tag:blogger.com,1999:blog-50134611426056981092024-03-13T03:02:46.623-07:00Fran Ruiz RomeroBitácora de trabajo en la materia TIC de 1ª Bacillerato. I.E.S Arcelacis Santaella (Córdoba)Anonymoushttp://www.blogger.com/profile/08052603215117903666noreply@blogger.comBlogger14125tag:blogger.com,1999:blog-5013461142605698109.post-11213575898314317792016-10-03T05:18:00.003-07:002016-10-04T01:25:23.299-07:00FORMULARIO SOBRE BECAS ESTUDIANTILESEn este formulario, puedes responder sobre las siguientes preguntas realizadas para la mejora de las becas estudiantiles ofrecidas por nuestro gobierno. Aquí podrás dejarnos tus dificultades que has tenido para obtener las becas estudiantiles.<br />
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¡GRACIAS POR TU VISITA!<br />
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Aquí os dejo el enlace si no tenéis aplicación para codigo QR </div>
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<a href="https://docs.google.com/forms/d/196FBnc4_YiA-Nfj7V0cCsP3u12Wd6gAVcvEqxHESlsI/edit#responses">https://docs.google.com/forms/d/196FBnc4_YiA-Nfj7V0cCsP3u12Wd6gAVcvEqxHESlsI/edit#responses</a> </div>
Anonymoushttp://www.blogger.com/profile/08052603215117903666noreply@blogger.com0tag:blogger.com,1999:blog-5013461142605698109.post-47941538691470592662016-06-08T00:02:00.001-07:002016-06-08T00:13:42.526-07:00Respeta el agua <style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }</style>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">1º-
Descargamos la música o cualquier cosa que se quiera introducir
junto con tu voz grabada después</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><br /></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">2º-
Una vez descargada la música la modificamos con el programa <u><b>Audacity</b></u>
para poder cortarla a los segundos que uno desee y exportarla como
mp3 o cualquier archivo.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><br /></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">3º-
Grabamos nuestra voz con el programa <u><b>Audacity</b></u> y unos
auriculares que lleven incorporado un micrófono. Exportamos la
grabación al mismo archivo que había sido exportado el anterior, si
es mp3 o cualquier archivo.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><br /></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">4º-
Una vez teniendo la música y la grabación, abrir el <u><b>Audacity</b></u>
y abrir el archivo con la música. Después importamos el archivo con
nuestra voz grabada para poder unirlo todo.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><br /></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">5º-
Cuando el archivo de nuestra voz es importado, saldrá como archivo
mono. Este archivo no es compatible si el de la música no es mono.
En este caso hay que cambiarlo a estéreo para poder ya modificar lo.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">6º-
Cuando ya todo esta hecho como he explicado podemos modificar todo,
cortar y añadir efectos hasta que se quede como uno desea.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><br /></span></span></div>
<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><u><b>Este
es mi anuncio sobre el mal gasto del agua en el mundo </b></u></span></span>
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<a class="zippyshare_link" href="http://www60.zippyshare.com/v/IxdMw9Hp/file.html" target="_blank">anuncio final.mp3</a>
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Anonymoushttp://www.blogger.com/profile/08052603215117903666noreply@blogger.com1tag:blogger.com,1999:blog-5013461142605698109.post-45444599761700501152016-04-05T04:36:00.001-07:002016-04-05T04:44:34.420-07:00Atardece bailando <br />
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<a href="https://4.bp.blogspot.com/-6vElFk7M7sE/VwOkv8z_HHI/AAAAAAAAAJM/R7yOI9DMx-kk-VfU5OukDgAcgFCt9QgrQ/s1600/images.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://4.bp.blogspot.com/-6vElFk7M7sE/VwOkv8z_HHI/AAAAAAAAAJM/R7yOI9DMx-kk-VfU5OukDgAcgFCt9QgrQ/s1600/images.jpeg" />1foto</a><a href="https://www.blogger.com/blogger.g?blogID=5013461142605698109" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><a 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Para poder realizar
este fotomontaje con el programa GNU he seguido los siguientes pasos:</div>
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1. Descargamos de
Google la imagen de fondo de la Torre Eiffel atardeciendo. Mas tarde
descargamos las imágenes de los bailarines. Los bailarines son 3
imágenes diferentes.</div>
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2. Abrimos el
programa GNU con la imagen de la torre Eiffel.</div>
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<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>3. Abrimos un nuevo
documento con la primera imagen de los los dos bailarines. Con la
herramienta activamos la mascara rápida y con la herramienta
borrador, borramos todo menos los bailarines que se quedaran de color
rojo. Después de borrarlo volvemos a desactivar la mascara rápida y
se seleccionara el fondo. Una vez seleccionado el fondo en
seleccionar-invertir invierte y se selecciona los bailarines, después
en editar-cortar, cortamos a los dos bailarines y abrimos un nuevo
GNU que sea transparente. Una vez abierto pegamos en el nuevo
documento y guardamos como xcf para poder mas tarde utilizarlo.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
4. Con el mismo
procedimiento que en el paso 3 debemos hacerlo con las dos imágenes
anteriormente descargadas de las bailarinas demostrando su talento en
la atardecer.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
5. Cuando las tres
imágenes de los bailarines están recortadas y en sus propios
documentos con el fondo transparente abrimos en GNU donde teníamos
la foto de la torre Eiffel. Una vez abierto arrastramos el primer
documento donde esta la pareja de bailarines hasta la foto de la
torre Eiffel. Una vez introducido el documento aparecen los 2
bailarines dentro. Con la herramienta de escalado ajustamos la imagen
al tamaño que deseemos y con la herramienta de mover la situamos
donde mas nos guste. Con los dos archivos que contienen las dos
imágenes siguientes realizamos los mismo pasos.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
6. Hay que tener en
cuenta que cuando arrastramos los 3 documentos en la parte derecha de
la pantalla tenemos una ventana donde aparecerán 4 capas. La primera
es de la torre Eiffel, la segunda de los dos bailarines, la tercera
de la saltadora y la cuarta de la bailarina. Con esas capas debes de
ir jugando y adaptando a la imagen principal.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
7. Una vez puesto en
sus sitios con el tamaño deseado a los bailarines con la herramienta
pincel y color negro pincho sobre cada capa de cada bailarín para
poder pintarlos de negro y poder dar un toque mas realista y
modernos, también para reservar el derecho de imagen de cada persona
y no salgan sus rostros.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
8. Cuando el
fotomontaje haya quedado a gusto de cada uno en archivo-exportar
como... exportamos como jpg para tenerlo como imagen.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-mSSSNSuiBVs/VwOiq3smWQI/AAAAAAAAAI8/VS728TcoMQwmCz6QL0i2qPZSnfTiq3CsQ/s1600/baile%2Beiffel.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://3.bp.blogspot.com/-mSSSNSuiBVs/VwOiq3smWQI/AAAAAAAAAI8/VS728TcoMQwmCz6QL0i2qPZSnfTiq3CsQ/s1600/baile%2Beiffel.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="425" src="https://3.bp.blogspot.com/-mSSSNSuiBVs/VwOiq3smWQI/AAAAAAAAAI8/VS728TcoMQwmCz6QL0i2qPZSnfTiq3CsQ/s640/baile%2Beiffel.jpg" width="640" /></a></div>
¡GRACIAS
POR VER MI FOTOMONTAGE Y SEGUIR MIS PASOS!
</div>
Anonymoushttp://www.blogger.com/profile/08052603215117903666noreply@blogger.com1tag:blogger.com,1999:blog-5013461142605698109.post-80472101045733325982016-03-02T00:08:00.000-08:002016-03-02T00:08:14.694-08:00Los Metales<iframe src="//www.slideshare.net/slideshow/embed_code/key/1GPKAUl4ttswY1" width="595" height="485" frameborder="0" marginwidth="0" marginheight="0" scrolling="no" style="border:1px solid #CCC; border-width:1px; margin-bottom:5px; max-width: 100%;" allowfullscreen> </iframe> <div style="margin-bottom:5px"> <strong> <a href="//www.slideshare.net/fransolanito/impress-ruizromero" title="Impress ruizromero" target="_blank">Impress ruizromero</a> </strong> from <strong><a target="_blank" href="//www.slideshare.net/fransolanito">fransolanito</a></strong> </div>Anonymoushttp://www.blogger.com/profile/08052603215117903666noreply@blogger.com1tag:blogger.com,1999:blog-5013461142605698109.post-87682755860876654342016-02-24T00:09:00.002-08:002016-02-24T00:09:33.566-08:00Coche de lujo<iframe src="//www.slideshare.net/slideshow/embed_code/key/qgB1CrDl0bnRdi" width="595" height="485" frameborder="0" marginwidth="0" marginheight="0" scrolling="no" style="border:1px solid #CCC; border-width:1px; margin-bottom:5px; max-width: 100%;" allowfullscreen> </iframe> <div style="margin-bottom:5px"> <strong> <a href="//www.slideshare.net/fransolanito/coches-de-lujo-58646235" title="Coches de lujo" target="_blank">Coches de lujo</a> </strong> from <strong><a target="_blank" href="//www.slideshare.net/fransolanito">fransolanito</a></strong> </div>Anonymoushttp://www.blogger.com/profile/08052603215117903666noreply@blogger.com0tag:blogger.com,1999:blog-5013461142605698109.post-56664744947399799142016-02-24T00:05:00.000-08:002016-02-24T00:05:02.123-08:00Platos internacionales<iframe src="//www.slideshare.net/slideshow/embed_code/key/uPrKoCw1t2CSTZ" width="595" height="485" frameborder="0" marginwidth="0" marginheight="0" scrolling="no" style="border:1px solid #CCC; border-width:1px; margin-bottom:5px; max-width: 100%;" allowfullscreen> </iframe> <div style="margin-bottom:5px"> <strong> <a href="//www.slideshare.net/fransolanito/comidas-internacionales-58645799" title="Comidas internacionales" target="_blank">Comidas internacionales</a> </strong> from <strong><a target="_blank" href="//www.slideshare.net/fransolanito">fransolanito</a></strong> </div>Anonymoushttp://www.blogger.com/profile/08052603215117903666noreply@blogger.com0tag:blogger.com,1999:blog-5013461142605698109.post-86269694193240694692016-02-23T04:41:00.000-08:002016-02-23T04:41:50.058-08:00Razas De Perros<iframe src="//www.slideshare.net/slideshow/embed_code/key/HCXVzOp4zdEM5y" width="595" height="485" frameborder="0" marginwidth="0" marginheight="0" scrolling="no" style="border:1px solid #CCC; border-width:1px; margin-bottom:5px; max-width: 100%;" allowfullscreen> </iframe> <div style="margin-bottom:5px"> <strong> <a href="//www.slideshare.net/fransolanito/perros-58604893" title="Perros" target="_blank">Perros</a> </strong> from <strong><a target="_blank" href="//www.slideshare.net/fransolanito">fransolanito</a></strong> </div>Anonymoushttp://www.blogger.com/profile/08052603215117903666noreply@blogger.com0tag:blogger.com,1999:blog-5013461142605698109.post-39410236204575220672016-02-23T04:35:00.000-08:002016-02-23T04:35:41.720-08:00Monumentos Madrid <iframe src="//es.slideshare.net/slideshow/embed_code/key/6oOcnOCqcGyljH" width="595" height="485" frameborder="0" marginwidth="0" marginheight="0" scrolling="no" style="border:1px solid #CCC; border-width:1px; margin-bottom:5px; max-width: 100%;" allowfullscreen> </iframe> <div style="margin-bottom:5px"> <strong> <a href="//es.slideshare.net/fransolanito/monumentos-de-madrid-58604666" title="Monumentos de madrid" target="_blank">Monumentos de madrid</a> </strong> from <strong><a target="_blank" href="//es.slideshare.net/fransolanito">fransolanito</a></strong> </div>Anonymoushttp://www.blogger.com/profile/08052603215117903666noreply@blogger.com0tag:blogger.com,1999:blog-5013461142605698109.post-10104169735987867652016-02-19T05:19:00.001-08:002016-02-19T05:20:23.603-08:00Componentes del Ordenador<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//es.slideshare.net/slideshow/embed_code/key/8v8vxD6tVSHr50" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br />
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Anonymoushttp://www.blogger.com/profile/08052603215117903666noreply@blogger.com0tag:blogger.com,1999:blog-5013461142605698109.post-49753948227091870852015-11-13T05:35:00.001-08:002015-11-13T05:35:55.741-08:00
<style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }</style>
<br />
<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><b>TIPOS
DE SOFTWARE </b></span></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><ol><div align="left" style="line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><b>1.
Software de base</b></span></span></span></div>
</ol>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> Es
aquel que “hace funcionar” al ordenador. Es el que trabaja
directamente con el hardware haciéndolo funcionar, y poniéndolo al
servicio del resto del software y por tanto del usuario. El
software de base se divide en dos grupos diferentes: los <b>sistemas
operativos</b> y los <b>drivers</b></span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><ol><div align="left" style="line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><b>1.1
Sistemas operativos</b></span></span></span></div>
<div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;">Un
sistema operativo es el software de base más importante. Algunos
ejemplos son que se encarga del funcionamiento coordinado de todos
los componentes para que funcionen como una sola máquina.</span></span></span></div>
</ol>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> Un
buen sistema operativo aprovechará toda la potencia que ofrece el
hardware. En cambio, un mal sistema operativo no sólo
desaprovechará el hardware, sino que lo hará funcionar mal.
Algunas d ellas cuestiones sobre el funcionamiento de los sistemas
operativos son que el sistema operativo es el primer programa o
software que se encarga o ejecuta al arrancar o reiniciar el
ordenador.</span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> Ejemplos
de sistemas operativos son:</span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><ul>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;">MS
Windows xp</span></span></span></div>
</li>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;">Unix</span></span></span></div>
</li>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;">Linux
( Guadalinex...)</span></span></span></div>
</li>
</ul>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> <b>1.2
Drivers</b></span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> Hace
funcionar como una sola máquina todos los componentes del ordenador
es muy complicado. La principal dificultad no viene de los
diferentes tipos de componentes, sino de los diferentes modelos de
cada tipo. Es decir, que los programas no sólo deben saber manejar
la tarjeta gráfica, sino que deben saber manejar la nVidia
Ge-Force2 MX-400, por ejemplo. Esto supondría que habría que hacer
para un programa concreto una versión especial para cada modelo de
componente. Para evitarlo, es necesario hacer una labor de
“unificación”de modelos.</span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><a href="http://4.bp.blogspot.com/-RcoKLpgI7dw/VkXmc1sDpAI/AAAAAAAAAGw/5AFqkDuFM9g/s1600/foto_1330.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="276" src="http://4.bp.blogspot.com/-RcoKLpgI7dw/VkXmc1sDpAI/AAAAAAAAAGw/5AFqkDuFM9g/s320/foto_1330.png" width="320" /></a></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> Los
divers permiten que un determinado modelo de componente funcione con
un sistema operativo. De esa manera todos los programas creados para
ese sistema operativo. De esa manera todos los programas creados
para ese sistema operativo pueden usar ese componente.</span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> Algunas
cuestiones sobre el funcionamiento de los drivers son que cada
drivers está diseñado para un modelo de componente, y no vale para
otro modelo, aunque sea del mismo tipo de componente. Cada diver
está diseñado para un sistema operativo, y no vale para otro. Para
que un programa pueda usar un componente es necesario que esté
instalado el driver del componente en el sistema operativo donde se
ejecuta el programa. Los divers de un dispositivo DEBEN venir con el
correspondient dispositivo.</span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><b> </b><u><b>2</b></u><b>.
Software de aplicación</b></span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> Es
aquel que el usuario utiliza para realizar su trabajo. Este software
se comunica con el hardware a través del software de base, haciendo
de intermediario entre el usuario y el ordenador. Existe una amplia
variedad de software de este tipo que veremos más adelante. El
software de aplicación tiene solo un grupo que es Software de
ofimática.</span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> <b>2.1
Software de ofimática</b></span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> Es
el tipo de aplicaciones más importantes y más utilizado, ya que los
ordenadores se han convertido en herramientas ideales para el
trabajo diario de oficina. Dentro de software de ofimática tenemos
varios tipos de aplicaciones:</span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> </span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><ul>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Procesadores
de texto:</b></u><span style="text-decoration: none;"> se utilizan
para crear documentos de texto con gran riqueza tipográfica.
Ejemplos son OpenOffice.org2 Writer.</span></span></span></span></div>
</li>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Hojas
de calculo:</b></u><span style="text-decoration: none;"> mediante una
estructura de celdas organizadas en hojas, filas y </span><span style="text-decoration: none;">columnas</span><span style="text-decoration: none;">
permiten realizar gran cantidad de cálculos de manera muy rápida.
Ejemplos son el OpenOffice.org2 Calc.</span></span></span></span></div>
</li>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Gestores
de bases de datos:</b></u><span style="text-decoration: none;">
</span><span style="text-decoration: none;">permiten</span><span style="text-decoration: none;">
el </span><span style="text-decoration: none;">almanecimiento</span><span style="text-decoration: none;">
y la consulta de datos organizados de manera estructurada. Ejemplos
son el MS Access</span></span></span></span></div>
</li>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Editores
de presentaciones</b></u><span style="text-decoration: none;">:
permiten crear presentaciones con textos y gráficos. Ejemplos son
el MS PowerPoint.</span></span></span></span></div>
</li>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Agendas
y organizadores:</b></u><span style="text-decoration: none;"> se
trata de auténticas agendas electrónicas, que almacenan citas,
fechas, contactos, direcciones ect... ejemplos son el MS Outlook</span></span></span></span></div>
</li>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Visualizadores
de PDF:</b></u><span style="text-decoration: none;"> el formato PDF
se ha convertido en el estándar de documento electrónico. Aunque
hay más, el original y el usado por el 99,9% de los usuarios es el
Adobe Reader.</span></span></span></span></div>
</li>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Suites:</b></u><span style="text-decoration: none;">
son paquetes de software que </span><span style="text-decoration: none;">incluyen</span><span style="text-decoration: none;">
una aplicación de cada uno de los tipos citados anteriormente,
cubriendo casi todas las necesidades de una oficina.</span></span></span></span></div>
</li>
</ul>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> Existen
muchos más tipos de aplicaciones de ofimática, pero estos son los
más importantes.</span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><span style="text-decoration: none;"> </span><span style="text-decoration: none;"><b>2.2
Utilidades</b></span></span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> Este
grupo de programas incluyen aplicaciones cuya finalidad está muy
relacionada con el funcionamiento del propio ordenador.</span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><ul>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Rendimiento
/ Diagnóstico:</b></u> son programas que analizan el rendimiento
del ordenador. Ejemplos son el SIW</span></span></span></div>
</li>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Compresores:
</b></u>son utilidades que permiten reducir el tamaño de los
archivos para que ocupen menos en el disco duro o cualquier otra
unidad, transformándose en un nuevo tipo de archivo especial.
Ejemplos son el Winzip</span></span></span></div>
</li>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Antivirus:</b></u>
son utilidades cuya finalidad es detectar y eliminar virus. Ejemplos
son el McAfee Virus Scan.</span></span></span></div>
</li>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Programas
de grabación</b></u>: son utilidades que utilizando las unidades re
grabadoras de CD y DVD permiten crear Cds y DVDs. Ejemplos son el
Nero Burning Rom.</span></span></span></div>
</li>
</ul>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> </span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> <b>2.3
Multimedia</b></span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> Este
grupo está formado por aquellos programas dedicados a la creación y
edición de contenidos multimedia.</span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> </span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><i> General</i></span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><ul>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Entornos
de reproducción multimedia</b></u>: son aplicaciones capaces de
reproducir tanto archivos de audio como de video, en diferentes
formatos. Ejemplos son el Windows Media Player.</span></span></span></div>
</li>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Codecs</b></u>:
son Codificadores. No son aplicaciones sino métodos que permiten
que tanto el sonido, como la imagen y el video pueda ocupar poco
espacio. Ejemplos son el DivX;)</span></span></span></div>
</li>
</ul>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> </span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><i> Sonido</i></span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> Aplicaciones
dedicadas exclusivamente al tratamiento del sonido en el ordenador.</span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> </span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><ul>
<li><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Reproductores:</b></u>
sólo se limitan a reproducir archivos de sonido o Cds musicales.
Ejemplos son Sonique</span></span></span></div>
</li>
<li><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Editores</b></u>:
permiten tomar un archivo de sonido y modificarlo con determinados
efectos, modificando el dibujo de su onda. Ejemplos son el Adobe
Auditions.</span></span></span></div>
</li>
<li><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Otros:</b></u>
otras pequeñas utilidades cubren lagunas de otros programas.</span></span></span></div>
</li>
</ul>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> <i>Vídeo</i></span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><i> </i></span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><i> </i>Son
similares a los de audio, pero con el añadido de lo complejo que son
los archivos de vídeo.</span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><ul>
<li><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Reproductores</b></u>:
su función es la de reproducir los archivos de video. Ejemplos son
el Media Player Classic.</span></span></span></div>
</li>
<li><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Editores:</b></u>
los editores de vídeo sirven para crear y sobre todo modificar los
archivos de vídeo. Ejemplos son el Adobe Premier</span></span></span></div>
</li>
<li><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Reproductores
de DVD</b></u>: son aplicaciones capaces de reproducir DVD de vídeo
como si de un reproductor físico propiamente dicho se trata.
Ejemplos son el Powe DVD</span></span></span></div>
</li>
<li><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Otros</b></u>:
al igual que para el sonido, par los archivos de vídeo existen
otras aplicaciones con una funcionalidad muy específica.</span></span></span></div>
</li>
</ul>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> </span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><i> Gráficos</i></span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><i> </i>El
objetivo de estos programas es la creación, adquisición,
modificación, visualización, impresión ect. De archivos gráficos.
Tendremos varios tipos</span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><ul>
<li><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Visualizadores:</b></u>
su finalidad es mostrar los archivos gráficos. Ejemplos son el
ACDSee</span></span></span></div>
</li>
<li><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Editores:</b></u>
sirven para crear y sobre todo modificar las imágenes de los
archivos gráficos. Ejemplos son el Adobe PhotoShop</span></span></span></div>
</li>
<li><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><b>Escaneo
y OCR:</b> son programas que sirven para adquirir imágenes de un
escáner. Ejemplos son el Realdlris.</span></span></span></div>
</li>
<li><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>CAD:</b></u>
son las aplicaciones que utilizan los ingenieros para elaborar
planos. Ejemplos son el Autocad</span></span></span></div>
</li>
<li><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Diseño
3D</b></u>: son aplicaciones que se utilizan para construir objetos
tridimensionales en un espacio virtual y animarlos. Ejemplos son el
3D Studio</span></span></span></div>
</li>
</ul>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> <b>2.4
Internet</b></span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"> Este
grupo está formado por los programas que sirven para la conexión a
Internet. Tendremos varios tipos.</span></span></span></div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><ul>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><b>Navegadores:
</b>se utilizan para acceder a multitud de servicios de internet
mostrando contenidos multimedia. Ejemplos son el Firefox</span></span></span></div>
</li>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Clientes
de E-mail</b></u>: son programas que se utilizan para recibir y
enviar correos electrónicos a través de un servidor de mal.
Ejemplos son el MS Outlokk Express</span></span></span></div>
</li>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Chat
y mensajería instantánea</b></u>: se trata de pequeños programas
que sirven para tener conversaciones en tiempo real con los
contactos registrados. Ejemplos son el MSN Messenger</span></span></span></div>
</li>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Reproductores
multimedia interne</b></u>t: son programas que permiten ver
contenidos multimedia que son transmitidos por internet. Ejemplos
son el Real Player</span></span></span></div>
</li>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>Firewalls</b></u>:
son programas que impiden la intrusión de otros equipos al nuestro
a través de internet. Ejemplos son el Zone Alarm.</span></span></span></div>
</li>
<li><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><span style="font-family: Liberation Serif, serif;"><u><b>P2P</b></u>:
son aplicaciones que permiten compartir archivos en internet con
otros usuarios. Ejemplos son el emule.</span></span></span></div>
</li>
</ul>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;"><br /></span></span>
</div>
<span style="font-size: large;"><span style="color: white;">
</span></span><div align="left" style="line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="font-size: large;"><span style="color: white;">
</span></span><br />
</div>
<div align="left" style="font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
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Anonymoushttp://www.blogger.com/profile/08052603215117903666noreply@blogger.com1tag:blogger.com,1999:blog-5013461142605698109.post-78573007558890377532015-10-28T00:37:00.002-07:002015-10-28T00:37:44.182-07:00<div style="text-align: center;">
<span style="color: white;"><b><u><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: x-large;">LICENCIA GNU-GPL</span></span></u></b></span></div>
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<span style="color: white;"><a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQIC1hYxourHEMDFOLo7gK0Tqy0HLoAghscRBNLsQggAgyB0sg2tA" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de Richard Stallman" border="0" class="rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQIC1hYxourHEMDFOLo7gK0Tqy0HLoAghscRBNLsQggAgyB0sg2tA" data-sz="f" name="TZ9NocIPU6mQmM:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQIC1hYxourHEMDFOLo7gK0Tqy0HLoAghscRBNLsQggAgyB0sg2tA" style="height: 168px; margin-top: 0px; width: 300px;" /></a><b><span style="font-family: Arial,Helvetica,sans-serif;"> </span></b></span></div>
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<span style="color: white;"><b><span style="font-family: Arial,Helvetica,sans-serif;">Es una licencia creada por la Free Software Foundation en 1989 (la primera versión, escrita por Richard Stallman), y está orientada principalmente a proteger la libre distribución, modificación y uso de software. Su propósito es declarar que el software cubierto por esta licencia es software libre y protegerlo de intentos de apropiación que restrinjan esas libertades a los usuarios.</span></b></span></div>
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<span style="color: white;"><b><span style="font-family: Arial,Helvetica,sans-serif;">Estos son los 5 software con licencia GNU-GPL:</span></b></span><br />
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<span style="color: white;"><b><span style="font-family: Arial,Helvetica,sans-serif;"> - Maxima </span></b></span></div>
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<span style="color: white;"><a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQKk7t-k1eKiS6NiIyOt6LavETABrhcdIkMmdalKyJ0n_wiy7R_pg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de maxima software" border="0" class="rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQKk7t-k1eKiS6NiIyOt6LavETABrhcdIkMmdalKyJ0n_wiy7R_pg" data-sz="f" height="187" name="WTb4SkEuJ13GDM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQKk7t-k1eKiS6NiIyOt6LavETABrhcdIkMmdalKyJ0n_wiy7R_pg" style="margin-top: -4px;" width="200" /></a></span></div>
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<span style="color: white;"><b><span style="font-family: Arial,Helvetica,sans-serif;"> </span></b></span></div>
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<span style="color: white;"><b><span style="font-family: Arial,Helvetica,sans-serif;"> - </span><span style="font-family: Arial,Helvetica,sans-serif;">sagCAD</span></b></span></div>
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<span style="color: white;"><a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSp5HbRYIRRhqGKVuucwB3mlc0fIN8iV34sh0P98P3L5tceSrBr" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagen de sagCAD software" border="0" class="rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSp5HbRYIRRhqGKVuucwB3mlc0fIN8iV34sh0P98P3L5tceSrBr" data-sz="f" height="149" name="TFZRTCdoFlMtIM:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSp5HbRYIRRhqGKVuucwB3mlc0fIN8iV34sh0P98P3L5tceSrBr" style="height: 182px; margin-top: 0px; width: 243px;" width="200" /></a><b> </b></span><br />
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<span style="color: white;"><b> -GRETL</b></span></div>
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" 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" style="height: 179px; margin-top: 0px; width: 278px;" /></a></span></div>
<span style="color: white;"><b> </b></span></div>
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<span style="color: white;"><b><span style="font-family: Arial,Helvetica,sans-serif;"> - MM5 </span></b></span></div>
<div data-canvas-width="84.45815647888185" data-font-name="g_font_184_0" dir="ltr" style="font-size: 14.64px; left: 144px; text-align: justify; top: 708.24px; transform-origin: 0% 0% 0px; transform: scale(0.789329, 1);">
<span style="color: white;"><b><img alt="Resultado de imagen de software MM5" class="rg_i" data-src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTSNBP-J0pSy8UAXSXiYUHZgym9GGM19aOWRMedokDVKIuRULoX" data-sz="f" name="ehU7o1TL4M70sM:" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTSNBP-J0pSy8UAXSXiYUHZgym9GGM19aOWRMedokDVKIuRULoX" style="height: 156px; margin-left: 0px; margin-right: 0px; margin-top: 0px; width: 306px;" /></b></span></div>
<div data-canvas-width="84.45815647888185" data-font-name="g_font_184_0" dir="ltr" style="font-size: 14.64px; left: 144px; text-align: justify; top: 708.24px; transform-origin: 0% 0% 0px; transform: scale(0.789329, 1);">
</div>
<div data-canvas-width="84.45815647888185" data-font-name="g_font_184_0" dir="ltr" style="font-size: 14.64px; left: 144px; text-align: justify; top: 708.24px; transform-origin: 0% 0% 0px; transform: scale(0.789329, 1);">
<span style="color: white;"><b><span style="font-family: Arial,Helvetica,sans-serif;"> </span></b></span><br />
<span style="color: white;"><b><span style="font-family: Arial,Helvetica,sans-serif;"> -Inkscape</span></b></span></div>
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<span style="color: white;"><a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de software Inkscape" border="0" class="rg_i" data-sz="f" name="JPl-zy0WRXkzWM:" 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" style="height: 178px; margin-top: 0px; width: 267px;" /></a></span><b><span style="color: white;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span><span style="font-family: Arial,Helvetica,sans-serif;"> </span></b></div>
Anonymoushttp://www.blogger.com/profile/08052603215117903666noreply@blogger.com1tag:blogger.com,1999:blog-5013461142605698109.post-16459937259351078342015-10-18T12:39:00.003-07:002015-10-19T00:48:08.597-07:00<div style="text-align: center;">
<span style="color: white;"><span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="font-size: large;">Generaciones de los ordenadores</span> </b></span></span></div>
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<span style="color: white;">En la siguiente tabla os explico las diferentes características de las generaciones de los ordenadores.</span><html>
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<a href="https://www.blogger.com/null" name="docs-internal-guid-b2c818eb-7c5d-352a-a817-bf9de371b4c5"></a>
<span style="color: white;"><span style="font-family: Arial, sans-serif;"><b><span style="background: #000000;"><span style="text-decoration: none;"><span style="font-size: xx-small;"><i>Número
de Generación</i></span></span> </span></b></span></span>
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<a href="https://www.blogger.com/null" name="docs-internal-guid-b2c818eb-7c5d-69a4-4810-2fbad971bf18"></a>
<br />
</div>
<div align="CENTER" style="margin-bottom: 0cm; text-decoration: none;">
<span style="color: white;"><span style="font-family: Arial, sans-serif;"><span style="font-size: xx-small;"><i><b><span style="background: #000000;">Años</span></b></i></span></span></span></div>
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<a href="https://www.blogger.com/null" name="docs-internal-guid-b2c818eb-7c5d-8b3f-2733-e935dfbd8e16"></a>
<br />
</div>
<div align="CENTER" style="margin-bottom: 0cm; text-decoration: none;">
<span style="color: white;"><span style="font-family: Arial, sans-serif;"><span style="font-size: xx-small;"><i><b><span style="background: #000000;">Característica
principal</span></b></i></span></span></span></div>
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<td bgcolor="#000000" width="25%">
<div align="CENTER" style="margin-bottom: 0cm;">
<a href="https://www.blogger.com/null" name="docs-internal-guid-b2c818eb-7c5d-ac55-872d-510e2fcd344a"></a>
<br />
</div>
<div align="CENTER" style="margin-bottom: 0cm; text-decoration: none;">
<span style="color: white;"><span style="font-family: Arial, sans-serif;"><span style="font-size: xx-small;"><i><b><span style="background: #000000;">Dimensiones</span></b></i></span></span></span></div>
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<div style="margin-bottom: 0cm;">
<a href="https://www.blogger.com/null" name="docs-internal-guid-b2c818eb-7c5d-db54-7aa5-c2ec116b25b3"></a>
<span style="color: white;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><b><span style="background: #000000;"><span style="text-decoration: none;"><i>1º</i></span>
</span></b></span></span></span>
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<td bgcolor="#000000" width="25%">
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<span style="color: white;"><span style="font-family: Arial, sans-serif;"><span style="font-size: xx-small;"><b><span style="background: #000000;"><span style="text-decoration: none;"><i>se
desarrolla 1940 y 1952</i></span></span></b></span></span></span></div>
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</td>
<td bgcolor="#000000" width="25%">
<div style="margin-bottom: 0cm;">
<span style="color: white;"><span style="font-family: Arial, sans-serif;"><span style="font-size: xx-small;"><b><span style="background: #000000;"><span style="text-decoration: none;"><span style="font-style: normal;">los
ordenadores funcionaban con valvula de vacio</span></span></span></b></span></span></span></div>
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</td>
<td bgcolor="#000000" width="25%">
<span style="color: white;"><span style="font-family: Arial, sans-serif;"><span style="font-size: xx-small;"><b><span style="background: #000000;"><span style="text-decoration: none;"><i>Su
peso era aproximadamente entre 70 y 80 toneladas. 6).- Su longitud
era entre 18 a 20 metros.</i></span></span></b></span></span></span><br />
</td>
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<td bgcolor="#000000" width="25%">
<div style="margin-bottom: 0cm;">
<a href="https://www.blogger.com/null" name="docs-internal-guid-b2c818eb-7c5e-0da6-5d86-f10eb881beea"></a>
<span style="color: white;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><b><span style="background: #000000;"><span style="text-decoration: none;"><i>2º</i></span>
</span></b></span></span></span>
</div>
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<br />
<br />
<br />
<br />
</td>
<td bgcolor="#000000" width="25%">
<div style="margin-bottom: 0cm;">
<span style="color: white;"><span style="font-family: Arial, sans-serif;"><span style="font-size: xx-small;"><b><span style="background: #000000;"><span style="text-decoration: none;"><i>va
desde 1952 al 1964</i></span></span></b></span></span></span></div>
<br />
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</td>
<td bgcolor="#000000" width="25%">
<div style="margin-bottom: 0cm;">
<span style="color: white;"><span style="font-family: Arial, sans-serif;"><span style="font-size: xx-small;"><b><span style="background: #000000;"><span style="text-decoration: none;"><span style="font-style: normal;">se
sustituye la valvula por un transistor</span></span></span></b></span></span></span></div>
<br />
<br />
</td>
<td bgcolor="#000000" width="25%">
<span style="color: white;"><span style="font-family: Arial, sans-serif;"><span style="font-size: xx-small;"><b><span style="background: #000000;"><span style="text-decoration: none;"><i>Disminuye
el tamaño físico de las computadoras aproximadamente
en un 50%</i></span></span></b></span></span></span><br />
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<div style="margin-bottom: 0cm;">
<a href="https://www.blogger.com/null" name="docs-internal-guid-b2c818eb-7c5e-70d1-f5f6-d0f7dc97cca4"></a>
<span style="color: white;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><b><span style="background: #000000;"><span style="text-decoration: none;"><i>3º</i></span>
</span></b></span></span></span>
</div>
<div style="margin-bottom: 0cm;">
<br />
</div>
<div style="margin-bottom: 0cm;">
<br />
</div>
<br />
<br />
</td>
<td bgcolor="#000000" width="25%">
<div style="margin-bottom: 0cm; text-decoration: none;">
<a href="https://www.blogger.com/null" name="docs-internal-guid-b2c818eb-7c5f-26ae-ae6f-117c0f9b45d5"></a>
<span style="color: white;"><span style="font-family: Arial, sans-serif;"><span style="font-size: xx-small;"><i><b><span style="background: #000000;">se
dio entre 1964 y 1971</span></b></i></span></span></span></div>
<span style="color: white;"><span style="font-family: Arial, sans-serif;"><span style="font-size: xx-small;"><b><span style="background: #000000;"><br /></span></b></span></span></span><br />
<br />
</td>
<td bgcolor="#000000" width="25%">
<div style="margin-bottom: 0cm;">
<span style="color: white;"><span style="font-family: Arial, sans-serif;"><span style="font-size: xx-small;"><b><span style="background: #000000;"><span style="text-decoration: none;"><span style="font-style: normal;">se
comienzan a utilizar circuitos integrados</span></span></span></b></span></span></span></div>
<br />
<br />
</td>
<td bgcolor="#000000" width="25%">
<span style="color: white;"><span style="font-family: Arial, sans-serif;"><span style="font-size: xx-small;"><b><span style="background: #000000;"><span style="text-decoration: none;"><i>Disminuye
de un 60 a un 70% el tamaño físico de las
computadoras.</i></span></span></b></span></span></span><br />
</td>
</tr>
<tr></tr>
<tr valign="TOP">
<td bgcolor="#000000" width="25%">
<div style="margin-bottom: 0cm;">
<a href="https://www.blogger.com/null" name="docs-internal-guid-b2c818eb-7c5e-d6f6-3b26-b1a9d49ce352"></a>
<span style="color: white;"><span style="font-family: Arial, sans-serif;"><span style="font-size: x-small;"><b><span style="background: #000000;"><span style="text-decoration: none;"><i>4º</i></span>
</span></b></span></span></span>
</div>
<br />
<br />
<br />
<br />
<br />
<br />
</td>
<td bgcolor="#000000" width="25%">
<span style="color: white;"><span style="font-family: Arial, sans-serif;"><span style="font-size: xx-small;"><b><span style="background: #000000;"><span style="text-decoration: none;"><i>se
desarrolla entre 1971 y 1981</i></span></span></b></span></span></span><br />
</td>
<td bgcolor="#000000" width="25%">
<span style="color: white;"><span style="font-family: Arial, sans-serif;"><span style="font-size: xx-small;"><b><span style="background: #000000;"><span style="text-decoration: none;"><i>se
integro componentes electronicos</i></span></span></b></span></span></span><br />
</td>
<td bgcolor="#000000" width="25%">
<span style="color: white;"><span style="font-family: Arial, sans-serif;"><span style="font-size: xx-small;"><b><span style="background: #000000;"><span style="text-decoration: none;"><i>se
reduce de un 80 a un 90%</i></span></span></b></span></span></span><br />
</td>
</tr>
</table>
<div style="margin-bottom: 0cm;">
<br />
</div>
</body>
</html>Anonymoushttp://www.blogger.com/profile/08052603215117903666noreply@blogger.com1tag:blogger.com,1999:blog-5013461142605698109.post-85344508061405526162015-10-13T04:37:00.002-07:002015-10-13T23:36:35.990-07:00<div style="text-align: left;">
<span style="color: blue;"><b><span style="font-size: large;"><span style="font-family: Arial, Helvetica, sans-serif;"> <span style="color: #bf9000;"> </span></span></span><span style="color: #bf9000;"><span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: large;"><span style="font-size: x-large;">Primeros Ordenadores</span></span></span></span><u><span style="font-size: large;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: x-large;"> </span></span></span></span></u></b></span></div>
<div style="text-align: left;">
<span style="font-size: small;"><b><span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: small;"><a href="http://4.bp.blogspot.com/--AmZzztMssk/Vhzq2OaoGiI/AAAAAAAAAFg/oyvf2TxAi0w/s1600/mark%2B1.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="128" src="http://4.bp.blogspot.com/--AmZzztMssk/Vhzq2OaoGiI/AAAAAAAAAFg/oyvf2TxAi0w/s200/mark%2B1.jpeg" width="200" /></a></span></div>
<div style="font-style: normal; font-variant: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link {</style><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b>
</b><span style="color: white;"><span style="font-variant: normal;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="background: none repeat scroll 0% 0% transparent;"><b>La
Mark</b> I tenía 2.5 metros de alto y 17 metros de largo, pesaba 31500
kg, contenía 800 km de cable aproximadamente y tenía más de
3000000 de conexiones.</span></span></span></span>La
Mark I recibía sus secuencias de instrucciones (programas) y sus
datos a través de lectoras de cinta perforada de papel y los números
se transferían de un registro a otro por medio de señales
eléctricas. Tal vez por eso no deba sorprendernos que a pesar de
medir sólo 15 metros de largo, el cableado interno de la Mark I
tenía una longitud de más de 800 kilómetros.</span></span></span></div>
<div style="font-style: normal; font-variant: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="color: white;"><br /></span></div>
<div style="font-style: normal; font-variant: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link { }</style>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: white;"><a href="http://2.bp.blogspot.com/-cIlCJu3W7KE/VhzrallenqI/AAAAAAAAAFo/A63_MnQq_ac/s1600/Two_women_operating_ENIAC.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="132" src="http://2.bp.blogspot.com/-cIlCJu3W7KE/VhzrallenqI/AAAAAAAAAFo/A63_MnQq_ac/s200/Two_women_operating_ENIAC.gif" width="200" /></a><span style="font-family: DejaVu Sans Condensed, sans-serif;"><span style="font-variant: normal;"><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><b><span style="background: transparent;">El
ENIAC</span></b></span></span></span></span><span style="font-variant: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;"><span style="background: transparent;">
</span></span></span></span><span style="font-variant: normal;"><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: transparent;">fue
un ordenador electrónico digital con fines generales a gran escala.
Fue en su época la máquina más grande del mundo, compuesto de unas
17468 tubos de </span></span></span></span></span></span><span style="font-variant: normal;"><span style="text-decoration: none;"><span style="font-size: small;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: transparent;">vació.</span></span></span></span></span></span><span style="font-weight: normal;">La
computadora podía calcular trayectorias de proyectiles, lo cual fue
el objetivo primario al construirla. En 1,5 segundos era posible
calcular la potencia 5000 de un número de hasta 5 cifras.La ENIAC
podía resolver 5000 sumas y 300 multiplicaciones en 1 segundo</span><span style="font-weight: normal;">.</span></span></span></div>
<div style="font-style: normal; font-variant: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<span style="color: white;"><br /></span>
<style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link { }</style>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: white;"></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: white;"><br /></span></div>
<div style="font-style: normal; font-variant: normal; font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-decoration: none;">
<style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link { }</style>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: white;"></span></div>
<div style="text-decoration: none;">
<span style="color: white;"><a href="http://4.bp.blogspot.com/-ytxhpsIb_J0/VhzrdFFz3kI/AAAAAAAAAF0/2AA78QhHv-o/s1600/275px-IBM_PC_5150.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="144" src="http://4.bp.blogspot.com/-ytxhpsIb_J0/VhzrdFFz3kI/AAAAAAAAAF0/2AA78QhHv-o/s200/275px-IBM_PC_5150.jpg" width="200" /></a><span style="font-size: small;"><style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link { </style><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-variant: normal;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;"><b>El
IBM Personal Computer</b>, conocido comúnmente como el IBM PC, es la
versión original y el progenitor de la plataforma de hardware</span></span></span></span></span><span style="font-variant: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">
</span></span></span></span><span style="font-variant: normal;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">compatible
IBM PC. Es el IBM modelo 5150, y fue introducido el 12 de agosto de
1981. Fue creado por un equipo de ingenieros y de diseñadores bajo
la dirección de</span></span></span></span></span><span style="font-variant: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">
</span></span></span></span><span style="font-variant: normal;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">Don
Estridge</span></span></span></span></span><span style="font-variant: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">
</span></span></span></span><span style="font-variant: normal;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">del
IBM Entry Systems Division en</span></span></span></span></span><span style="font-variant: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">
</span></span></span></span><span style="font-variant: normal;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">Boca
Ratón,</span></span></span></span></span><span style="font-variant: normal;"><span style="text-decoration: none;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">
</span></span></span></span><span style="font-variant: normal;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">Florida</span></span></span></span></span></span></span></span></div>
<div style="text-decoration: none;">
<span style="color: white;"><span style="font-size: small;"><span style="font-variant: normal;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;"> </span></span></span></span></span>
<style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link { }</style>
</span></span></div>
<span style="color: white;"><br /></span>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: white;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><a href="data:image/png;base64,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" width="198" /></a><span style="font-variant: normal;"><span style="text-decoration: none;"><span lang="es-ES"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;"><b>Apple
macintosh</b>:</span></span></span></span></span></span><span style="font-variant: normal;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">
Fue la primera en contar con una interfaz gráfica amigable con el
usuario que además hizo realidad la posibilidad de imprimir en casa
junto a la impresora LaserWrite y el software Aldus PageMake</span></span></span></span></span></span></span></span></div>
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Anonymoushttp://www.blogger.com/profile/08052603215117903666noreply@blogger.com1tag:blogger.com,1999:blog-5013461142605698109.post-58549469816411765252015-10-05T00:25:00.001-07:002015-10-12T07:49:04.854-07:00La fractura digital<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 14px; line-height: 19.6px;"><b style="background-color: #cfe2f3;"><span style="font-size: medium;">1.</span><span style="color: #444444;">Ordena de mayor a menor las zonas del mundo según el porcentaje de población. A continuación ordénalas de mayor a menor porcentaje de usuarios de internet. ¿Qué observas?</span></b></span></span><br />
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<span style="color: #444444;"><span style="background-color: #cfe2f3; font-family: Arial, Helvetica, sans-serif;">Entre los continentes que se muestran en la tabla hay una fractura digital, es decir, hay una gran diferencia entre los continentes que pueden acceder a las nuevas tecnologías de la información y los que no (que son muchos más numerosos).</span></span></div>
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<span style="color: #444444;"><span style="background-color: #cfe2f3; font-family: Arial, Helvetica, sans-serif;">Observo que en los países más pobres hay un bajo porcentaje de personas que usan Internet, como es el caso de África u Oceanía, en cambio, en los países ricos el porcentaje es mayor dado que hay más facilidad para acceder a Internet y en la mayoría de los hogares hay una mayor posibilidad de obtener recursos TIC.</span></span></div>
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<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>ESTADISTICAS
MUNDIALES DE INTERNET Y DE LA POBLACION </b></span></span>
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<span style="font-family: Califa;"><span style="font-size: xx-small;">Continente</span></span></div>
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<span style="font-family: Califa;"><span style="font-size: xx-small;">Población</span></span></div>
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<span style="font-family: Califa;"><span style="font-size: xx-small;">Porcentaje</span></span></div>
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<span style="font-family: Califa;"><span style="font-size: xx-small;">Usuario
de internet</span></span></div>
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<span style="font-family: Califa;"><span style="font-size: xx-small;">Porcentaje</span></span></div>
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<span style="font-family: Califa;"><b>África</b></span><br />
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<br />
</td>
<td bgcolor="#00ccff" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<span style="font-family: Califa;"><b>15,95%</b></span><br />
</td>
<td bgcolor="#ff950e" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<div style="margin-bottom: 0.5cm;">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>313,257,074</b></span></span></div>
<br />
<br />
</td>
<td bgcolor="#ff950e" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="20%">
<span style="font-family: Califa;"><b>9,5%</b></span><br />
</td>
</tr>
<tr valign="top">
<td bgcolor="#ff3333" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<span style="font-family: Califa;"><b>Asia</b></span><br />
</td>
<td bgcolor="#00ccff" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<div style="margin-bottom: 0.5cm;">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>4,032,466,882</b></span></span></div>
<br />
<br />
</td>
<td bgcolor="#00ccff" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<span style="font-family: Califa;"><b>55,55%</b></span><br />
</td>
<td bgcolor="#ff950e" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<div style="margin-bottom: 0.5cm;">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>1,563,208,143</b></span></span></div>
<br />
<br />
</td>
<td bgcolor="#ff950e" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="20%">
<span style="font-family: Califa;"><b>47,7%</b></span><br />
</td>
</tr>
<tr valign="top">
<td bgcolor="#ff3333" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<span style="font-family: Califa;"><b>Europa</b></span><br />
</td>
<td bgcolor="#00ccff" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<div style="margin-bottom: 0.5cm;">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>821,555,904</b></span></span></div>
<br />
<br />
</td>
<td bgcolor="#00ccff" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<span style="font-family: Califa;"><b>11,35%</b></span><br />
</td>
<td bgcolor="#ff950e" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<div style="margin-bottom: 0.5cm;">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>604,122,380</b></span></span></div>
<br />
<br />
</td>
<td bgcolor="#ff950e" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="20%">
<span style="font-family: Califa;"><b>18,47%</b></span><br />
</td>
</tr>
<tr valign="top">
<td bgcolor="#ff3333" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<div style="margin-bottom: 0.5cm;">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>Oriente
Medio </b></span></span>
</div>
<br />
<br />
</td>
<td bgcolor="#00ccff" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<div style="margin-bottom: 0.5cm;">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>236,137,235</b></span></span></div>
<br />
<br />
</td>
<td bgcolor="#00ccff" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<span style="font-family: Califa;"><b>8,5%</b></span><br />
</td>
<td bgcolor="#ff950e" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<div style="margin-bottom: 0.5cm;">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>115,823,882</b></span></span></div>
<br />
<br />
</td>
<td bgcolor="#ff950e" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="20%">
<span style="font-family: Califa;"><b>3,54%</b></span><br />
</td>
</tr>
<tr valign="top">
<td bgcolor="#ff3333" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<div style="margin-bottom: 0.5cm;">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>Norte
América </b></span></span>
</div>
<br />
<br />
</td>
<td bgcolor="#00ccff" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<div style="margin-bottom: 0.5cm;">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>357,172,209</b></span></span></div>
<br />
<br />
</td>
<td bgcolor="#00ccff" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<span style="font-family: Califa;"><b>4,8%</b></span><br />
</td>
<td bgcolor="#ff950e" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<div style="margin-bottom: 0.5cm;">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>313,862,863</b></span></span></div>
<br />
<br />
</td>
<td bgcolor="#ff950e" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="20%">
<span style="font-family: Califa;"><b>9,57%</b></span><br />
</td>
</tr>
<tr valign="top">
<td bgcolor="#ff3333" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<div style="margin-bottom: 0.5cm;">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>Latinoamérica/</b></span></span></div>
<div style="margin-bottom: 0.5cm;">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>Caribe</b></span></span></div>
<br />
<br />
</td>
<td bgcolor="#00ccff" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<div style="margin-bottom: 0.5cm;">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>617,776,105</b></span></span></div>
<br />
<br />
</td>
<td bgcolor="#00ccff" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<span style="font-family: Califa;"><b>3,25%</b></span><br />
</td>
<td bgcolor="#ff950e" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<div style="margin-bottom: 0.5cm;">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>333,115,908</b></span></span></div>
<br />
<br />
</td>
<td bgcolor="#ff950e" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="20%">
<span style="font-family: Califa;"><b>10,18%</b></span><br />
</td>
</tr>
<tr valign="top">
<td bgcolor="#ff3333" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<div style="margin-bottom: 0.5cm;">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>Oceanía/Australia
</b></span></span>
</div>
<br />
<br />
</td>
<td bgcolor="#00ccff" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<div style="margin-bottom: 0.5cm;">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>37,157,120</b></span></span></div>
<br />
<br />
</td>
<td bgcolor="#00ccff" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<span style="font-family: Califa;"><b>0,55%</b></span><br />
</td>
<td bgcolor="#ff950e" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<div style="margin-bottom: 0.5cm;">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>27,100,334</b></span></span></div>
<br />
<br />
</td>
<td bgcolor="#ff950e" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="20%">
<span style="font-family: Califa;"><b>0,82%</b></span><br />
</td>
</tr>
<tr valign="top">
<td bgcolor="#83caff" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>TOTAL
MUNDIAL </b></span></span>
<br />
</td>
<td bgcolor="#83caff" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<div style="margin-bottom: 0.5cm;">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>7,260,621,118</b></span></span></div>
<br />
<br />
</td>
<td bgcolor="#83caff" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<span style="font-family: Califa;"><b>100%</b></span><br />
</td>
<td bgcolor="#83caff" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;" width="20%">
<div style="margin-bottom: 0.5cm;">
<span style="font-family: Califa;"><span style="font-size: xx-small;"><b>3,270,490,584</b></span></span></div>
<br />
<br />
</td>
<td bgcolor="#83caff" style="border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;" width="20%">
<span style="font-family: Califa;"><b>100%</b></span><br />
</td>
</tr>
</table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br />
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br />
</div>
</body>
</html>Anonymoushttp://www.blogger.com/profile/08052603215117903666noreply@blogger.com1