font-weight: bold;"&gt;tecnologías de la información y la comunicación&lt;/b&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt; (TIC) son un conjunto de servicios, redes, software y dispositivos que tienen como fin la mejora de la calida de vida&lt;/span&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt; de las personas dentro de un entorno, y que se integran a un sistema de información interconectado y complementario.&lt;/span&gt;&lt;span style="color: rgb(51, 0, 51);"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;&lt;span style="font-family:courier new;"&gt;&lt;span style="font-family:lucida grande;"&gt;&lt;span style="font-family:verdana;"&gt;&lt;span style="color: rgb(0, 0, 102);"&gt;&lt;span style="font-weight: bold;"&gt;&lt;span style="font-family:times new roman;"&gt;&lt;span style="font-family:webdings;"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:courier new;"&gt;&lt;span style="color: rgb(102, 0, 204);"&gt;&lt;span style="font-family:trebuchet ms;"&gt;&lt;span style="color: rgb(51, 51, 255);"&gt;&lt;span style="color: rgb(0, 0, 0); font-family: trebuchet ms; font-weight: bold;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(0, 0, 0); font-family: trebuchet ms; font-weight: bold;"&gt;Elearning:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt;El &lt;/span&gt;&lt;b style="font-family: trebuchet ms; font-weight: bold;"&gt;e-learning&lt;/b&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt;, es un concepto de educación a distancia en el que se integra el uso de las tecnologías de la información y otros elementos pedagógicos (didácticos) para la formación, capacitación y enseñanza de los usuarios o estudiantes en línea, es decir, se puede entender como una modalidad de aprendizaje dentro de la Educación a distancia y se define como &lt;/span&gt;&lt;i style="font-family: trebuchet ms; font-weight: bold;"&gt;e-learning&lt;/i&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt;. Utiliza herramientas y medios diversos como &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/Internet" title="Internet"&gt;Internet&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt;, &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/w/index.php?title=Intranets&amp;amp;action=edit&amp;amp;redlink=1" class="new" title="Intranets (aún no redactado)"&gt;intranets&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt;, &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/CD-ROM" title="CD-ROM"&gt;CD-ROM&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt;, &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/w/index.php?title=Producciones_multimedia&amp;amp;action=edit&amp;amp;redlink=1" class="new" title="Producciones multimedia (aún no redactado)"&gt;producciones multimedia&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt; (Textos, imagenes, audio, video, etc.), entre otros... Literalmente e-learning es aprendizaje con medios electrónicos: enseñanza dirigida por la tecnología.&lt;/span&gt;&lt;span style="color: rgb(51, 0, 51);"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;&lt;span style="font-family:courier new;"&gt;&lt;span style="font-family:lucida grande;"&gt;&lt;span style="font-family:verdana;"&gt;&lt;span style="color: rgb(0, 0, 102);"&gt;&lt;span style="font-weight: bold;"&gt;&lt;span style="font-family:times new roman;"&gt;&lt;span style="font-family:webdings;"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:courier new;"&gt;&lt;span style="color: rgb(102, 0, 204);"&gt;&lt;span style="font-family:trebuchet ms;"&gt;&lt;span style="color: rgb(51, 51, 255);"&gt;&lt;span style="color: rgb(0, 0, 0); font-family: trebuchet ms; font-weight: bold;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(0, 0, 0); font-family: trebuchet ms; font-weight: bold;"&gt;web 2.0:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt;El término, &lt;/span&gt;&lt;b style="font-family: trebuchet ms; font-weight: bold;"&gt;Web 2.0&lt;/b&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt; fue acuñado por &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/Tim_O%27Reilly" title="Tim O'Reilly"&gt;Tim O'Reilly&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt; en &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/2004" title="2004"&gt;2004&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt; para referirse a una segunda generación en la historia de la &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/Web" title="Web"&gt;Web&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt; basada en comunidades de usuarios y una gama especial de &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/Servicios_Web" title="Servicios Web" class="mw-redirect"&gt;servicios&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt;, como las &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/Redes_sociales" title="Redes sociales" class="mw-redirect"&gt;redes sociales&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt;, los &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/Blog" title="Blog"&gt;blogs&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt;, los &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/Wiki" title="Wiki"&gt;wikis&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt; o las &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/Folcsonom%C3%ADa" title="Folcsonomía"&gt;folcsonomías&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt;, que fomentan la colaboración y el intercambio ágil de información entre los usuarios.&lt;/span&gt;&lt;span style="color: rgb(51, 0, 51);"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;&lt;span style="font-family:courier new;"&gt;&lt;span style="font-family:lucida grande;"&gt;&lt;span style="font-family:verdana;"&gt;&lt;span style="color: rgb(0, 0, 102);"&gt;&lt;span style="font-weight: bold;"&gt;&lt;span style="font-family:times new roman;"&gt;&lt;span style="font-family:webdings;"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:courier new;"&gt;&lt;span style="color: rgb(102, 0, 204);"&gt;&lt;span style="font-family:trebuchet ms;"&gt;&lt;span style="color: rgb(51, 51, 255);"&gt;&lt;span style="color: rgb(0, 0, 0); font-family: trebuchet ms; font-weight: bold;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(0, 0, 0); font-family: trebuchet ms; font-weight: bold;" class="blsp-spelling-error" id="SPELLING_ERROR_16"&gt;RSS&lt;/span&gt;&lt;span style="color: rgb(0, 0, 0); font-family: trebuchet ms; font-weight: bold;"&gt;:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b style="font-family: trebuchet ms; font-weight: bold;"&gt;RSS&lt;/b&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt; es una familia de formatos de &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/Fuente_web" title="Fuente web"&gt;fuentes web&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt; codificados en &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/XML" title="XML" class="mw-redirect"&gt;XML&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt;. Se utiliza para suministrar a suscriptores de &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/Informaci%C3%B3n" title="Información"&gt;información&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt; &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/Actualidad" title="Actualidad" class="mw-redirect"&gt;actualizada&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt; frecuentemente. El formato permite distribuir contenido sin necesidad de un navegador, utilizando un software diseñado para leer estos contenidos RSS&lt;/span&gt;&lt;span style="color: rgb(51, 0, 51);"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;&lt;span style="font-family:courier new;"&gt;&lt;span style="font-family:lucida grande;"&gt;&lt;span style="font-family:verdana;"&gt;&lt;span style="color: rgb(0, 0, 102);"&gt;&lt;span style="font-weight: bold;"&gt;&lt;span style="font-family:times new roman;"&gt;&lt;span style="font-family:webdings;"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:courier new;"&gt;&lt;span style="color: rgb(102, 0, 204);"&gt;&lt;span style="font-family:trebuchet ms;"&gt;&lt;span style="color: rgb(51, 51, 255);"&gt;&lt;span style="color: rgb(0, 0, 0); font-family: trebuchet ms; font-weight: bold;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(0, 0, 0); font-family: trebuchet ms; font-weight: bold;" class="blsp-spelling-error" id="SPELLING_ERROR_17"&gt;feed&lt;/span&gt;&lt;span style="color: rgb(0, 0, 0); font-family: trebuchet ms; font-weight: bold;"&gt;:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt;Una &lt;/span&gt;&lt;b style="font-family: trebuchet ms; font-weight: bold;"&gt;fuente web&lt;/b&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt; (usualmente &lt;/span&gt;&lt;b style="font-family: trebuchet ms; font-weight: bold;"&gt;canal web&lt;/b&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt; o &lt;/span&gt;&lt;i style="font-family: trebuchet ms; font-weight: bold;"&gt;web feed&lt;/i&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt;) es un medio de &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/Redifusi%C3%B3n_web" title="Redifusión web"&gt;redifusión de contenido web&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt;. Se utiliza para suministrar &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/Informaci%C3%B3n" title="Información"&gt;información&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt; &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/Actualidad" title="Actualidad" class="mw-redirect"&gt;actualizada&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt; frecuentemente a los suscriptores del RSS. En su &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/Jerga_inform%C3%A1tica" title="Jerga informática" class="mw-redirect"&gt;jerga&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt;, cuando una página web "&lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/Redifusi%C3%B3n_web" title="Redifusión web"&gt;redifunde&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt;" su contenido mediante una fuente web, los &lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/Internauta" title="Internauta"&gt;internautas&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt; pueden "suscribirse" a ella para estar informados de sus novedades. Los interesados pueden usar un programa "&lt;/span&gt;&lt;a style="font-family: trebuchet ms; font-weight: bold;" href="http://es.wikipedia.org/wiki/Agregador" title="Agregador"&gt;agregador&lt;/a&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt;" para acceder a sus fuentes suscritas desde un mismo lugar.&lt;/span&gt;&lt;span style="color: rgb(51, 0, 51);"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;&lt;span style="font-family:courier new;"&gt;&lt;span style="font-family:lucida grande;"&gt;&lt;span style="font-family:verdana;"&gt;&lt;span style="color: rgb(0, 0, 102);"&gt;&lt;span style="font-weight: bold;"&gt;&lt;span style="font-family:times new roman;"&gt;&lt;span style="font-family:webdings;"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:courier new;"&gt;&lt;span style="color: rgb(102, 0, 204);"&gt;&lt;span style="font-family:trebuchet ms;"&gt;&lt;span style="color: rgb(51, 51, 255);"&gt;&lt;span style="color: rgb(0, 0, 0); font-family: trebuchet ms; font-weight: bold;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="color: rgb(0, 0, 0); font-family: trebuchet ms; font-weight: bold;" class="blsp-spelling-error" id="SPELLING_ERROR_18"&gt;gadget&lt;/span&gt;&lt;span style="color: rgb(0, 0, 0); font-family: trebuchet ms; font-weight: bold;"&gt;:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b style="font-family: trebuchet ms; font-weight: bold;"&gt;gadget&lt;/b&gt;&lt;span style="font-family: trebuchet ms; font-weight: bold;"&gt; es un dispositivo que tiene un propósito y una función específica, generalmente de pequeñas proporciones, práctico y a la vez novedoso. Los gadgets suelen tener un diseño más ingenioso que el de la tecnología corriente.&lt;/span&gt;&lt;span style="color: rgb(51, 0, 51);"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;&lt;span style="font-family:courier new;"&gt;&lt;span style="font-family:lucida grande;"&gt;&lt;span style="font-family:verdana;"&gt;&lt;span style="color: rgb(0, 0, 102);"&gt;&lt;span style="font-weight: bold;"&gt;&lt;span style="font-family:times new roman;"&gt;&lt;span style="font-family:webdings;"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:courier new;"&gt;&lt;span style="color: rgb(102, 0, 204);"&gt;&lt;span style="font-family:trebuchet ms;"&gt;&lt;span style="color: rgb(51, 51, 255);"&gt;&lt;span style="color: rgb(0, 0, 0); font-family: trebuchet ms; font-weight: bold;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6657798869748900726-4660861237837664243?l=guillermo-castillo.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://guillermo-castillo.blogspot.com/feeds/4660861237837664243/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://guillermo-castillo.blogspot.com/2009/05/computacion-1-semestre.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/4660861237837664243'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6657798869748900726/posts/default/4660861237837664243'/><link rel='alternate' type='text/html' href='http://guillermo-castillo.blogspot.com/2009/05/computacion-1-semestre.html' title='computacion 1 semestre'/><author><name>guillermo castillo</name><uri>http://www.blogger.com/profile/06267805503489931687</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></feed>
