<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-6811818119877738708</id><updated>2024-09-16T16:50:57.474-07:00</updated><category term="CPU"/><category term="CPU-Z"/><category term="MHz"/><category term="MMX"/><category term="RAM"/><category term="componentes ordenadores"/><category term="maind boar"/><category term="memoria RAM"/><category term="microprocesadores"/><category term="multimetro"/><category term="programa ordenador"/><category term="refrijeración"/><category term="CPUz"/><category term="caracteristicas ordenador"/><category term="tecnologías"/><category term="componentes"/><category term="Intel"/><category term="Amd"/><category term="aida"/><category term="V caracteristicas ordenador"/><title type='text'>Electronica</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://javierba92.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://javierba92.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00541922316768683704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>16</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6811818119877738708.post-431872426765094295</id><published>2012-07-23T05:29:00.002-07:00</published><updated>2014-10-16T08:31:56.478-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="caracteristicas ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes ordenadores"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU-Z"/><category scheme="http://www.blogger.com/atom/ns#" term="CPUz"/><category scheme="http://www.blogger.com/atom/ns#" term="maind boar"/><category scheme="http://www.blogger.com/atom/ns#" term="memoria RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="MHz"/><category scheme="http://www.blogger.com/atom/ns#" term="microprocesadores"/><category scheme="http://www.blogger.com/atom/ns#" term="MMX"/><category scheme="http://www.blogger.com/atom/ns#" term="multimetro"/><category scheme="http://www.blogger.com/atom/ns#" term="programa ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="refrijeración"/><title type='text'>BIOS</title><content type='html'>&lt;br /&gt;
&lt;h3 class=&quot;post-title entry-title&quot; itemprop=&quot;name&quot; style=&quot;font-family: &#39;Fontdiner Swanky&#39;; font-size: 24px; font-weight: normal; margin: 0.75em 0px 0px; position: relative;&quot;&gt;
BIOS (Basic Imput/Output System)&lt;/h3&gt;
&lt;div class=&quot;post-header&quot; style=&quot;font-size: 13px; line-height: 1.6; margin: 0px 0px 1.5em;&quot;&gt;
&lt;div class=&quot;post-header-line-1&quot;&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;post-body entry-content&quot; id=&quot;post-body-414602698251694179&quot; itemprop=&quot;articleBody&quot; style=&quot;font-size: 15px; line-height: 1.4; position: relative; width: 520px;&quot;&gt;
&lt;div style=&quot;background-color: #f5f9ff; color: #595959; font-family: Georgia, Utopia, &#39;Palatino Linotype&#39;, Palatino, serif; text-align: justify;&quot;&gt;
&lt;i&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/i&gt;La Bios, que viene del nombre en inglés, Basic Imput/output System, es un programa tipo firmware que es el encardo de que el equipo cuando arranca localice todos los componentes electronicos que funcionen correctamenta, y avisarnos de si hubiera cualquier error en esa primera comprobación.&lt;/div&gt;
&lt;div style=&quot;background-color: #f5f9ff; color: #595959; font-family: Georgia, Utopia, &#39;Palatino Linotype&#39;, Palatino, serif; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; Este programa está &quot;instalado&quot; en un circuito integrado de la placa base y se encarga de realizar el POST, de la misma en el tiempo de arranque o encendido, proporcionando funcionalidades básicas: chequeo de la memoria principal y secundaria, comunicación con el usuario vía monitor o teclad, y es cuando termina de realizar este post cuando automaticamente pasa a iniciar el S.O (Sistema Operativo).&lt;/div&gt;
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&amp;nbsp; &amp;nbsp;&amp;nbsp; Este programa podemos modificarlo e indicarle o cambiarle diferentes partes, que normalmente las configuraciones cargadas por defectos son las idoneas para trabajar con el equipo en concreto.&lt;/div&gt;
&lt;div style=&quot;background-color: #f5f9ff; color: #595959; font-family: Georgia, Utopia, &#39;Palatino Linotype&#39;, Palatino, serif; text-align: justify;&quot;&gt;
&amp;nbsp; &amp;nbsp; Cuando se inica el arranque del ordenador y&amp;nbsp; comienza&amp;nbsp; el POST, este realiza las comprobaciones en disco duro, disquetera si las hubiera, unidades opticas o de memoria externa, memoria RAM, y si todo funciona correctamente pasa al S.O. En el caso de que existiera algún error, este se nos indicaría (normalmente) con señales acusticas del altavoz del sistema integrado en placa base, que dependiendo de los &quot;bips&quot; que haga nos dirá que problema a encontrado, si es de disco duro, de memoria RAM, tarjeta grafica, etc. realizando una serie de pìtidos segun el caso mas largos y continuos o mas cortos.&amp;nbsp;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp; Esta es una relacion de los diferentes pitidos de la bios segun el error.&lt;/div&gt;
&lt;table style=&quot;background-color: #f5f9ff; color: #595959; font-family: Georgia, Utopia, &#39;Palatino Linotype&#39;, Palatino, serif; font-size: 15px; line-height: 21px;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;th&gt;&lt;/th&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table style=&quot;background-color: #f5f9ff; color: #595959; font-family: Georgia, Utopia, &#39;Palatino Linotype&#39;, Palatino, serif; font-size: 15px; line-height: 21px;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;th&gt;&lt;/th&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table style=&quot;background-color: #f5f9ff; color: #595959; font-family: Georgia, Utopia, &#39;Palatino Linotype&#39;, Palatino, serif; font-size: 15px; line-height: 21px;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;th&gt;&lt;br /&gt;
&lt;br /&gt;
Código del Beep&lt;/th&gt;&lt;th&gt;&lt;br /&gt;
&lt;br /&gt;
Significado&lt;/th&gt;&lt;th&gt;&lt;br /&gt;
&lt;br /&gt;
Posible causa&lt;/th&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td width=&quot;33%&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
1&lt;br /&gt;
Beep (sin video)&lt;/td&gt;&lt;td width=&quot;33%&quot;&gt;Memory&lt;br /&gt;
refresh failure&lt;/td&gt;&lt;td width=&quot;34%&quot;&gt;Bad&lt;br /&gt;
memory&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td width=&quot;33%&quot;&gt;2&lt;br /&gt;
Beeps&lt;/td&gt;&lt;td width=&quot;33%&quot;&gt;Memory&lt;br /&gt;
parity error&lt;/td&gt;&lt;td width=&quot;34%&quot;&gt;Bad&lt;br /&gt;
memory&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td width=&quot;33%&quot;&gt;3&lt;br /&gt;
Beeps&lt;/td&gt;&lt;td width=&quot;33%&quot;&gt;Base&lt;br /&gt;
64K mem failure&lt;/td&gt;&lt;td width=&quot;34%&quot;&gt;Bad&lt;br /&gt;
memory&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td width=&quot;33%&quot;&gt;4&lt;br /&gt;
Beeps&lt;/td&gt;&lt;td width=&quot;33%&quot;&gt;Timer&lt;br /&gt;
not operational&lt;/td&gt;&lt;td width=&quot;34%&quot;&gt;Bad&lt;br /&gt;
motherboard&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td width=&quot;33%&quot;&gt;5&lt;br /&gt;
Beeps&lt;/td&gt;&lt;td width=&quot;33%&quot;&gt;Processor&lt;br /&gt;
error&lt;/td&gt;&lt;td width=&quot;34%&quot;&gt;Bad&lt;br /&gt;
processor&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td width=&quot;33%&quot;&gt;6&lt;br /&gt;
Beeps&lt;/td&gt;&lt;td width=&quot;33%&quot;&gt;8042&lt;br /&gt;
Gate A20 failure&lt;/td&gt;&lt;td width=&quot;34%&quot;&gt;Bad&lt;br /&gt;
CPU or&amp;nbsp;&lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD5&quot;&gt;Motherboard&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td width=&quot;33%&quot;&gt;7&lt;br /&gt;
Beeps&lt;/td&gt;&lt;td width=&quot;33%&quot;&gt;Processor&lt;br /&gt;
&lt;span class=&quot;IL_AD&quot; id=&quot;IL_AD7&quot;&gt;exception&lt;/span&gt;&lt;/td&gt;&lt;td width=&quot;34%&quot;&gt;Bad&lt;br /&gt;
processor&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td width=&quot;33%&quot;&gt;8&lt;br /&gt;
Beeps&lt;/td&gt;&lt;td width=&quot;33%&quot;&gt;Video&lt;br /&gt;
memory error&lt;/td&gt;&lt;td width=&quot;34%&quot;&gt;Bad&lt;br /&gt;
video card or memory&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td width=&quot;33%&quot;&gt;9&lt;br /&gt;
Beeps&lt;/td&gt;&lt;td width=&quot;33%&quot;&gt;ROM&lt;br /&gt;
checksum error&lt;/td&gt;&lt;td width=&quot;34%&quot;&gt;Bad&lt;br /&gt;
BIOS&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td width=&quot;33%&quot;&gt;10&lt;br /&gt;
Beeps&lt;/td&gt;&lt;td width=&quot;33%&quot;&gt;CMOS&lt;br /&gt;
checksum error&lt;/td&gt;&lt;td width=&quot;34%&quot;&gt;Bad&lt;br /&gt;
motherboard&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td width=&quot;33%&quot;&gt;11&lt;br /&gt;
Beeps&lt;/td&gt;&lt;td width=&quot;33%&quot;&gt;Cache&lt;br /&gt;
memory bad&lt;/td&gt;&lt;td width=&quot;34%&quot;&gt;Bad&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
CPU or motherboard&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table style=&quot;background-color: #f5f9ff; color: #595959; font-family: Georgia, Utopia, &#39;Palatino Linotype&#39;, Palatino, serif; font-size: 15px; line-height: 21px;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;th&gt;&lt;br /&gt;&lt;/th&gt;&lt;th&gt;&lt;br /&gt;&lt;/th&gt;&lt;th&gt;&lt;/th&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table style=&quot;background-color: #f5f9ff; color: #595959; font-family: Georgia, Utopia, &#39;Palatino Linotype&#39;, Palatino, serif; font-size: 15px; line-height: 21px;&quot;&gt;&lt;tbody&gt;
&lt;tr align=&quot;justify&quot;&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://javierba92.blogspot.com/feeds/431872426765094295/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://javierba92.blogspot.com/2012/07/bios.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/431872426765094295'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/431872426765094295'/><link rel='alternate' type='text/html' href='http://javierba92.blogspot.com/2012/07/bios.html' title='BIOS'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00541922316768683704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6811818119877738708.post-1062272746078097857</id><published>2012-07-19T07:01:00.000-07:00</published><updated>2012-07-23T05:29:43.509-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="caracteristicas ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes ordenadores"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU-Z"/><category scheme="http://www.blogger.com/atom/ns#" term="CPUz"/><category scheme="http://www.blogger.com/atom/ns#" term="maind boar"/><category scheme="http://www.blogger.com/atom/ns#" term="memoria RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="MHz"/><category scheme="http://www.blogger.com/atom/ns#" term="microprocesadores"/><category scheme="http://www.blogger.com/atom/ns#" term="MMX"/><category scheme="http://www.blogger.com/atom/ns#" term="multimetro"/><category scheme="http://www.blogger.com/atom/ns#" term="programa ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="refrijeración"/><title type='text'>CPUz</title><content type='html'>&lt;br /&gt;
&lt;div class=&quot;post-body entry-content&quot; id=&quot;post-body-6580227986730582280&quot; itemprop=&quot;articleBody&quot; style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px; position: relative; width: 586px;&quot;&gt;
Aqui os&amp;nbsp;explico como funciona un programilla&amp;nbsp;para mirar los componentes que tiene la placa base.&lt;br /&gt;
&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj227EvBnhY4gvFwcYiUA2FBDor2dUaoIErxz1pWmowd1ydn8iG9zIKaebAXLglTqETLfFZncOhImfFy78GDDvy7KjjH31sV6iRU9t-RURkHCZPWLhI1MtopNvlCWGMsIuPFlkwSTfa4ZY/s1600/cpu.JPG&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot; wrc_done=&quot;true&quot;&gt;&lt;img border=&quot;0&quot; hda=&quot;true&quot; height=&quot;308&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj227EvBnhY4gvFwcYiUA2FBDor2dUaoIErxz1pWmowd1ydn8iG9zIKaebAXLglTqETLfFZncOhImfFy78GDDvy7KjjH31sV6iRU9t-RURkHCZPWLhI1MtopNvlCWGMsIuPFlkwSTfa4ZY/s320/cpu.JPG&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&amp;nbsp;&lt;/div&gt;
&lt;br /&gt;
En esta primera foto nos indica el procesador.&lt;br /&gt;
En este caso nos indica el nombre que es intel pentium 4 640. El codigo del nombre Prescott. Package es el zocalo donde se pone el microprocesador que es el socket 775 LGA. Tecnología de 90 nm, el voltage del nucleo es de 1360 V. Especificación del micro Intel(R) Pentium (R) 4 CPU velocidad de 3,20Ghz. La familia f el modelo 4 paso 3. Tiempo de reloj (Clocks), velocidad del nucleo 3118,4MHz, factor de multiplicacion x 16, velocidad deñ bus 194,9 MHz, bus de la parte frontal 779,6 MHz. La memoria cache L1 datos 16 KBytes 8 formas, rastreo 12 kuops de 8 formas y el nivel 2 2048 KB de 8 formas tambien. Donde pone selecion si tenemos 2 procesadores para elegir unos de los 2. Tambien nos indica los nucleos que tiene en este caso 1 y nos pone al lado de los nucleos las interrupciones 2 en este caso.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkYuQAaJnvl_aqf5FLh2i9NkWv2I9ZcU4jmrSgUzRaVyqanDq16JGcpwr3nPfXW7LhU60VC-ndVKDsenfaCgfqS8ZSKNcMLnnwU4Y5Hld9UPhtEZsOpBN_8AeEa4Rx9keeB08T44rQYtw/s1600/caxe.JPG&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot; wrc_done=&quot;true&quot;&gt;&lt;img border=&quot;0&quot; hda=&quot;true&quot; height=&quot;310&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkYuQAaJnvl_aqf5FLh2i9NkWv2I9ZcU4jmrSgUzRaVyqanDq16JGcpwr3nPfXW7LhU60VC-ndVKDsenfaCgfqS8ZSKNcMLnnwU4Y5Hld9UPhtEZsOpBN_8AeEa4Rx9keeB08T44rQYtw/s320/caxe.JPG&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&amp;nbsp;&lt;/div&gt;
&lt;br /&gt;
En la foto anterior estabamos en CPU en este pantallaso veremos la caches para ello pincharemos en caches. Cache L1 tamaño 16 KB a continuación nos pone la descripción. Rastreo de 12 Kuops y la descripción. La cache L2 tamaño d 2048 KB y su descripción.&lt;br /&gt;
&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpNojOhjtUR2eooEQ0RtjGUVBB1RAmKvxHN-Nxc9YurcyOsY4SX2hxPxfZX98u_x0SS5n5R0fKu2oJZur06Nla_XIyQg5fYuECH8VTZGXqeUJxQHgu1rAjbJL1koe3V9luloudFKa-spo/s1600/placa+base.JPG&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot; wrc_done=&quot;true&quot;&gt;&lt;img border=&quot;0&quot; hda=&quot;true&quot; height=&quot;310&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpNojOhjtUR2eooEQ0RtjGUVBB1RAmKvxHN-Nxc9YurcyOsY4SX2hxPxfZX98u_x0SS5n5R0fKu2oJZur06Nla_XIyQg5fYuECH8VTZGXqeUJxQHgu1rAjbJL1koe3V9luloudFKa-spo/s320/placa+base.JPG&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&amp;nbsp;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
Aora pinchamos en mainboard que es la placa base. Aqui nos indica el modelo, los chipset que es de la marca via, southbridge que significa puente sur tambien marca via. Nos informa tambien de la BIOS&amp;nbsp;que es American megatrands Inc, su version y la fecha en que se&amp;nbsp;creo. El interfaz grafico en el cual nos indica la version, la velociada de tranferencia y si esta activado o no.&lt;br /&gt;
&lt;br /&gt;
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&lt;span style=&quot;text-align: -webkit-auto;&quot;&gt;Aora pinchamos en mainboard que es la placa base. Aqui nos indica el modelo, los chipset que es de la marca via, southbridge que significa puente sur tambien marca via. Nos informa tambien de la BIOS&amp;nbsp;que es American megatrands Inc, su version y la fecha en que se&amp;nbsp;creo. El interfaz grafico en el cual nos indica la version, la velociada de tranferencia y si esta activado o no.&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinpuw_WESu_D9mqUobQQgicom7FRT9wafE_Ua-UxSGP-UXX-m8xGhjnFtrmzOz9L-Gm-TYxPOAKf0GvtlxGn_eZHSt9KOWO0tNmwu9pjyrMiM9LZaHaieOvOXI61ftOlo94a7bilz3XSs/s1600/ram.JPG&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot; wrc_done=&quot;true&quot;&gt;&lt;img border=&quot;0&quot; hda=&quot;true&quot; height=&quot;305&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinpuw_WESu_D9mqUobQQgicom7FRT9wafE_Ua-UxSGP-UXX-m8xGhjnFtrmzOz9L-Gm-TYxPOAKf0GvtlxGn_eZHSt9KOWO0tNmwu9pjyrMiM9LZaHaieOvOXI61ftOlo94a7bilz3XSs/s320/ram.JPG&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&amp;nbsp;&lt;/div&gt;
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&lt;span style=&quot;text-align: -webkit-auto;&quot;&gt;En el siguiente pantallaso nos informa de la memoria. El tipo de memoria DDR de un solo canal, tamaño de 1536 MB. Tiempos&amp;nbsp;frecuencia &amp;nbsp;DRAM&amp;nbsp; 129,9 MHz, frecuencia d las memorias 3:2, latencia 2,5 closck, anterior al cambio 2 clocks, ciclo de tiempo 6 clcks, comando de velocidad 2 T.&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;text-align: -webkit-auto;&quot;&gt;Detector de presencia de serie, tamaño del modulo 512 MB, correccion no hay, ancho de banda maximo PX 3200 (200 MHz) registrado no, manufacturación kingston&amp;nbsp;, tapon no activado, número K, número de serie 052AA2F3, mes y año. A continuación nos muestra las tabla de velocidades.&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSJGYgweBJsN-6m5n97NDQqhYo2iG8tMMBGeb0CnsxoqqA2wl1xQtdDrUNGUQNn-DQnLXik6vhSj_16UqWWyX5Y1SSmby484g6-b1hhgygUA-ZHB0Ld-dfpwFAkeeGOEtfWBXE-jaHqOs/s1600/grafica.JPG&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot; wrc_done=&quot;true&quot;&gt;&lt;img border=&quot;0&quot; hda=&quot;true&quot; height=&quot;310&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSJGYgweBJsN-6m5n97NDQqhYo2iG8tMMBGeb0CnsxoqqA2wl1xQtdDrUNGUQNn-DQnLXik6vhSj_16UqWWyX5Y1SSmby484g6-b1hhgygUA-ZHB0Ld-dfpwFAkeeGOEtfWBXE-jaHqOs/s320/grafica.JPG&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&amp;nbsp;&lt;/div&gt;
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En esta foto vemos la grafica que tenemos la marca y el tamaño de la memoria.&lt;/div&gt;
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&lt;span style=&quot;text-align: -webkit-auto;&quot;&gt;En la ultima pestaña nos informa de la versión del programa que hemos utilizado, pone unos recruadros donde podemos guardar la información de equipo que hemos visto anteriormente. Con este programilla veremos lo que tenemos en el interior de la caja de nuestro pc.&lt;/span&gt;&lt;br /&gt;
&lt;br class=&quot;Apple-interchange-newline&quot; /&gt;&lt;/div&gt;
&lt;br class=&quot;Apple-interchange-newline&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://javierba92.blogspot.com/feeds/1062272746078097857/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://javierba92.blogspot.com/2012/07/cpuz.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/1062272746078097857'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/1062272746078097857'/><link rel='alternate' type='text/html' href='http://javierba92.blogspot.com/2012/07/cpuz.html' title='CPUz'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00541922316768683704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj227EvBnhY4gvFwcYiUA2FBDor2dUaoIErxz1pWmowd1ydn8iG9zIKaebAXLglTqETLfFZncOhImfFy78GDDvy7KjjH31sV6iRU9t-RURkHCZPWLhI1MtopNvlCWGMsIuPFlkwSTfa4ZY/s72-c/cpu.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6811818119877738708.post-9182652183331387897</id><published>2012-07-18T06:56:00.005-07:00</published><updated>2012-07-20T07:54:11.936-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="caracteristicas ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes ordenadores"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU-Z"/><category scheme="http://www.blogger.com/atom/ns#" term="CPUz"/><category scheme="http://www.blogger.com/atom/ns#" term="maind boar"/><category scheme="http://www.blogger.com/atom/ns#" term="memoria RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="MHz"/><category scheme="http://www.blogger.com/atom/ns#" term="microprocesadores"/><category scheme="http://www.blogger.com/atom/ns#" term="MMX"/><category scheme="http://www.blogger.com/atom/ns#" term="multimetro"/><category scheme="http://www.blogger.com/atom/ns#" term="programa ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="refrijeración"/><title type='text'>nanotecnología 2</title><content type='html'>&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;h1 class=&quot;firstHeading&quot; id=&quot;firstHeading&quot; style=&quot;background-image: none; border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; margin: 0px 0px 0.1em; overflow: hidden; padding-bottom: 0px; padding-top: 0px; text-align: left;&quot;&gt;








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&lt;li class=&quot;MsoNormal&quot; style=&quot;background-color: black; border: none; margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b style=&quot;background-color: black;&quot;&gt;Física:&lt;/b&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&amp;nbsp;Se está aplicando nanotecnología para detectar explosivos o para generar energía a partir del sonido.Han generado electricidad mediante nanotubos de carbono recubiertos de combustible que al descomponerse producen calor.Las nuevas pantallas de televisión que sustituirán a las actuales de cristal líquido, están basadas en la nanotecnología y en pocos años estarán en el mercado.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;Se está utilizando asimismo nanotecnología para visualizar mapas en tres dimensiones o para construir baterías para ordenadores, las cuales tienen una duración mayor a las actuales, además de ser extraordinariamente pequeñas.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;En la Universidad de Zurich han conseguido ver la primera imagen de una molécula en la que se aprecian los átomos y enlaces químicos.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;En la industria del automóvil la incorporación de nanotecnología parece que se encamina hacia la producción de vehículos más limpios, seguros y con un coste bastante inferior.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;El desarrollo de sensores de tacto artificiales que imitarán la funcionalidad de los dedos humanos servirá para perfeccionar el funcionamiento de los actuales robots. En este sector se trabaja en la Universidad de Illinois.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;La nanotecnología y la física cuántica están íntimamente unidas. La criptografía cuántica con la que se busca garantizar el secreto de las comunicaciones y la imposibilidad de que nadie no autorizado pueda acceder las mismas, o la teleportación que pretende transmitir las propiedades de un objeto a otro, son una muestra de las aplicaciones de la física cuántica, y en ellas como en muchas otras la nanotecnología será indispensable.Fabricación de productos químicos.&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;background-color: black; border: none; margin: 0px 0px 0.25em; padding: 0px; text-align: left;&quot;&gt;&lt;b&gt;Electrónica:&lt;/b&gt;&amp;nbsp;En electrónica, miniaturización es sinónimo de éxito. Reducir el tamaño de los circuitos integrados implica una respuesta más rápida y un menor consumo de energía. Y en esta escalada hacia lo extremadamente pequeño, la nanotecnología se convierte en un aliado imprescindible.&amp;nbsp;.&lt;span class=&quot;st&quot;&gt;&lt;span class=&quot;f&quot;&gt;&lt;/span&gt;Hasta el momento la mayor parte de las&lt;i&gt;aplicaciones&lt;/i&gt;&amp;nbsp;de la&amp;nbsp;&lt;i&gt;nanotecnología&lt;/i&gt;&amp;nbsp;se han desarrollado en los campos de&lt;i&gt;&amp;nbsp;electrónica&lt;/i&gt;, automatización ,miniaturizacion ,tamaño,etc.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;background-color: black; border: none; margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;I&lt;/span&gt;&lt;b style=&quot;background-color: black;&quot;&gt;nformática:&lt;/b&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&amp;nbsp;Nuevos avances en nanotecnología pone a tiro a las supercomputadoras del mañana. Dentro de unos años, las computadoras serán bastante diferentes de las actuales. Los avances en el campo de la nanotecnología harán que las computadoras dejen de utilizar el silicio como sistema para integrar los transistores que la componen y empiecen a manejarse con lo que se llama mecánica cuántica, lo que hará que utilicen transistores a escala atómica.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;Aproximadamente para el año 2010, el tamaño de los transistores o chips llegará a límites de integración con la tecnología actual, y ya no se podrán empaquetar más transistores en un área de silicio, entonces se entrará al nivel atómico o lo que se conoce como mecánica cuántica.&amp;nbsp;estas computadoras cuánticas pueden calcular cada combinación de encendido y apagado al mismo tiempo, lo que las haría muchísimo más veloces que los actuales procesadores de datos a la hora de resolver ciertos problemas complejos de cálculos matemáticos. La investigación de la computación cuántica está ganando terreno rápidamente en laboratorios de investigación militares, de inteligencia y universidades alrededor del planeta. Entre otros, están involucrados gigantes como AT&amp;amp;T, IBM, Hewlett-Packard, Lucent and Microsoft&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;li class=&quot;MsoNormal&quot; style=&quot;border: none; margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;div style=&quot;background-color: black; text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b style=&quot;background-color: black;&quot;&gt;Matemáticas:&lt;/b&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&amp;nbsp;El dominio de la matematica aplicada incluye disciplinas como la fısica, en la cual se vislumbra una nueva generacion de aplicaciones que afectaran la vida de la sociedad&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;humana, como se preve en el caso de la nanotecnologıa. La matematica aplicada encontrara en esta esfera de la ciencia y de la tecnologıa un campo natural de &lt;/span&gt;&lt;span style=&quot;background-color: black;&quot;&gt;estudio en la medida en que la mecanica cuantica y la mecanica clasica formen parte del bagaje intelectual de los profesionales.&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;border: none; margin: 0px 0px 0.25em; padding: 0px; text-align: left;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;b&gt;Medicina:&lt;/b&gt;&amp;nbsp;El matrimonio entre medicina y nanotecnología se está convirtiendo en una pesadilla para el cáncer. El combate de la enfermedad a escala molecular permite detectar precozmente la enfermedad, identificar y atacar de forma más específica a las células cancerígenas.&amp;nbsp;Hoy por hoy, la nanomedicina es ya una realidad que está produciendo avances en el diagnóstico, la prevención y el tratamiento de las enfermedades.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;border: none; margin: 0px 0px 0.25em; padding: 0px; text-align: left;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;b&gt;Nanoingenieria:&lt;/b&gt;&amp;nbsp;Es una rama de la ingeniería, que usa la nanotecnología para diseñar productos y sistemas a nanoescala.&amp;nbsp;&amp;nbsp;La nanoingeniería es una disciplina en rápido y permanente desarrollo dada su juventud. Una importante área de la nanoingeniería que empieza a convertirse en una herramienta de común uso es la de las simulaciones moleculares orientadas al análisis y desarrollo de nano-sistemas. Están incluidos en esta área los estudios computacionales de nanoestrucruras como nanocanales, nanomotores, sistemas nanofluidicos, etc.&lt;/span&gt;&lt;/li&gt;
&lt;/span&gt;&lt;/ul&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white; font-size: small; font-weight: normal; line-height: 26px;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: black; color: white; font-size: small; font-weight: normal; line-height: 26px;&quot;&gt;&lt;b&gt;&lt;span style=&quot;line-height: 73px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;line-height: 13px;&quot;&gt;nano tubo de carbono&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;200&quot; 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&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-weight: normal; line-height: 26px;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-size: small; line-height: 13px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white; font-size: small; font-weight: normal; line-height: 26px;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: black; color: white; font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white; font-size: large;&quot;&gt;&lt;i&gt;&lt;u&gt;Miniaturización&lt;/u&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;font-weight: normal; text-align: center;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white; font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;font-weight: normal; text-align: center;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white; font-size: small;&quot;&gt;Miniaturización&amp;nbsp;proceso tecnológico mediante el cual se intenta reducir el tamaño de los dispositivos electrónicos.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;
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&lt;span style=&quot;background-color: black; color: white; font-size: small;&quot;&gt;Dispositivos&amp;nbsp;electrónicos&amp;nbsp;dependían de la tecnología de los&lt;b&gt;&amp;nbsp;tubos de vacío&lt;/b&gt;.&amp;nbsp; Los tubos de vacio ocupaban mucho espacio, los aparatos que los empleaban solían ser muy voluminosos y pesados. El desarrollo del transistor ofreció una alternativa compacta a los tubos de vacío.&lt;/span&gt;&lt;/div&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; 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&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; color: white; font-size: small; font-weight: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;line-height: 14px;&quot;&gt;tubo de vacio&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white; font-size: small; font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: black; color: white; font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white; font-size: small; font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: black; color: white; font-size: small; font-weight: normal;&quot;&gt;&amp;nbsp;Las máquinas&amp;nbsp;&lt;b style=&quot;font-weight: normal;&quot;&gt;Colossus&lt;/b&gt;&amp;nbsp;fueron los primeros dispositivos calculadores electrónicos usados por los británicos para leer las comunicaciones cifradas alemanas durante la Segunda Guerra Mundial. Colossus fue uno de los primeros computadores digitales.Colossus fue la primera de las máquinas digitales en incorporar una limitada programabilidad. No obstante no era una computadora de propósito general, no siendo turing completa, aunque las Colossus se basaban en la definición de Alan Turing y éste trabajó en Bletchley Park, donde las Colossus fueron operadas. En aquella época no era tan importante que las máquinas fuesen Turing-completas, la mayoría del resto de las primeras máquinas computacionales tampoco lo eran, como por ejemplo la Computadora de Atanasoff-Berry, Harvard Mark I la primera máquina electromecánica, las máquinas de relés de los Laboratorios Bell (de George Stibitz et al), los primeros diseños de Konrad Zuse y demás. La noción de una computadora como una máquina de propósito general, y no como una gran calculadora dedicada a resolver problemas difíciles pero singulares, no se destacó hasta unos años después.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;span style=&quot;background-color: black; color: white; font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: black; color: white; font-size: small; font-weight: normal;&quot;&gt;&amp;nbsp;&lt;img alt=&quot;File:Colossus.jpg&quot; height=&quot;331&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/4/4b/Colossus.jpg&quot; width=&quot;500&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white; font-size: small; font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white; font-size: small; font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: black; color: white; font-size: small; font-weight: normal;&quot;&gt;&amp;nbsp;&lt;b style=&quot;font-weight: normal;&quot;&gt;ENIAC&lt;/b&gt;&amp;nbsp;es un acrónimo de&amp;nbsp;&lt;i&gt;&lt;b&gt;E&lt;/b&gt;lectronic&amp;nbsp;&lt;b&gt;N&lt;/b&gt;umerical&amp;nbsp;&lt;b&gt;I&lt;/b&gt;ntegrator&amp;nbsp;&lt;b&gt;A&lt;/b&gt;nd&amp;nbsp;&lt;b&gt;C&lt;/b&gt;omputer&lt;/i&gt;&amp;nbsp;(Computador e Integrador Numérico Electrónico), utilizada por el Laboratorio de Investigación Balística del Ejército de los Estados Unidos.Se ha considerado a menudo la primera computadora electrónica de propósito general, aunque este título pertenece en realidad a la computadora alemana Z3.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white; font-size: small; font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white; font-size: small; font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: black; color: white; font-size: small; font-weight: normal;&quot;&gt;&lt;img alt=&quot;File:Eniac.jpg&quot; height=&quot;244&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/4/4e/Eniac.jpg/785px-Eniac.jpg&quot; width=&quot;320&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white; font-size: small; font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white; font-size: small; font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: black; color: white; font-size: small; font-weight: normal;&quot;&gt;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.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; color: white; font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: black; color: white; font-size: small; font-weight: normal;&quot;&gt;La ENIAC podía resolver 5.000 sumas y 300 multiplicaciones en 1 segundo.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white; font-size: small; font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; color: white; font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;line-height: 14px;&quot;&gt;&lt;/span&gt;&lt;b&gt;Transistor&lt;/b&gt;&amp;nbsp;es un dispositivo electrónico semiconductor que cumple funciones de amplificador, oscilador, conmutador o rectificador.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white; font-size: small; font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: small; font-weight: normal;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; line-height: 14px; text-align: -webkit-auto;&quot;&gt;transisto&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white; font-size: small; font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: black; color: white; font-size: small;&quot;&gt;El&amp;nbsp;&lt;b&gt;circuito integrado&lt;/b&gt;&amp;nbsp;proporcionó otro nivel adicional de miniaturización.Un circuito integrado del tamaño de un transistor podía realizar la función de veinte transistores.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; color: white; font-size: small;&quot;&gt;Hoy en día, el microprocesador, una mejora moderna de los circuitos integrados originales, puede incorporar las funciones de varias placas completas de circuitos Los transistores podían lograr el mismo nivel de amplificación de potencia lograda mediante impresos en un solo chip de bajo consumo eléctrico y que ocupa menos de trece centímetros cuadrados, posibilitando la fabricación de ordenadores portátiles más potentes que los enormes ordenadores centrales usados antiguamente.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; color: white; font-size: small; line-height: 20px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; color: white; font-size: small; line-height: 18px;&quot;&gt;VLSI Y GLSI&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; color: white; font-size: small;&quot;&gt;Integración en escala muy grande de sistemas de circuitos basados en transistores en circuitos integrados&amp;nbsp; como parte de las tecnologías&amp;nbsp; semiconductores y comunicación que se estaban desarrollando.&lt;/span&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white; font-size: small;&quot;&gt;Los primeros chip semiconductores contenían sólo un transistor cada uno. A medida que la tecnología de fabricación fue avanzando, se agregaron más y más transistores, y&amp;nbsp; fueron integradas en un mismo chip. El microprocesador es un dispositivo VLSI.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; color: white; font-size: small;&quot;&gt;La primera generación de computadoras dependía de válvulas de vacío. Luego vinieron los semiconductores discretos, seguidos de circuitos integrados. Los primeros CIs contenían un pequeño número de dispositivos, como diodos, transistores, resistencias y condensadores , haciendo posible la fabricación de compuertas lógicas en un solo chip. La cuarta generación (LSI) consistía de sistemas con al menos mil compuertas lógicas. El sucesor natural del LSI fue VLSI (varias decenas de miles de compuertas en un solo chip). Hoy en día, los microprocesadores tienen varios millones de compuertas en el mismo chip.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;http://www.portalciencia.net/nanotecno/nanotecno1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: left;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;175&quot; src=&quot;http://www.portalciencia.net/nanotecno/nanotecno1.jpg&quot; style=&quot;text-align: right;&quot; width=&quot;176&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-weight: normal; text-align: -webkit-auto;&quot;&gt;La&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: black; color: orange; font-weight: normal; text-align: -webkit-auto;&quot;&gt;&lt;b&gt;Nanociencia&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;background-color: black; color: white; font-weight: normal; text-align: -webkit-auto;&quot;&gt;&amp;nbsp;es un área emergente de la ciencia que se ocupa del estudio de los materiales de muy pequeñas dimensiones.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;El significado de la &quot;&lt;b&gt;nano&lt;/b&gt;&quot; es una dimensión: 10 elevado a -9.&lt;/span&gt;&lt;/div&gt;
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&lt;ul style=&quot;background-color: black; color: white; font-weight: normal; text-align: -webkit-auto;&quot;&gt;
&lt;li style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Esto es: 1&amp;nbsp;&lt;b&gt;nanometro&lt;/b&gt;&amp;nbsp;= 0,000000001 metros.&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Es decir, un&amp;nbsp;&lt;b&gt;nanometro&lt;/b&gt;&amp;nbsp;es la mil millonésima parte de un metro, o millonésima parte de un milímetro.&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;También: 1 milímetro = 1.000.000&amp;nbsp;&lt;b&gt;nanometros&lt;/b&gt;.&lt;/span&gt;&lt;/li&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;Una&amp;nbsp;&lt;b&gt;definición de nanociencia&lt;/b&gt;&amp;nbsp;es aquella que se ocupa del estudio de los objetos cuyo tamaño es desde cientos a décimas de nanometros.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;Hay varias razones por las que la&amp;nbsp;&lt;b&gt;Nanociencia&lt;/b&gt;&amp;nbsp;se ha convertido en un importante campo científico con entidad propia. Una es la disponibilidad de nuevos instrumentos capaces de &quot;ver&quot; y &quot;tocar&quot; a esta escala dimensional. A principios de los ochenta fue inventado en Suiza (IBM-Zurich) uno de los microscopios capaz de &quot;ver&quot; átomos. Unos pocos años más tarde el&amp;nbsp;&lt;i&gt;Atomic Force Microscope&lt;/i&gt;fue inventado incrementando las capacidades y tipos de materiales que podían ser investigados...&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;En respuesta a estas nuevas posibilidades los científicos han tomado conciencia de potencial futuro de la actividad investigadora en estos campos. La mayor parte de los países han institucionalizado iniciativas para promover la nanociencia y la nanotecnología, en sus universidades y laboratorios.&lt;/span&gt;&lt;/div&gt;
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&lt;/span&gt;&lt;/h1&gt;</content><link rel='replies' type='application/atom+xml' href='http://javierba92.blogspot.com/feeds/9182652183331387897/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://javierba92.blogspot.com/2012/07/nanotecnologia-2.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/9182652183331387897'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/9182652183331387897'/><link rel='alternate' type='text/html' href='http://javierba92.blogspot.com/2012/07/nanotecnologia-2.html' title='nanotecnología 2'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00541922316768683704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6811818119877738708.post-2481096059936599275</id><published>2012-07-16T10:08:00.001-07:00</published><updated>2012-07-20T08:04:47.407-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="caracteristicas ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes ordenadores"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU-Z"/><category scheme="http://www.blogger.com/atom/ns#" term="CPUz"/><category scheme="http://www.blogger.com/atom/ns#" term="maind boar"/><category scheme="http://www.blogger.com/atom/ns#" term="memoria RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="MHz"/><category scheme="http://www.blogger.com/atom/ns#" term="microprocesadores"/><category scheme="http://www.blogger.com/atom/ns#" term="MMX"/><category scheme="http://www.blogger.com/atom/ns#" term="multimetro"/><category scheme="http://www.blogger.com/atom/ns#" term="programa ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="refrijeración"/><category scheme="http://www.blogger.com/atom/ns#" term="tecnologías"/><title type='text'>Refrigeración Pc</title><content type='html'>&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;br /&gt;La refrigeración&amp;nbsp;en un ordenador o portátil, es muy importante debido a que sin esta la micro, o algún otro&amp;nbsp;componente se quemaría de la temperatura que cajería.&lt;/span&gt;&lt;br /&gt;
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&lt;strong&gt;&lt;em&gt;&lt;u&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;-)&lt;/span&gt;&lt;/u&gt;&lt;/em&gt;&lt;/strong&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9mSfFTkPshZ1XpxhL1eoHDimQQoWfDL2MILEyZNNwJhKDjKrfu2cvx6byUv-moZwMXQqt2YJfzhi2t4OqynmRAybyNMLdUsfjUhyNxakCe0S53iNnMsD68h4CALDx10NwsGAqIDke73g/s1600/toxo.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; color: white; float: right; margin-bottom: 1em; margin-left: 1em; text-decoration: none;&quot;&gt;&lt;img $ca=&quot;true&quot; border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9mSfFTkPshZ1XpxhL1eoHDimQQoWfDL2MILEyZNNwJhKDjKrfu2cvx6byUv-moZwMXQqt2YJfzhi2t4OqynmRAybyNMLdUsfjUhyNxakCe0S53iNnMsD68h4CALDx10NwsGAqIDke73g/s200/toxo.png&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;strong&gt;&lt;em&gt;&lt;u&gt;La refrigeración Micro.&lt;/u&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
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1&amp;nbsp;&lt;strong&gt;&lt;em&gt;&lt;u&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Refrigeracion por aire&lt;/span&gt;&lt;/u&gt;&lt;/em&gt;&lt;/strong&gt;.&lt;br /&gt;
Esta forma de refrigera se lleva a cavo poniendo un disipador que es un metal frió y con un ventilador en lo alto del disipador para que haga mejor refrigeración.&lt;/div&gt;
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&lt;strong&gt;&lt;em&gt;&lt;u&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Limipieza----)&lt;/span&gt;&lt;/u&gt;&lt;/em&gt;&lt;/strong&gt;&amp;nbsp;Lo malo de esta refigeración es que coje polvo, que se&amp;nbsp;queda en el disipador y en el ventilador si hay mucho polvo en el ventilador puede que vaya mas lento y no se produce una correcta ventilación.&lt;/div&gt;
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2&amp;nbsp;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;strong&gt;&lt;em&gt;&lt;u&gt;Refrigeración líquida.&lt;/u&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
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Este sistema lleva un circuito por tubos que llevan el líquido con el que refrigeran la micro y el ordenador. Este circuito es cerrado por lo que el liquido lo tienen que enfría cada vez que pasa por el circuito enfriando a los componentes.&lt;/div&gt;
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&lt;strong&gt;&lt;em&gt;&lt;u&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;-) Circuito Aire&lt;/span&gt;&lt;/u&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Times;&quot;&gt;Con el circuito de aire nos referimos a la ventilación que tiene el equipo. Este tiene varios ventiladores que se encargan de meter&amp;nbsp;&amp;nbsp;aire frio &amp;nbsp;al equipo y&amp;nbsp;hay otros que sacan&amp;nbsp;el aire caliente asin tenemos el equipo bien refijerado.&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://javierba92.blogspot.com/feeds/2481096059936599275/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://javierba92.blogspot.com/2012/07/refrigeracion-pc.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/2481096059936599275'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/2481096059936599275'/><link rel='alternate' type='text/html' href='http://javierba92.blogspot.com/2012/07/refrigeracion-pc.html' title='Refrigeración Pc'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00541922316768683704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9mSfFTkPshZ1XpxhL1eoHDimQQoWfDL2MILEyZNNwJhKDjKrfu2cvx6byUv-moZwMXQqt2YJfzhi2t4OqynmRAybyNMLdUsfjUhyNxakCe0S53iNnMsD68h4CALDx10NwsGAqIDke73g/s72-c/toxo.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6811818119877738708.post-185456080518952180</id><published>2012-07-16T10:06:00.001-07:00</published><updated>2012-07-20T07:27:18.789-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="aida"/><category scheme="http://www.blogger.com/atom/ns#" term="caracteristicas ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes ordenadores"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU-Z"/><category scheme="http://www.blogger.com/atom/ns#" term="CPUz"/><category scheme="http://www.blogger.com/atom/ns#" term="maind boar"/><category scheme="http://www.blogger.com/atom/ns#" term="memoria RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="MHz"/><category scheme="http://www.blogger.com/atom/ns#" term="microprocesadores"/><category scheme="http://www.blogger.com/atom/ns#" term="MMX"/><category scheme="http://www.blogger.com/atom/ns#" term="multimetro"/><category scheme="http://www.blogger.com/atom/ns#" term="programa ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="refrijeración"/><category scheme="http://www.blogger.com/atom/ns#" term="tecnologías"/><title type='text'>Técnicas Microprocesadores</title><content type='html'>&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;La tecnica nos referimos a la tecnologia que tiene los micros debido a que tienen otras intrcciones.&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;Aqui os pongo algunas tecnicas.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;-Tecnica MMX incluyen nuevas instrucciones 257. Estas instruciones sirven para el tratamiento de los datos multimedia, permitia mejor manejo de imágenes, gráficos 3D, sonido, estéreo, y vídeo de calidad digital.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;- Tecnica Epic. Esta tecnologia procesa mas información de una instrucción en registros y no reposar. Dicha tecnologia puede --) Predecir: Que ramas seran ejecutadas. --) Especular carga datos e instrucciones en registros y no reposar.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;- Tecnica Pipeline.&amp;nbsp;Atiende a mas de una intrucción.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;- Tecnica Net Burst es la explotacion de la red.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;-&amp;nbsp;Tecnica Hyper Pipelined Technology que se&amp;nbsp;vasa en la predicción.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;em&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;- Tecnica &amp;nbsp;Hyper Threading Technology&amp;nbsp;&amp;nbsp;permite a los programas preparador para ejecutar múltiples hilos&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;procesarlos en paralelo dentro de un único&amp;nbsp;procesador&lt;strong&gt;,&amp;nbsp;&lt;/strong&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;strong&gt;incrementando el uso de las unidades de ejecucion del procesador.&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;em style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; line-height: 19px;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;-&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;strong&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;Tecnica&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;strong&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;Turbo&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;strong&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&amp;nbsp;boost&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;strong&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;es&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;strong&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;cuando el microprocesador es capaz de aumentar su frecuencia de&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;strong&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;funcionamiento, de forma automatica.&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/em&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;- Overclocking&amp;nbsp;significa subir el reloj,&amp;nbsp;se utiliza para acelerar la micro.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;-Stand&amp;nbsp;- by es un sistema que desastiva la pantalla o algunos dispositivos para ahorrar energia.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;-Suspend paras el sistema.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;-Hibernation en este modo todos los datos se introducen en el disco duro y el sistema se para despues.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;- Control de bateria controla el estado de la bateria.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;- Apagado automatica se apaga solo sin darle al ningun boton.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;- Control de rendimiento diseñado para disminuir el consumo de energia.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;- Ejecutacion superescalar&amp;nbsp;superescalar que lleva a cabo operaciones en base a una pluralidad de&lt;span class=&quot;a&quot; style=&quot;left: 430px; top: 2289px;&quot;&gt;instrucciones en cada una de sus etapas de búsqueda, decodificación, ejecución y reescritura.&lt;/span&gt;&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;span class=&quot;a&quot; style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; left: 430px; top: 2289px;&quot;&gt;&lt;em&gt;-SSE que constituyeron otra manera de&amp;nbsp;&lt;span class=&quot;w6&quot;&gt;&lt;/span&gt;mejorar el rendimiento de 3D.&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;span class=&quot;a&quot; style=&quot;left: 430px; top: 2289px;&quot;&gt;&lt;em&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;-&lt;span class=&quot;a&quot; style=&quot;left: 826px; top: 3524px; word-spacing: -1px;&quot;&gt;SSE2 contiene 144 instrucciones nuevas, incluyendo operaciones SIMD de&amp;nbsp;&lt;span class=&quot;w8&quot;&gt;&lt;/span&gt;números&lt;/span&gt;&lt;span class=&quot;a&quot; style=&quot;left: 826px; top: 3611px; word-spacing: -2px;&quot;&gt;enteros y cálculos de doble precisión de coma flotante de 128&amp;nbsp;&lt;span class=&quot;w6&quot;&gt;&lt;/span&gt;bits.&lt;/span&gt;&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;span class=&quot;a&quot; style=&quot;left: 430px; top: 2289px;&quot;&gt;&lt;span class=&quot;a&quot; style=&quot;left: 826px; top: 3611px; word-spacing: -2px;&quot;&gt;&lt;em&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;-3D Now introdujo un conjunto de instrucciones de CPU que mejoraron el&lt;span class=&quot;a&quot; style=&quot;left: 826px; top: 5292px;&quot;&gt;proceso de 3D y que denominó 3DNow&lt;/span&gt;&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://javierba92.blogspot.com/feeds/185456080518952180/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://javierba92.blogspot.com/2012/07/tecnicas-microprocesadores.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/185456080518952180'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/185456080518952180'/><link rel='alternate' type='text/html' href='http://javierba92.blogspot.com/2012/07/tecnicas-microprocesadores.html' title='Técnicas Microprocesadores'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00541922316768683704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6811818119877738708.post-5349423537303394447</id><published>2012-07-07T07:00:00.002-07:00</published><updated>2012-07-20T07:27:49.280-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Amd"/><category scheme="http://www.blogger.com/atom/ns#" term="caracteristicas ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes ordenadores"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU-Z"/><category scheme="http://www.blogger.com/atom/ns#" term="CPUz"/><category scheme="http://www.blogger.com/atom/ns#" term="Intel"/><category scheme="http://www.blogger.com/atom/ns#" term="maind boar"/><category scheme="http://www.blogger.com/atom/ns#" term="memoria RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="MHz"/><category scheme="http://www.blogger.com/atom/ns#" term="microprocesadores"/><category scheme="http://www.blogger.com/atom/ns#" term="MMX"/><category scheme="http://www.blogger.com/atom/ns#" term="multimetro"/><category scheme="http://www.blogger.com/atom/ns#" term="programa ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="refrijeración"/><category scheme="http://www.blogger.com/atom/ns#" term="tecnologías"/><title type='text'>Sockets</title><content type='html'>&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;&lt;strong&gt;&lt;u&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Socket o zócalo&lt;/span&gt;&lt;/u&gt;&lt;/strong&gt;&amp;nbsp;es un sistema electromecánico de soporte y conexión eléctrica, instalado en la placa base, que se usa para fijar y conectar un microprocesador.&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;em style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; line-height: 19px;&quot;&gt;&lt;br /&gt;&lt;/em&gt;&lt;em style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; line-height: 19px;&quot;&gt;&lt;/em&gt;&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;EL&amp;nbsp;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;strong&gt;&lt;u&gt;soket 370&lt;/u&gt;&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;es un tipo de conector para microprocesadores, usado por primera vez por la empresa Intel para su prcesadores&amp;nbsp;&lt;strong&gt;&lt;u&gt;Pentium III&lt;/u&gt;&lt;/strong&gt;&amp;nbsp;e Intel. El 370 se le puso este nombre devido a que tiene 370 orificios en el socalo. Dispone de una palanquita para sujetar la micro para que no haga un mal contasto.&lt;br /&gt;Esta plataforma no es enteramente obsoleta, debido a que se reemplazo por otros zócalos.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;br /&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;em&gt;&lt;img border=&quot;0&quot; sca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEbwiaQmMO_oQjZ72W8K60WwawrL1ryqeQTanjV26ipmFu04JM7QsWJUwZgUak2T6fR62we21zpizG30K_VL9W16b9ZIqXm5Gj94KeenV0Fb7LHy60BG2flcxu8QUhn1jkk_c5_tRTskM/s1600/220px-Intel_Socket_370.JPG&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px;&quot; /&gt;&lt;/em&gt;&lt;/div&gt;
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&lt;em&gt;﻿&lt;/em&gt;&lt;/div&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;br /&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;El&amp;nbsp;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Socket 423&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&amp;nbsp;fue utilizado para los primeros&amp;nbsp;&lt;strong&gt;&lt;u&gt;Pentium 4&lt;/u&gt;&lt;/strong&gt;.Tenía un diseño eléctrico inadecuado que no le permitía superar los 2Ghz. Una de las características que diferencian&amp;nbsp;los zócalos, sin contar el tamaño, son las tecnologías a las que están asociados. El Socket 423 coincidió en una época de Intel donde mantenía un acuerdo con Rambus, por lo que casi todas las placas que podemos encontrar con este tipo de zócalo, llevan memoria RIMM de Rambus. Este zócalo &amp;nbsp;tambien tiene una palanquita como el anterior.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;br /&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsmi8bUcqt1OuoqK6fCRq9Se6xyR_6QJ5owxyV_D38dtryJjOa-urE1v35IY6Gf4FbxSJIhVftU7i6YwtDs_W8NpJt54Z93yK1aB6O5bPJW1JL3WZvJoe4eb-9dPv2Tw07QAybw3IjYm4/s1600/Socket423.png&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;em&gt;&lt;img border=&quot;0&quot; sca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsmi8bUcqt1OuoqK6fCRq9Se6xyR_6QJ5owxyV_D38dtryJjOa-urE1v35IY6Gf4FbxSJIhVftU7i6YwtDs_W8NpJt54Z93yK1aB6O5bPJW1JL3WZvJoe4eb-9dPv2Tw07QAybw3IjYm4/s1600/Socket423.png&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; /&gt;&lt;/em&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;em&gt;El&amp;nbsp;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;u&gt;Socket 478&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&amp;nbsp;se ha utilizado para todos los Pentium 4 y los Celeron. Este socket también soporta los procesadores Pentium 4 Extreme Edition con 2 MB de L2 caché. El zócalo fue lanzado para competir con los AMD de 462-pines, ejemplos como el Socket A y su Athlon XP. Este socket sustituyó al Socke 423, un socket que estuvo poco tiempo en el mercado. Tambien dispone de una palanquita como los anteriores.&lt;/em&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiovnkL6oeIaG8-szqme_fdykE7xZSlXWxbxF9MHu0g4pJNwOIMoiVZuWwjPEgg0wRjxlrq1owl8Ppa-RuOvQuPu8F7EePWnJdkHrUu_xInZpxWhBrbhCux0qWsa-WSv-4twPJaXb6nbw0/s1600/Socket_478.jpg&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;em&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; sca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiovnkL6oeIaG8-szqme_fdykE7xZSlXWxbxF9MHu0g4pJNwOIMoiVZuWwjPEgg0wRjxlrq1owl8Ppa-RuOvQuPu8F7EePWnJdkHrUu_xInZpxWhBrbhCux0qWsa-WSv-4twPJaXb6nbw0/s320/Socket_478.jpg&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;298&quot; /&gt;&lt;/em&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;em&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px; text-align: left;&quot;&gt;
&lt;em&gt;El&lt;strong&gt;&lt;u&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp;Socket&lt;/span&gt;&lt;/u&gt;&lt;/strong&gt;&amp;nbsp;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;u&gt;LGA 775&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;, también conocido como&amp;nbsp;&lt;b&gt;Socket T&lt;/b&gt;&amp;nbsp;o&amp;nbsp;&lt;b&gt;Socket 775&lt;/b&gt;, es uno de los zócalos utilizados por Intel para dar soporte a los microprocesadores Pentium 4. Las velocidades de bus disponibles para esta arquitectura van desde 533Mhz hasta 1600MHz.&lt;/em&gt;&lt;/div&gt;
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&lt;em&gt;Este tipo de zócalo es el &quot;estándar&quot; para casi todos los procesadores de consumo de Intel para equipos de sobremesa y algunos portátiles. Desde los &quot;Celeron D&quot; hasta los &quot;Core 2 Duo&quot;, pasando por los &quot;Pentium D&quot;, su principal atractivo es que los procesadores para LGA 775 carecen de pines; es decir que la placa base es la que contiene los contactos para comunicarse con el procesador. Con esto se consigue que los procesadores sean menos frágiles a nivel físico. Al tomar esta medida, Intel traspasa el problema de la rotura de pines a los fabricantes de placas base. Así, los procesadores se &quot;anclan&quot; a la placa base con una pletina metálica que los fuerza sobre los pines.&lt;/em&gt;&lt;/div&gt;
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&lt;em&gt;Las placas base para el LGA 775 para Pentium 4 incluyen soporte para memoria RAM del tipo DDR2 y ranuras de expansión PCI Express. También existen placas base actualizadas con las nuevas memorias DDR3.&lt;/em&gt;&lt;/div&gt;
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&lt;em&gt;Los cambios de zócalos se producen ya que Pentium 4, tras varios años de permanencia en el mercado, tiene que adaptarse a la revolución constante en otros componentes del PC, como son las memorias soportadas, el BUS del sistema y demás.&lt;/em&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH8acGECj4iy7D5DHYw9E2YZXgWeIrztXfauMlNiT2e7Ffpr8htCKGjwuoo3SMWNQ_wQxwbkE-URgjRpaCPyKQptjJ7KEuAYX1sLY0uNVYvKpSA9TvCH7ozJfMinadILJw362aNQU4Dfk/s1600/581px-CPU_Socket_775_T.jpg&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;em&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; sca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH8acGECj4iy7D5DHYw9E2YZXgWeIrztXfauMlNiT2e7Ffpr8htCKGjwuoo3SMWNQ_wQxwbkE-URgjRpaCPyKQptjJ7KEuAYX1sLY0uNVYvKpSA9TvCH7ozJfMinadILJw362aNQU4Dfk/s320/581px-CPU_Socket_775_T.jpg&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;309&quot; /&gt;&lt;/em&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;em&gt;El&amp;nbsp;&lt;strong&gt;&lt;u&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;socket&amp;nbsp;LGA 1156&lt;/span&gt;&lt;/u&gt;&lt;/strong&gt;, también conocido como Socket H, es un socket de CPU Intel de sobremesa. LGA significa Land Grid Array . El LGA 1156, junto con el LGA 1366 , fueron diseñado para sustituir a LGA 775 . LGA 1156 es muy diferente de LGA 775. Los Procesadores LGA 775 estaban conectados a un puente norte con el bus frontal . Con LGA 1156, las funciones que tradicionalmente eran de un puente norte se han integrado en el procesador. El socket LGA 1156 permite las siguientes conexiones que se realizará mediante el procesador con el resto del sistema:&lt;/em&gt;&lt;/div&gt;
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&lt;em&gt;-PCI-Express 2.0 x16 para la comunicación con una tarjeta gráfica. Algunos procesadores permiten que esta conexión esté dividida en dos carriles x8 para conectar dos tarjetas gráficas. Algunos fabricantes de placas base usan Nvidia NF200, un chip para permitir utilizar aún más tarjetas gráficas.&lt;/em&gt;&lt;/div&gt;
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&lt;em&gt;-DMI para la comunicación con el concentrador controlador de la plataforma . Este consiste en una tarjeta PCI-Express 2.0 x4 conexión.&lt;/em&gt;&lt;/div&gt;
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&lt;em&gt;-Dos canales para la comunicación con la memoria SDRAM DDR3. La velocidad de reloj de la memoria que con el apoyo dependerá del procesador. Soporta Core i5, Core i7, Xeon, Celerón, Pentium, Core i3.&lt;/em&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqrvMWvWEh7JIqt3D74a3REp2377BQqqcd0lLkgIjKosNBPPOPJgbiCMHXw9IRnMrEg5b60vj0AwkJfNp4i2tUJw_-PXfZsw7D-p6OR2bqEaSjyQFAWlOqwRTpf8OyTTFpf2AzRwu8B2o/s1600/220px-Asus_P7P55-M_LGA_1156.jpg&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;em&gt;&lt;img border=&quot;0&quot; sca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqrvMWvWEh7JIqt3D74a3REp2377BQqqcd0lLkgIjKosNBPPOPJgbiCMHXw9IRnMrEg5b60vj0AwkJfNp4i2tUJw_-PXfZsw7D-p6OR2bqEaSjyQFAWlOqwRTpf8OyTTFpf2AzRwu8B2o/s1600/220px-Asus_P7P55-M_LGA_1156.jpg&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; /&gt;&lt;/em&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;em&gt;El&amp;nbsp;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Socket LGA 1366&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&amp;nbsp;es una implementación de zócalo para procesadores Intel Core i7, que se caracteriza por presentar una arquitectura muy distinta a las anteriores líneas de procesadores para socket 775 y anteriores.&lt;/em&gt;&lt;/div&gt;
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&lt;em&gt;Entre las novedades están, el puerto de comunicación directa entre el procesador y la memoria RAM y la eliminación del FSB a favor del Quickpath.&lt;/em&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ4X2eFk9eXyJPmxc5lOCVC3mfTnKcaTe5TWOWAMAGf7VQTSr1u3T5S_N0KEC3WAtOSTatkIrrmB3sotO_R8REUEiHUOGK5dMHhRaJ9E17b6ZQ20LzfHvq32Ozxlf67DV0279Uhf8s47Y/s1600/220px-LGA_Socket_1366.jpg&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;em&gt;&lt;img border=&quot;0&quot; sca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ4X2eFk9eXyJPmxc5lOCVC3mfTnKcaTe5TWOWAMAGf7VQTSr1u3T5S_N0KEC3WAtOSTatkIrrmB3sotO_R8REUEiHUOGK5dMHhRaJ9E17b6ZQ20LzfHvq32Ozxlf67DV0279Uhf8s47Y/s1600/220px-LGA_Socket_1366.jpg&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; /&gt;&lt;/em&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;em&gt;El&amp;nbsp;&lt;strong&gt;&lt;u&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Socket LGA 2011&lt;/span&gt;&lt;/u&gt;&lt;/strong&gt;, también llamado Socket R, es un zócalo de CPU creado por Intel, que remplaza la anterior generación Intel LGA 1366(Socket B) y LGA 1567 en la gama de alto rendimiento en equipos de sobremesa y servidores de la marca. El zócalo tiene 2011 pines que tocan los puntos de contacto en la parte inferior del procesador. Socket R utiliza QPI para conectar la CPU a CPUs adicionales y el Southbridge en un sistema de dos sockets. DMI 2.0 conecta los procesadores Sandy Bridge de la serie E con el chipset Intel X79. La CPU realiza las funciones de Northbridge, como el control de la memoria, PCIe de control, DMI, FDI, y otras funciones integradas en el chip.&lt;/em&gt;&lt;/div&gt;
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&lt;em&gt;Este zócalo fue lanzado el 14 de noviembre de 2011, y soporta porcesadores Sandy Bridge de la serie E con cuatro canales de memoria DDR3-1600, así como, 40× PCIe 2.0 o 3.0 carriles;.Los Procesadores Intel Core i7 Extreme Edition son compatibles con seis núcleos con 15 MB de caché L3 compartida en un bus en anillo y un controlador de cuatro canales de memoria DDR3. Las placas base con el zócalo LGA 2011 tienen 4 u 8 ranuras DIMM que permite un soporte máximo de 32GB, 64GB o 128GB de memoria RAM. LGA 2011 también será compatible con los próximos procesadorre Ivy Bridge-E.&lt;/em&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6MY3gPF3VRmIxxmZewKX5oUI4T8y575P2h55cy6J1pSHfBkHRtPdX8FRp9KOcylWoM3dT_iUQZSUydj6f4DjiUD85acqW4HkRuq59s51-9XW7C448wI_Jpvwqm2AFC1yYyDpivvRErcM/s1600/220px-FCLGA_2011_(Core_i7_Extreme_Edition,_Sandy_Bridge-E).PNG&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;em&gt;&lt;img border=&quot;0&quot; sca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6MY3gPF3VRmIxxmZewKX5oUI4T8y575P2h55cy6J1pSHfBkHRtPdX8FRp9KOcylWoM3dT_iUQZSUydj6f4DjiUD85acqW4HkRuq59s51-9XW7C448wI_Jpvwqm2AFC1yYyDpivvRErcM/s1600/220px-FCLGA_2011_(Core_i7_Extreme_Edition,_Sandy_Bridge-E).PNG&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; /&gt;&lt;/em&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;em&gt;El&amp;nbsp;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Socket A&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&amp;nbsp;(también conocido como&amp;nbsp;&lt;b&gt;Socket 462&lt;/b&gt;) es utilizado por los procesadores de AMD, desde el Athlon K7 hasta el Athlon XP 3200+, y por los de bajo presupuesto Duron y Sempron. El socket es una rejilla para 462 pines.&lt;/em&gt;&lt;/div&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;El Socket A ha sido reemplazado por AMD al lanzar su nueva gama de procesadores Athlon 64 por nuevos tipos de socket como el Socket 754 ( canal simple de memoria ) utilizado por los procesadores Sempron y Athlon 64, el Socket 939 ( canal doble de memoria ) utilizado por los Athlon 64 , Athlon 64 FX y AMD64 x2 ( doble nucleo ) y el socket AM2 similar al 939 pero con soporte para los nuevos procesadores que trabajan con memoria DDR2.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;br /&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDtJ-oCqaR9CebjPJM3fv4VREL0z3PDb13qPYaSVxy86VKJ-OYXeEHKxbxOqOHJoSUltpuyzZa2MVn3i-ZrNPcXPabW8zJtB7mwajYO8TgxLyzekD7Jw9jSQfjCIdOYYl-mPDhyFhnnzw/s1600/socket462+amd.jpg&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;em&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; sca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDtJ-oCqaR9CebjPJM3fv4VREL0z3PDb13qPYaSVxy86VKJ-OYXeEHKxbxOqOHJoSUltpuyzZa2MVn3i-ZrNPcXPabW8zJtB7mwajYO8TgxLyzekD7Jw9jSQfjCIdOYYl-mPDhyFhnnzw/s320/socket462+amd.jpg&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;292&quot; /&gt;&lt;/em&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;El&amp;nbsp;&lt;strong&gt;&lt;u&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Socket F&lt;/span&gt;&lt;/u&gt;&lt;/strong&gt;&amp;nbsp;es la base para la plataforma Quad FX (conocida antes de su lanzamiento como &quot;4x4&quot;), liberada por AMD el 30 de noviembre de 2006. Esta versión modificada del Socket F, llamada&amp;nbsp;&lt;b&gt;Socket 1207 FX&lt;/b&gt;&amp;nbsp;por AMD, y&amp;nbsp;&lt;b&gt;Socket L1&lt;/b&gt;&amp;nbsp;por nVIDIA, se basa en una plataforma de doble socket, que permite usar dos procesadores de doble núcleo (cuatro núcleos efectivos) en PC de escritorio para entusiastas.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;em&gt;En este zócalo se podian insertar las siguientes micros: Opteron, Athlon 64 FX.&lt;/em&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYoPit8q99x-GWDKi7knfe7KgrqBfe3Crev5Ly21O2qdHPOSNAeTHJraBMTfBXAmTOx5n8evCPkWupTLMXPMQADgtjwXpc8-rIdt3Kk7_uxFqTa6blxXDUSyvt4O9OulPA14MBdqej_p0/s1600/220px-Socket_F_closed_R0027170+AMD.jpg&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;em&gt;&lt;img border=&quot;0&quot; sca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYoPit8q99x-GWDKi7knfe7KgrqBfe3Crev5Ly21O2qdHPOSNAeTHJraBMTfBXAmTOx5n8evCPkWupTLMXPMQADgtjwXpc8-rIdt3Kk7_uxFqTa6blxXDUSyvt4O9OulPA14MBdqej_p0/s1600/220px-Socket_F_closed_R0027170+AMD.jpg&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; /&gt;&lt;/em&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;em&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;El&lt;strong&gt;&amp;nbsp;&lt;u&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Socket 939&lt;/span&gt;&lt;/u&gt;&lt;/strong&gt;&amp;nbsp;es un zócalo de CPU que fue introducido por AMD en respuesta a Intel y su nueva plataforma para computadoras de escritorio, Socket LGA775. Socket 939 ha sido sustituido por el Socket AM2. La micros que soporta este zócalos son AMD Athlon 64, AMD Athlon 64 FX, AMD Athlon 64 X2,&amp;nbsp;AMD Opteron&amp;nbsp; Sempron.&lt;/em&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb_9DFSVzdt4rXuAyjcfSUYbmTsZam59kslTkuAICJt1c3XEnAE7KKX6Ev1Jpw275hLwDFq-WcUIAlEEo70BtpkswEKbfkHS8swvO-Do7U9LzvxGJ9jnRDarqzwXp7vlcgSa64wWXH6t4/s1600/290px-Sockel-939+aAMMDD.jpg&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;em&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; sca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb_9DFSVzdt4rXuAyjcfSUYbmTsZam59kslTkuAICJt1c3XEnAE7KKX6Ev1Jpw275hLwDFq-WcUIAlEEo70BtpkswEKbfkHS8swvO-Do7U9LzvxGJ9jnRDarqzwXp7vlcgSa64wWXH6t4/s320/290px-Sockel-939+aAMMDD.jpg&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;280&quot; /&gt;&lt;/em&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;em&gt;&amp;nbsp;El&amp;nbsp;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Socket 940&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&amp;nbsp;es un tipo de zócalo de CPU con el mismo patillaje que el am2, pero más antiguo, y no tiene soporte para memoria DDR2. Cabe destacar que éste no es compatible con procesadores para am2, debido a su tecnología. Éste, en cambio soporta memoria DDR y procesadores como el Opteron y el athlon 64 FX. Viene a sustituir al socket 939.&lt;/em&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiHiVfNpXkHdC-Nx-M4j2Vy33dnmY7W0d2w9t-ntSy3NmDiVOAmbDXJzrL4Zb2FbJLpUKNpdc2AOF8Nh3p74rlZzElMfP0LMfonygCAraF5t2ttBoQy0lRlO5bIhbCx9z59160ipoLYOw/s1600/220px-Socket_940+amd+estee+aora.png&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;em&gt;&lt;img border=&quot;0&quot; sca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiHiVfNpXkHdC-Nx-M4j2Vy33dnmY7W0d2w9t-ntSy3NmDiVOAmbDXJzrL4Zb2FbJLpUKNpdc2AOF8Nh3p74rlZzElMfP0LMfonygCAraF5t2ttBoQy0lRlO5bIhbCx9z59160ipoLYOw/s1600/220px-Socket_940+amd+estee+aora.png&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; /&gt;&lt;/em&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;El&amp;nbsp;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Socket AM2&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;, denominado anteriormente como&amp;nbsp;&lt;b&gt;Socket M2&lt;/b&gt;. Su lanzamiento se realizó en el segundo trimestre de 2006, como sustituto del Socket 939. Tiene 940 pins y soporta memoria DDR2; sin embargo no es compatible con los primeros procesadores de 940 pins (como, por ejemplo, los procesadores Opteron Sledgehammer).&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;Los primeros procesadores para el zócalo AM2 fueron los nuevos Opteron serie 100. El zócalo está también diseñado para los siguientes núcleos: Windsor (AMD Athlon 64 X2 4200+ - 5000+, AMD Athlon 64 FX-62), Orleans (AMD Athlon 64 3500+ - 4000+) y Manila (AMD Sempron 3000+ - 3600+) - todos construidos con tecnología de 90 nm.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;Su rendimiento es similar al del zócalo 939, en comparación con los núcleos Venice.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;Socket AM2 es parte de la próxima generación de zócalos, junto con Socket F (servidores) y Socket S1 (portátiles).&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;em&gt;El&amp;nbsp;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Socket AM2+&lt;/span&gt;&lt;/b&gt;, es un zócalo de CPU diseñado para microprocesadores AMD en equipos de escritorio. Su lanzamiento, el tercer trimestre del 2007, sucedió en la misma fecha en que estaba programado el lanzamiento del Socket AM3, sustituto del Socket AM2. En cambio se optó por vender una transición entre este último y el Socket AM3. Los procesadores diseñados para trabajar con el&lt;b&gt;AM2&lt;/b&gt;&amp;nbsp;podrán hacerlo con placas madres de Socket&amp;nbsp;&lt;b&gt;AM2+&lt;/b&gt;&amp;nbsp;y vice versa&lt;/em&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUNXQu2xdWOGftyje8KzL6i1MyuWKknMV8mhVUP5Rs8pazLlP4Td6UCLJS9IIU8kJvsq862h93KgPcwP9VaVQwCRBm0PU19Vj7JLmnV4GOqjNPkbJxnA28p6wZdI04TbF5eZiNPgJ4vJ4/s1600/220px-Socket_am2_retention_module+aMDDD.jpg&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;em&gt;&lt;img border=&quot;0&quot; sca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUNXQu2xdWOGftyje8KzL6i1MyuWKknMV8mhVUP5Rs8pazLlP4Td6UCLJS9IIU8kJvsq862h93KgPcwP9VaVQwCRBm0PU19Vj7JLmnV4GOqjNPkbJxnA28p6wZdI04TbF5eZiNPgJ4vJ4/s1600/220px-Socket_am2_retention_module+aMDDD.jpg&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; /&gt;&lt;/em&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black;&quot;&gt;&lt;br /&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;El&amp;nbsp;&lt;b&gt;Socket AM3&lt;/b&gt;&amp;nbsp;cuenta con 941 pines para el zócalo y 938 pines para la CPU. Tiene soporte HT (Hyper Transport) 4.0 y muchos más beneficios. Está hecho para la nueva gama de procesadores de AMD, los K11.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;&amp;nbsp;Los procesadores con socket AM3 son compatibles con placas base que posean el socket anterior de AMD, AM2+ (fuente: AMD Support Socket AM2+. De esta forma un procesador como el AMD Athlon II X2 250 que posee socket AM3 puede funcionar en una placa base que posea socket AM2+. No&amp;nbsp;a la inversa, es decir, un procesador con socket AM2+ no puede ser colocado en una placa base con socket AM3.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;Los procesadores compatibles con AM3 son los AMD Phenom II X4 , de la familia Deneb y Propus. Seguido a esto han sido lanzados otros procesadores de más bajo rendimiento, los cuales tienen los nombres en clave de: Heka (Triple núcleo), Rana (Triple núcleo) y Regor (Doble núcleo) diseñados con arquitectura de 45 nm.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUZqyKtLM7uAW5hxvKs-Mani1jrc8gXxQ6JMZZVpALWbJubwJ0_9z-8xt_H26dZoNOk7CYYBhecA0QeomeBlvepKYPr_gQsg2QlLzxZx8Yx37ykjhBmGSae3GRPGcwEyZFReRD9YUgolQ/s1600/220px-MSI_785GM-P45_Socket_AM3+dddddd.jpg&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;em&gt;&lt;img border=&quot;0&quot; sca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUZqyKtLM7uAW5hxvKs-Mani1jrc8gXxQ6JMZZVpALWbJubwJ0_9z-8xt_H26dZoNOk7CYYBhecA0QeomeBlvepKYPr_gQsg2QlLzxZx8Yx37ykjhBmGSae3GRPGcwEyZFReRD9YUgolQ/s1600/220px-MSI_785GM-P45_Socket_AM3+dddddd.jpg&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; /&gt;&lt;/em&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;em&gt;&lt;/em&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;El&lt;strong&gt;&amp;nbsp;&lt;u&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Socket 7&lt;/span&gt;&lt;/u&gt;&lt;/strong&gt;&amp;nbsp;&amp;nbsp;usa el SPGA socket, además de un LIF de 296 pines en distribución 37x37 (la cual es muy rara), o los más comunes son los ZIF de 321 pines distribuidos en 19x19.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;Una extensión del Socket 7, Super Socket 7 fue diseñado para permitir a los microprocesadores AMD K6-2 y AMD K6-III funcionar a un mayor índice de ciclos de reloj y usar AGP. Los dos estándares son compatibles, pero las opciones extras de Super Socket 7 son sólo accesibles si la placa madre y el microprocesador lo son también.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;Procesadores soportados:&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;ul style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px; list-style-image: initial; list-style-position: initial; margin: 0.5em 0px; padding: 0px 2.5em;&quot;&gt;
&lt;li style=&quot;border: none; margin: 0px 0px 0.25em; padding: 0.25em 0px;&quot;&gt;&lt;em&gt;2,5V - 3,5V Pentiums 75-233 MHz&lt;/em&gt;&lt;/li&gt;
&lt;li style=&quot;border: none; margin: 0px 0px 0.25em; padding: 0.25em 0px;&quot;&gt;&lt;em&gt;2,2V - 3,5V AMD K5 - AMD K6 - AMD K6/2 3D NOW! 111 -555 Mhz.&lt;/em&gt;&lt;/li&gt;
&lt;li style=&quot;border: none; margin: 0px 0px 0.25em; padding: 0.25em 0px;&quot;&gt;&lt;em&gt;Cyrix 6x86 (y MX) P120 - P233.&lt;/em&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;br /&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;em&gt;&lt;/em&gt;&lt;br /&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;em&gt;&lt;/em&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTZ3AVnch_gKx6xrejoH3-aXjirYzE5hLRzoiSkhr65izzBAInuHF6yyUAC8Y4PdAhcMpelxg6sJ9GeZ1MSVHYoO8JwGEuRah9_FGKZTstvAkKbfHTnaF1FQRV_g64e7Bh2AXNUhFJ8os/s1600/220px-Socket_7.jpg&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;em&gt;&lt;img border=&quot;0&quot; sca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTZ3AVnch_gKx6xrejoH3-aXjirYzE5hLRzoiSkhr65izzBAInuHF6yyUAC8Y4PdAhcMpelxg6sJ9GeZ1MSVHYoO8JwGEuRah9_FGKZTstvAkKbfHTnaF1FQRV_g64e7Bh2AXNUhFJ8os/s1600/220px-Socket_7.jpg&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; /&gt;&lt;/em&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;em&gt;&lt;/em&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;br /&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;El&lt;strong&gt;&amp;nbsp;Socket M&lt;/strong&gt;&amp;nbsp;(a veces referido como&amp;nbsp;&lt;b&gt;FCPGA6&lt;/b&gt;) es una interfaz de microprocesador creado por Intel en 2006 para la línea Intel Core de procesadores para portátiles. Es utilizado en todos los productos Intel Core y sus derivados Dual-Core Xeon. Contactos 478.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;br /&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;background-color: black; clear: both; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhao6FXqHSDYqUo1e_R0EuM-dkDfGZRLfwoFF723XiHaLpi9OhC0dcEorSUmwCgNK-zTu-52JbmJSPKNcg3RmXMCP2N4jxosL_2ND1Rr5_CcAA6PqCK0_pELgmThg3ogddtgEjGV3UKHK0/s1600/220px-Socket_mPGA478MT_Socket_M.jpg&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;em&gt;&lt;img border=&quot;0&quot; sca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhao6FXqHSDYqUo1e_R0EuM-dkDfGZRLfwoFF723XiHaLpi9OhC0dcEorSUmwCgNK-zTu-52JbmJSPKNcg3RmXMCP2N4jxosL_2ND1Rr5_CcAA6PqCK0_pELgmThg3ogddtgEjGV3UKHK0/s1600/220px-Socket_mPGA478MT_Socket_M.jpg&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; /&gt;&lt;/em&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;&amp;nbsp;.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;background-color: black; clear: both; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;em&gt;&lt;/em&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;em&gt;El&amp;nbsp;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Socket 3&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&amp;nbsp;es un tipo de zócalo de CPU diseñado para microprocesadores de la familia Intel 80486. Se encuentra en casos de placas 486 antiguas junto a un zócalo secundario para el coprocesador, el Intel 80487, ya que éste no lo integra el tipo SX. Es consecuencia de la creación por Intel de microprocesadores de menor tensión. Para evitar que éstos se inserten en un Socket 2, se reordenan los pines de forma que un procesador a sólo 3,3 voltios no pueda conectarse en los viejos zócalos de sólo 5 voltios. Socket 3 es un zócalo de 237 pines.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px;&quot;&gt;&lt;br /&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZQXgMwjbdNbu9GeCokkg9ebrnlb7o-1ddMqz5wMtg4DgucL1bbVPysKWphkduBwjT8N_KDYuuejkbOt68uQy26j2bMr7s5gvlt09g9g_ieY7KbOeV3BphePZYXidnPbErk8M35c3nsLo/s1600/220px-Socket_3.jpg&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;em&gt;&lt;img border=&quot;0&quot; sca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZQXgMwjbdNbu9GeCokkg9ebrnlb7o-1ddMqz5wMtg4DgucL1bbVPysKWphkduBwjT8N_KDYuuejkbOt68uQy26j2bMr7s5gvlt09g9g_ieY7KbOeV3BphePZYXidnPbErk8M35c3nsLo/s1600/220px-Socket_3.jpg&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; /&gt;&lt;/em&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;em&gt;EL&lt;strong&gt;&amp;nbsp;&lt;u&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;LGA 1155&lt;/span&gt;&lt;/u&gt;&lt;/strong&gt;, también llamado Socket H2, es un zócalo compatible de microprocesador intel&amp;nbsp;el cual soporta los procesadores Sandy Bridge y Ivy Bridge. Contactos 1155.&lt;/em&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;background-color: black; clear: both; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;background-color: black; clear: both; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit5gMcvv52wkg1gdZrPeG81BBgKbW3kLub2PYG57B8Xnz1ERAHfpQRQl35_cViyKxQaKcZn5c5w53cOPXVz9JLmewrN2tVyldcIqCCcTz_b7EDB6WJSkkxnXCplI3m_BxXEwwtutBUBNc/s1600/300px-Intel_Socket_1155.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;em&gt;&lt;img border=&quot;0&quot; sca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit5gMcvv52wkg1gdZrPeG81BBgKbW3kLub2PYG57B8Xnz1ERAHfpQRQl35_cViyKxQaKcZn5c5w53cOPXVz9JLmewrN2tVyldcIqCCcTz_b7EDB6WJSkkxnXCplI3m_BxXEwwtutBUBNc/s1600/300px-Intel_Socket_1155.jpeg&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; /&gt;&lt;/em&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br class=&quot;Apple-interchange-newline&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://javierba92.blogspot.com/feeds/5349423537303394447/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://javierba92.blogspot.com/2012/07/sockets.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/5349423537303394447'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/5349423537303394447'/><link rel='alternate' type='text/html' href='http://javierba92.blogspot.com/2012/07/sockets.html' title='Sockets'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00541922316768683704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEbwiaQmMO_oQjZ72W8K60WwawrL1ryqeQTanjV26ipmFu04JM7QsWJUwZgUak2T6fR62we21zpizG30K_VL9W16b9ZIqXm5Gj94KeenV0Fb7LHy60BG2flcxu8QUhn1jkk_c5_tRTskM/s72-c/220px-Intel_Socket_370.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6811818119877738708.post-5731013006651216669</id><published>2012-07-07T06:56:00.000-07:00</published><updated>2012-07-23T08:21:05.627-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Amd"/><category scheme="http://www.blogger.com/atom/ns#" term="caracteristicas ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes ordenadores"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU-Z"/><category scheme="http://www.blogger.com/atom/ns#" term="CPUz"/><category scheme="http://www.blogger.com/atom/ns#" term="Intel"/><category scheme="http://www.blogger.com/atom/ns#" term="maind boar"/><category scheme="http://www.blogger.com/atom/ns#" term="memoria RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="MHz"/><category scheme="http://www.blogger.com/atom/ns#" term="microprocesadores"/><category scheme="http://www.blogger.com/atom/ns#" term="MMX"/><category scheme="http://www.blogger.com/atom/ns#" term="multimetro"/><category scheme="http://www.blogger.com/atom/ns#" term="programa ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="refrijeración"/><category scheme="http://www.blogger.com/atom/ns#" term="tecnologías"/><title type='text'>Evolucion Microprocersadores</title><content type='html'>&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;strong&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Microprocesador.&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
Es el componente sobre el que reside gran parte del rendimiento que se obitiene de la máquina y que definirá las especificaciones en cuento a frecuencia. Este cuenta con una serie de registros así como, a partir de un determinado nivel de micro, con memoria caché propia.&lt;br /&gt;
&lt;br /&gt;
Unidad de control su función es dirigir y coordinar todas las operaciones que tienen lugar entre las distintas unidades. Realiza las siguientes operaciones:&lt;br /&gt;
- Interpreta los contenidos de las posiciones de memoria, ya sean memria Ram o Rom.&lt;br /&gt;
-Ordena a cada elemento del sistema la ejecución individual de la interpretación anterior.&lt;br /&gt;
- Atiende y decide sobre las interrupciones que le van a producir los elementos del sistema durante la ejecutación de sus tareas.&lt;br /&gt;
&lt;br /&gt;
Unidad aritmética lógicas se encarga dentro de la unidad central de realizar dos tipos de operaciones:&lt;br /&gt;
- Operaciones aritméticas (sumas, restas...)&lt;br /&gt;
- Operaciones lógicas (comparación, complementos...)&lt;br /&gt;
&lt;br /&gt;
Evolucion de los microprocesadores de la compañias mas fuerte del mercado en este producto.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;strong&gt;&lt;em&gt;&lt;u&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Evolución INTEL.&lt;/span&gt;&lt;/u&gt;&lt;/em&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: medium none;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border: 1pt solid black; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Modelos&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: black black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; border-top-style: solid; border-top-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Velociadad&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: black black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; border-top-style: solid; border-top-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Caché&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: black black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; border-top-style: solid; border-top-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Ancho de bus&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
4004 - 4040&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
108 KHz /740 KHz&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; --&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; 4 bits&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
8008 - 8080&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
300 KHz /&amp;nbsp; 2 MHz&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; --&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;8 bits&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
8086 - 8088&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
4.77 MHz / 8 &amp;nbsp; MHz&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
--&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 16 bits&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
80286&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
6/20 MHz&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&amp;nbsp; --&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;16 bits&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
80386&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
16/40 MHz&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&amp;nbsp;--&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;32 bits&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
i486&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
25/ 133 MHz&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
8 KB&amp;nbsp; (4+4)&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;32 bits&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Pentium&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
75/200 MHz&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
16 KB&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;32bits x 2&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Pemtium Pro&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
150/200 MHz&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
L1:8KB,L2:256/512KB&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; 32 bits&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Pemtium MMX&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
166/233 MHz&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&amp;nbsp;L1:16 KB, L2:16 KB&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; 32 bits&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Pentium II&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
233/300 MHz&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
512 KB&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; 32 bits&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Pentuim II Celeron&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
266/466 MHz&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
L1:32KB L2:128 KB&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; 32 bits&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Pentuim II Xeon&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
400/450 MHz&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
L1:32 KB L2: 2 MB&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; 32 bits&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Pentium III&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
450/550 MHz&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
L2: 512 KB&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;32&amp;nbsp;&lt;strong&gt;bits&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Itanium&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
1 GHz&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
1,5 MB&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: white;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; 32 bits&lt;/span&gt;&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Pentium 4&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
1,4&amp;nbsp;/ 1,5 GHz&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
1MB&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: white;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;64&amp;nbsp;bits&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Intel core&amp;nbsp;i3&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
2,26/2,93GHz&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
L164KB&amp;nbsp;L2512KB&amp;nbsp;L34MB&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: white;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 64 bits&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Intel core i5&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
1,2/3,73GHz&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
L164KB&amp;nbsp;L2256KB&amp;nbsp;L36MB&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: white;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; 64 bits&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Intel core i7&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
1,06/3,46GHz&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
L164KB&amp;nbsp;L2256KB&amp;nbsp;L38MB&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: white;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;64&amp;nbsp;bits&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Intel core i7 extreme&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
2/3,60GHz&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
L164KB&amp;nbsp;L2256KB&amp;nbsp;L40MB&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;color: white;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 64 bits&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;strong&gt;&lt;em&gt;&lt;u&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Evolucion&amp;nbsp;AMD&lt;/span&gt;&lt;/u&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Modelos&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Velocidad&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Caché&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Ancho Bus&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
AM 286&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span class=&quot;st&quot;&gt;8-16 MH&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span class=&quot;st&quot;&gt;128 Kbytes&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span class=&quot;st&quot;&gt;24 bits&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
AM386&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
40 Mhz&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span class=&quot;st&quot;&gt;8KB&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span class=&quot;st&quot;&gt;16 bits&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
AM486&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
66 Mhz&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
8KB&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span class=&quot;st&quot;&gt;32 bits&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
AM586&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span class=&quot;st&quot;&gt;40 Mhz&lt;/span&gt;&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span class=&quot;st&quot;&gt;16 kB&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;span class=&quot;st&quot;&gt;32 bits&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
K5&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
60Mhz&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
L1= 8 KB.&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
32 bits&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
K6&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;66Mhz&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;L1=32KB + 32KB&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Arial;&quot;&gt;64 bits&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
K6-2&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Arial;&quot;&gt;100 MHz&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Arial; font-size: xx-small;&quot;&gt;32 KB&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Arial;&quot;&gt;64 bits&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
K6-III&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
400MHz&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Arial;&quot;&gt;320 KB&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Arial;&quot;&gt;64 bits&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
K7&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
500MHz&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
512KB&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Arial;&quot;&gt;64 bits&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
DURON&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
600MHz&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
640KB&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Arial;&quot;&gt;64 bits&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
K8 Opteron&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
1800MHz&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
1MB&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
64 bits&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Athlon 64/ Fx&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
2800MHz&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
2x 1MB&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
64 bits&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Sempron&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
1500MHz&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
256KB&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
64 bits&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
Athlon(x2)&amp;nbsp;Dual&amp;nbsp;core&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
2000MHz&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;1MB + 1MB&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
64 bits&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
AMD Phenon x3&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
2.1 GHz&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
2048 KB&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
64 bits&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
AMD phenon II&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
2,5&amp;nbsp;GHz&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
3000 K B&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
64 bits&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black; border-left-style: solid; border-left-width: 1pt; border-right-style: solid; border-right-width: 1pt; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-bottom-style: solid; border-bottom-width: 1pt; border-color: rgb(236, 233, 216) black black rgb(236, 233, 216); border-right-style: solid; border-right-width: 1pt; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px; padding: 0cm 5.4pt; width: 108.05pt;&quot; valign=&quot;top&quot; width=&quot;144&quot;&gt;&lt;br class=&quot;Apple-interchange-newline&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;</content><link rel='replies' type='application/atom+xml' href='http://javierba92.blogspot.com/feeds/5731013006651216669/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://javierba92.blogspot.com/2012/07/evolucion-microprocersadores.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/5731013006651216669'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/5731013006651216669'/><link rel='alternate' type='text/html' href='http://javierba92.blogspot.com/2012/07/evolucion-microprocersadores.html' title='Evolucion Microprocersadores'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00541922316768683704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6811818119877738708.post-6131484574795411277</id><published>2012-06-15T13:42:00.002-07:00</published><updated>2012-07-23T08:19:49.358-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="aida"/><category scheme="http://www.blogger.com/atom/ns#" term="caracteristicas ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes ordenadores"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU-Z"/><category scheme="http://www.blogger.com/atom/ns#" term="CPUz"/><category scheme="http://www.blogger.com/atom/ns#" term="Intel"/><category scheme="http://www.blogger.com/atom/ns#" term="maind boar"/><category scheme="http://www.blogger.com/atom/ns#" term="memoria RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="MHz"/><category scheme="http://www.blogger.com/atom/ns#" term="microprocesadores"/><category scheme="http://www.blogger.com/atom/ns#" term="MMX"/><category scheme="http://www.blogger.com/atom/ns#" term="multimetro"/><category scheme="http://www.blogger.com/atom/ns#" term="programa ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="refrijeración"/><category scheme="http://www.blogger.com/atom/ns#" term="tecnologías"/><title type='text'>Aida 32</title><content type='html'>&lt;br /&gt;
&lt;h3 class=&quot;post-title entry-title&quot; itemprop=&quot;name&quot; style=&quot;background-color: black; color: white; font-family: Play; font-size: 22px; margin: 0px; position: relative;&quot;&gt;






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&lt;div class=&quot;post-header&quot; style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 1.6; margin: 0px 0px 1em;&quot;&gt;
&lt;div class=&quot;post-header-line-1&quot;&gt;
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&lt;/div&gt;
&lt;div class=&quot;post-body entry-content&quot; id=&quot;post-body-755800877173345260&quot; itemprop=&quot;articleBody&quot; style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px; position: relative; width: 586px;&quot;&gt;
Tambien podemos mirar los componentes Harware y Software con este progamita aida 32. Desde dicho programa podemos ver la bios, microprocesador y todo lo que queramos.&lt;br /&gt;
&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvroShz8PfzGEZOHuj6OS2V0wwLK15BHkiGLO0DtpsNzrBzFPL_7gguF6mpv3TMosLK0UZlzVA1pAvO7ABdv6Nte8qkfd_mp1fCYwc5PxNd0AD0G4dk8DrNNlZ90nwefkms1CvSt-Ga2I/s1600/aidaa.JPG&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;238&quot; pca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvroShz8PfzGEZOHuj6OS2V0wwLK15BHkiGLO0DtpsNzrBzFPL_7gguF6mpv3TMosLK0UZlzVA1pAvO7ABdv6Nte8qkfd_mp1fCYwc5PxNd0AD0G4dk8DrNNlZ90nwefkms1CvSt-Ga2I/s320/aidaa.JPG&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Aqui tenemos la pantalla principal .&lt;/div&gt;
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Con este programas vamos a ver el procesador, la placa base y la bios de un computer. En la foto que voy a poner vamos a hablar de la BIOS. Si no saveis utilizar el programa seguir estos pasos.&lt;br /&gt;
1 - Pinchamos en ordenador.&lt;br /&gt;
2 - Nos saldra una serie de apartados como: Advertencia, Bios, Sistemas y Procesadores.&lt;br /&gt;
3 - Pinchamos en Bios y nos sale lo siguiente.&lt;br /&gt;
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Nos indican el vendedor, versión, fecha de salida, tamaño que es la memoria que tiene la bios, dispositivo de arranque....&lt;br /&gt;
&lt;br /&gt;
A continuación vamos a mirar las caracteristicas de una placa base.&lt;br /&gt;
Pinchamos en Placa base y despues pinchamos en la que sale en este apartado placa &amp;nbsp;base.&lt;br /&gt;
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&lt;br /&gt;
Nos indica el tipo de bus, reloj real, identificacion de la placa... Pero algunos componentes no lo identifica el programa.&lt;br /&gt;
&lt;br /&gt;
Aora vamos a mirar los datos de la micro.&lt;br /&gt;
Pinchamos en el apartado placa base y acontinuación pinchamos en procesador.&lt;br /&gt;
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Nos indica el tipo de procesador, velocidad, las caches, CPU y tambíen nos indica el uso de CPU.&lt;br /&gt;
&lt;br /&gt;
Tambien podemos saber a la&amp;nbsp; temperatura que esta funcionando la placa y la micro, tambien nos indica el voltaje que esta consumiendo el ordenador.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFthowwdEqFr5FXQeVM0gER_Rt41VdTjedbTJURQfeEFUiq-DrhPSLjnGWbC29hj8V6IWTm5gWMvqXzbsXcQMl5pLObeIINKIlznVOA5be2-3V24gTiNjmCwyBeJH59myPSCJKoD_SWUM/s1600/sensor.JPG&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; pca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFthowwdEqFr5FXQeVM0gER_Rt41VdTjedbTJURQfeEFUiq-DrhPSLjnGWbC29hj8V6IWTm5gWMvqXzbsXcQMl5pLObeIINKIlznVOA5be2-3V24gTiNjmCwyBeJH59myPSCJKoD_SWUM/s400/sensor.JPG&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;386&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;
Como aqui indica la placa bas esta trabajando a 42 grado y el procesador a 52 grado. Valores de voltaje es lo que consume los componentes del ordenador&amp;nbsp; cuando esta trabajando con el.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://javierba92.blogspot.com/feeds/6131484574795411277/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://javierba92.blogspot.com/2012/06/aida-32.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/6131484574795411277'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/6131484574795411277'/><link rel='alternate' type='text/html' href='http://javierba92.blogspot.com/2012/06/aida-32.html' title='Aida 32'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00541922316768683704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvroShz8PfzGEZOHuj6OS2V0wwLK15BHkiGLO0DtpsNzrBzFPL_7gguF6mpv3TMosLK0UZlzVA1pAvO7ABdv6Nte8qkfd_mp1fCYwc5PxNd0AD0G4dk8DrNNlZ90nwefkms1CvSt-Ga2I/s72-c/aidaa.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6811818119877738708.post-3461332360951606786</id><published>2012-06-13T05:53:00.005-07:00</published><updated>2014-10-16T08:37:45.813-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="caracteristicas ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes ordenadores"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU-Z"/><category scheme="http://www.blogger.com/atom/ns#" term="CPUz"/><category scheme="http://www.blogger.com/atom/ns#" term="Intel"/><category scheme="http://www.blogger.com/atom/ns#" term="maind boar"/><category scheme="http://www.blogger.com/atom/ns#" term="memoria RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="MHz"/><category scheme="http://www.blogger.com/atom/ns#" term="microprocesadores"/><category scheme="http://www.blogger.com/atom/ns#" term="MMX"/><category scheme="http://www.blogger.com/atom/ns#" term="multimetro"/><category scheme="http://www.blogger.com/atom/ns#" term="programa ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="refrijeración"/><category scheme="http://www.blogger.com/atom/ns#" term="tecnologías"/><title type='text'>Multimetro</title><content type='html'>&lt;br /&gt;
&lt;h3 class=&quot;post-title entry-title&quot; itemprop=&quot;name&quot; style=&quot;background-color: black; color: white; font-family: Play; font-size: 22px; margin: 0px; position: relative;&quot;&gt;




&lt;a href=&quot;http://javierbermudomrsm.blogspot.com.es/2012/06/multimetro.html&quot; style=&quot;color: white;&quot;&gt;Multimetro 1&lt;/a&gt;&lt;/h3&gt;
&lt;div class=&quot;post-header&quot; style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 1.6; margin: 0px 0px 1em;&quot;&gt;
&lt;div class=&quot;post-header-line-1&quot;&gt;
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&lt;div class=&quot;post-body entry-content&quot; id=&quot;post-body-5376143626899252453&quot; itemprop=&quot;articleBody&quot; style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px; position: relative; width: 586px;&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;strong&gt;&lt;em&gt;&lt;u&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;Multimetro o Polimetro.&lt;/span&gt;&lt;/u&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;em&gt;Es un aparato de medida que mide corriente alterna, continua, resistencia, continuidad...&lt;/em&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPa-xHSA7FBEmMVDpSedFQsk5MCLNEIfeEBdjR1ymqaK3DdrW-Da1ztftO5cBRT3Yomru2RbIjI_GwPKCfTUvpYvoeXFPL8P829SHXtzeWF43il1KAcHwGdXmWX_yGEHOjQHQb-3IN-M4/s1600/aaaaaa2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPa-xHSA7FBEmMVDpSedFQsk5MCLNEIfeEBdjR1ymqaK3DdrW-Da1ztftO5cBRT3Yomru2RbIjI_GwPKCfTUvpYvoeXFPL8P829SHXtzeWF43il1KAcHwGdXmWX_yGEHOjQHQb-3IN-M4/s320/aaaaaa2.jpg&quot; fba=&quot;true&quot; height=&quot;284&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;em&gt;Con este aparato medimos corriente alterna como se observa en la siguiente foto poniendo la ruleta en voltimetro alterna. Advertencia siempre medimos con la medidas mas grande por si lo que queremos medir es mas grade que las otras asin evitaremos romper el medidor.&lt;/em&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOOpM3L3_wi1UvoZPp2sffJXNSKT1yJWy30a-z6CbMvHlLfyZLmgT_Tx5dsNE9taV0JOe7lydao-AyrxvLjCVxoM5Su_EzTbglzdtcZtMM5SmNkPhhS_iM76dLyAcqXuxnlypVKL6gnFs/s1600/Foto0207ppppppppp.JPG&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;em&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOOpM3L3_wi1UvoZPp2sffJXNSKT1yJWy30a-z6CbMvHlLfyZLmgT_Tx5dsNE9taV0JOe7lydao-AyrxvLjCVxoM5Su_EzTbglzdtcZtMM5SmNkPhhS_iM76dLyAcqXuxnlypVKL6gnFs/s400/Foto0207ppppppppp.JPG&quot; fba=&quot;true&quot; height=&quot;300&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;400&quot; /&gt;&lt;/em&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;em&gt;Si queremos medi en continua ponemos la ruleta señalando a correinte continua y aqui los mismo con lo anterios empezar con la unidad mas grande.&lt;/em&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw9wWY31ZANCxi1I4fFrlsIB52fTNunyJ0g7A9_4r5A7zBR72ti8sntZMPKfWZR1bQ1eTw_te4-J_LFsZ37JHayjTeo_E7xfiVqJfN714odkN1bluxfdmuhLU_1_SNQiIPHtH0bYHgdeg/s1600/aaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaa.JPG&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw9wWY31ZANCxi1I4fFrlsIB52fTNunyJ0g7A9_4r5A7zBR72ti8sntZMPKfWZR1bQ1eTw_te4-J_LFsZ37JHayjTeo_E7xfiVqJfN714odkN1bluxfdmuhLU_1_SNQiIPHtH0bYHgdeg/s320/aaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaa.JPG&quot; fba=&quot;true&quot; height=&quot;240&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;em&gt;Para medir resistencias se pueden hacer de 2 maneras:&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;1 con el polimetros poniendo la ruleta en ohmios aqui pongo una foto de muestra&lt;/em&gt;&lt;br /&gt;
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2 manera de saver los ohmios de una resistencia es con una tabla.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzkojFxY6FnnGvkmwY9RKS5MRB4jzSgnzh4RoLiguNdXn8Yq2SI-53rlW7m6KMeUefphTb4jHtIXN42qfQOTA2BgdQwWFyLpYA2VrtHrtMP-CK27LQCAyUAxhsCovuUtX6AZwmfCrc34I/s1600/Codigo_de_colores_resistencias.PNG&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzkojFxY6FnnGvkmwY9RKS5MRB4jzSgnzh4RoLiguNdXn8Yq2SI-53rlW7m6KMeUefphTb4jHtIXN42qfQOTA2BgdQwWFyLpYA2VrtHrtMP-CK27LQCAyUAxhsCovuUtX6AZwmfCrc34I/s640/Codigo_de_colores_resistencias.PNG&quot; fba=&quot;true&quot; height=&quot;545&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Un ejemplo de como manejar la tabla.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYeQDvhLlDv1UniCrb7hCDXbfIdk7H9RzNWmg8eT-gpJn7RvFnWUiyaMHiGCIe2ZBuDXz1Pt3JpmHWuYrUs6qyfByVQDLqSeuOjlX52ooXd6uhz3n_OXFw1Gd2hBtO3V1Mp3PaaGFYpsE/s1600/resistencia.JPG&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYeQDvhLlDv1UniCrb7hCDXbfIdk7H9RzNWmg8eT-gpJn7RvFnWUiyaMHiGCIe2ZBuDXz1Pt3JpmHWuYrUs6qyfByVQDLqSeuOjlX52ooXd6uhz3n_OXFw1Gd2hBtO3V1Mp3PaaGFYpsE/s640/resistencia.JPG&quot; fba=&quot;true&quot; height=&quot;121&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Miramos las bandas que hay pintadas en la resistencia se empiesa desde la banda que esta mas pegada al borde en este caso en la gris.&lt;/div&gt;
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La gris es la banda 1 buscamos en la banda 1 y ponemos el número 8 como pone en la tabla.&lt;/div&gt;
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La siguiente banda es la roja mirando a la trabla es el número 2.&lt;/div&gt;
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La marron al ser una de las ultimas nos vamos a la columna de multiplicador al no aver mas banda porque la ultima banda es la tolerancia. El marron multiplica a los otros 2 números 10 elebado a 1.&lt;/div&gt;
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La ultima banda la dorada es la tolerancia que es un + - 5%.&lt;/div&gt;
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82&amp;nbsp;* 10 elevado 1 = 820 +- 5&amp;nbsp;% es decir entre 815&amp;nbsp;y 825 ohmios.&lt;/div&gt;
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En la imagen sale&amp;nbsp;848 ohmios porque&amp;nbsp;tiene fallos&amp;nbsp;de medida.&lt;/div&gt;
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&lt;span style=&quot;text-align: -webkit-auto;&quot;&gt;Aora hemos probado con 2 resistencias en serie. Para unirlas le hemos hecho una soldadura con estaño.&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieICQN2r5nAOgSAxK1jbWYCKSxvasZFyCKWsIH3kro5otQ06rkPL8p2rOGrvzE9F7usYqT4SRSzKrmAsUMN_rd4CIe83R4ivbVETyhYkmu5SFrTUTZF8SoPnKF2AdxGiFHYBdaUcF2KI8/s1600/serie.JPG&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieICQN2r5nAOgSAxK1jbWYCKSxvasZFyCKWsIH3kro5otQ06rkPL8p2rOGrvzE9F7usYqT4SRSzKrmAsUMN_rd4CIe83R4ivbVETyhYkmu5SFrTUTZF8SoPnKF2AdxGiFHYBdaUcF2KI8/s320/serie.JPG&quot; fba=&quot;true&quot; height=&quot;309&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Al estar las 2 en serie se suma la resistencia de las 2 resistencias. Ejemplo.&lt;/div&gt;
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Primera resistencia bandas:&lt;/div&gt;
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- 1 banda marron = 1&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/div&gt;
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- 2 banda verde = 5&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 150000 Ohmios.&lt;/div&gt;
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- 3&amp;nbsp;multiplicador 10 elevado 4&lt;/div&gt;
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- 4&amp;nbsp;tolerancia 5 %&lt;/div&gt;
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Segunda resistencia.&lt;/div&gt;
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- 1 banda negro 0&lt;/div&gt;
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- 2 banda azul 6&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;6000 Ohmios&lt;/div&gt;
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- 3 multiplicador 10 elevado a 3.&lt;/div&gt;
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- 4 tolerancia 10%.&lt;/div&gt;
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Total 150000 + 6000= 156000 Ohmios =) 156 Kohmios&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://javierba92.blogspot.com/feeds/3461332360951606786/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://javierba92.blogspot.com/2012/06/multimetro.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/3461332360951606786'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/3461332360951606786'/><link rel='alternate' type='text/html' href='http://javierba92.blogspot.com/2012/06/multimetro.html' title='Multimetro'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00541922316768683704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPa-xHSA7FBEmMVDpSedFQsk5MCLNEIfeEBdjR1ymqaK3DdrW-Da1ztftO5cBRT3Yomru2RbIjI_GwPKCfTUvpYvoeXFPL8P829SHXtzeWF43il1KAcHwGdXmWX_yGEHOjQHQb-3IN-M4/s72-c/aaaaaa2.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6811818119877738708.post-5748935162224530599</id><published>2012-06-13T05:52:00.002-07:00</published><updated>2012-07-19T07:44:35.699-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="caracteristicas ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes ordenadores"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU-Z"/><category scheme="http://www.blogger.com/atom/ns#" term="CPUz"/><category scheme="http://www.blogger.com/atom/ns#" term="maind boar"/><category scheme="http://www.blogger.com/atom/ns#" term="memoria RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="MHz"/><category scheme="http://www.blogger.com/atom/ns#" term="microprocesadores"/><category scheme="http://www.blogger.com/atom/ns#" term="MMX"/><category scheme="http://www.blogger.com/atom/ns#" term="multimetro"/><category scheme="http://www.blogger.com/atom/ns#" term="programa ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="refrijeración"/><category scheme="http://www.blogger.com/atom/ns#" term="tecnologías"/><title type='text'>Componentes PC</title><content type='html'>&lt;br /&gt;
&lt;h3 class=&quot;post-title entry-title&quot; itemprop=&quot;name&quot; style=&quot;background-color: black; color: white; font-family: Play; font-size: 22px; margin: 0px; position: relative;&quot;&gt;




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Para conocer los componentes que estan puesto en nuestro computer sin nesecidad de demontarlo,&amp;nbsp; encendemos &amp;nbsp;el computer y saldra una pantalla donde dira memoria ram, chips, microprocesador....Aqui pongo la imagen como ejemplo.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjj8llCassdt6IQgmSc0MScrS2xiQKsnjHgM8d79xrYN0QDkRxwJbCeGAnberLiNI-KjWbxdc_hv6gL_2U8Yp9iYzRXKN9lpknoKSc6bWiXXrBuWcf-qaIQeTxX8XzaQqxPKKPio60o7cg/s1600/hghigivvfytcft.jpg&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;img border=&quot;0&quot; fba=&quot;true&quot; height=&quot;300&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjj8llCassdt6IQgmSc0MScrS2xiQKsnjHgM8d79xrYN0QDkRxwJbCeGAnberLiNI-KjWbxdc_hv6gL_2U8Yp9iYzRXKN9lpknoKSc6bWiXXrBuWcf-qaIQeTxX8XzaQqxPKKPio60o7cg/s400/hghigivvfytcft.jpg&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Tambien se puede mirar en varios lados como:&lt;/div&gt;
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Pinchamos en inicio,&amp;nbsp;despues en Panel de Control, pinchamos en rendimiento y mantenimiento y para terminar pinchamos en sistema.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8FQZT8b5EJjQAPITOfQrBAmQJH1qOj_TEpMxRamrjNQKpmqwQu-cl4oNQ5fyfdoPKdE_uu1cGovpIMFaMa1JJc43ymbFuviQ0lhoLc8xrzpt-TWz2lgMt0_RsDhfI5s9d_j2HoBH9fWk/s1600/jgcgkcygk.JPG&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;img border=&quot;0&quot; fba=&quot;true&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8FQZT8b5EJjQAPITOfQrBAmQJH1qOj_TEpMxRamrjNQKpmqwQu-cl4oNQ5fyfdoPKdE_uu1cGovpIMFaMa1JJc43ymbFuviQ0lhoLc8xrzpt-TWz2lgMt0_RsDhfI5s9d_j2HoBH9fWk/s400/jgcgkcygk.JPG&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;331&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Aqui nos indica el sistema operativo instalado, version. Tambien nos informa del microprocesador que en este caso es un Pentium 4 a 3,20 GHz, y con una mermoria RAM de 1,50 GB.&lt;/div&gt;
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Tambien podemos ver los componentes hardware. Desde la misma ventana hay un apratado donde podemos ver la palabra Hardware hay que pincharle i ya nos sale esto.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgW0QadjB4TEsIN4iB67GshTBNgxkMzoxsHwA0LtJUKi9PhiDoC5k_qzBoXe9XViVQQ4fZyR1mZll_EefW8oGpUvpsncLimrz5WRL8myShBoJQQY11wphAf3nbjDoLmQ9p3lRWjGYOK25I/s1600/ascsdgfrhfgyjuykuikulkuoil.JPG&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;img border=&quot;0&quot; fba=&quot;true&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgW0QadjB4TEsIN4iB67GshTBNgxkMzoxsHwA0LtJUKi9PhiDoC5k_qzBoXe9XViVQQ4fZyR1mZll_EefW8oGpUvpsncLimrz5WRL8myShBoJQQY11wphAf3nbjDoLmQ9p3lRWjGYOK25I/s400/ascsdgfrhfgyjuykuikulkuoil.JPG&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;332&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Cuando tengamos esta panlla pinchamos en el rectangulo que pone administrador de dispositivos.&amp;nbsp;Nos saldra esta ventana.&lt;/div&gt;
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-)En 1&amp;nbsp;l tenemos los adaptadores de pantalla indica el tipo de tarjeta grafica.&lt;/div&gt;
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-) En&amp;nbsp;2&amp;nbsp; esta el adaptador de red tarjeta de red.&lt;/div&gt;
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-)En&amp;nbsp;3&amp;nbsp; Controladores de bus serie universal (USB)&lt;/div&gt;
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-) En&amp;nbsp;4&amp;nbsp; Controladores de IDE ATA/ATAPI&amp;nbsp;controla los IDE.&lt;/div&gt;
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-)En&amp;nbsp;5&amp;nbsp; Controladoras SCSI y RAID&lt;/div&gt;
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-) En&amp;nbsp;6&amp;nbsp; Controladores de disquetes.&lt;/div&gt;
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-)En&amp;nbsp;7&amp;nbsp; Dispositivos interfaz de usuario (HID)&lt;/div&gt;
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-) En&amp;nbsp;8&amp;nbsp; Dispositivos de sistemas.&lt;/div&gt;
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-)En&amp;nbsp;9&amp;nbsp; Dispositivos de sonido, video y juegos.&lt;/div&gt;
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-) En&amp;nbsp;10&amp;nbsp; Equipo.&lt;/div&gt;
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-)En 11&amp;nbsp; Monitor.&lt;/div&gt;
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-) En 12 Mouse y otros dispositivos señaladores.&lt;/div&gt;
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-)En 13 Procesadores.&lt;/div&gt;
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-) En 14 Teclados.&lt;/div&gt;
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-)En 15 Unidades de disco.&lt;/div&gt;
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-) En 16&amp;nbsp;Unidades de disquetes.&lt;/div&gt;
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-)EN 17 Unidades de DVD/CD-ROM.&lt;/div&gt;
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&lt;span style=&quot;color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 14px; line-height: 19px;&quot;&gt;Para&amp;nbsp;saber&amp;nbsp;otro&amp;nbsp;método&amp;nbsp; para ver software y harware pincha&amp;nbsp;aquí.&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;a href=&quot;http://javierba92.blogspot.com.es/2012/06/aida-32.html&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;http://javierba92.blogspot.com.es/2012/06/aida-32.html&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 14px; line-height: 19px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://javierba92.blogspot.com/feeds/5748935162224530599/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://javierba92.blogspot.com/2012/06/componentes-pc.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/5748935162224530599'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/5748935162224530599'/><link rel='alternate' type='text/html' href='http://javierba92.blogspot.com/2012/06/componentes-pc.html' title='Componentes PC'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00541922316768683704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjj8llCassdt6IQgmSc0MScrS2xiQKsnjHgM8d79xrYN0QDkRxwJbCeGAnberLiNI-KjWbxdc_hv6gL_2U8Yp9iYzRXKN9lpknoKSc6bWiXXrBuWcf-qaIQeTxX8XzaQqxPKKPio60o7cg/s72-c/hghigivvfytcft.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6811818119877738708.post-2875409515236582251</id><published>2012-06-09T13:53:00.000-07:00</published><updated>2014-10-16T08:40:30.317-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="caracteristicas ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes ordenadores"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU-Z"/><category scheme="http://www.blogger.com/atom/ns#" term="CPUz"/><category scheme="http://www.blogger.com/atom/ns#" term="maind boar"/><category scheme="http://www.blogger.com/atom/ns#" term="memoria RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="MHz"/><category scheme="http://www.blogger.com/atom/ns#" term="microprocesadores"/><category scheme="http://www.blogger.com/atom/ns#" term="MMX"/><category scheme="http://www.blogger.com/atom/ns#" term="multimetro"/><category scheme="http://www.blogger.com/atom/ns#" term="programa ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="refrijeración"/><category scheme="http://www.blogger.com/atom/ns#" term="tecnologías"/><title type='text'>Montaje PC</title><content type='html'>&lt;br /&gt;
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&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;&lt;strong&gt;&lt;em&gt;&lt;u&gt;Emsamblaje de un ordenador.&lt;/u&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Aqui tenemos los dispositivos que vamos a utilizar para montar el equipo.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Empezamos colocando la placa base colocando unas torretas para que no se produzcan contactos con la caja. A continuación la atornillamos con sus tornillos correspondientes. Después de colocar la placa base montamos el microprocesador en el zócalo, buscando la posición adecuada y con la palanquita hacia arriba.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Aqui pongo una foto de el microprocesador.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Cuando hayamos puesto el microprocesador en lo alto de este va el disipador y un ventilador, el ventilador hay que ponerle bien los tornillos porque si no refrigera bien la micro se calienta mucho y se rompe. El ventilador coge la corriente de la placa base.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Una vez colocada la placa base ponemos el reproductor de CD, disquetera y el disco duro, poniendole sus tornillos correspondiente para que no se muevan o para que no se caigan.&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3Dix9mbMCA5Go2Lk5mTpNnB_v4iW1j-J8bjWGVS43e_GERX9PKp8ZcOG_hlwgNONQSKp2IAFjd_RrdUw-dA8qXPoSPmFu_mIQ2Br2eXofeAIgI9cI1wTMKT1-LmyMOUMGUXaDRm_FBnU/s1600/cd+disquetera+i+dusco+duro.jpg&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3Dix9mbMCA5Go2Lk5mTpNnB_v4iW1j-J8bjWGVS43e_GERX9PKp8ZcOG_hlwgNONQSKp2IAFjd_RrdUw-dA8qXPoSPmFu_mIQ2Br2eXofeAIgI9cI1wTMKT1-LmyMOUMGUXaDRm_FBnU/s320/cd+disquetera+i+dusco+duro.jpg&quot; height=&quot;240&quot; rba=&quot;true&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;320&quot; /&gt;&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;/div&gt;
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&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;A continuación colocamos las tarjetas de sonido que va insertada al PCI a las ranuras blancas, la grafica va conectada a la marrón que es la AGP, van pinchadas en la placa base con cuidado de que no se estropee al ponerse, La a sujetamos con un tornillo. En la tarjeta de sonido sale un cable que va conectado al reproductor de CD.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Aora conectamos los buses de datos&amp;nbsp;del&amp;nbsp;reproductor de CD al ID2 que es el de al lado del azul. El bus bus que va al azul es el del disco duro. El que nos queda por conectar es el ID mas chico que es&amp;nbsp; mas chico que los otros 2.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Por ultimo, ponemos la fuente de alimentación en la esquina de arriva a la izquierda la a sujetamos con tornillos. Después, ponemos los cables de alimentación al equipo, el mas grande va conectado en la placa base, el suiguente que es mas chico que el anterior va al reproductor de CD y al disco duro, y el ultimo que mas chico que el anterior va conectado a la disquetera.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Para termina le colocamos la tapa lateral del equipo le conectamos los cables para el monitor, teclado, raton, el cable de correinte y ya esta preparado para funcionar.&lt;/span&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://javierba92.blogspot.com/feeds/2875409515236582251/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://javierba92.blogspot.com/2012/06/montaje-pc.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/2875409515236582251'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/2875409515236582251'/><link rel='alternate' type='text/html' href='http://javierba92.blogspot.com/2012/06/montaje-pc.html' title='Montaje PC'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00541922316768683704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3oUhKWEXTfwtalLzLIN6NZ58K8Asjks-ykc8clIWDp2wXK1Sgg2-a0FyiNInkDJCx6RnrXO-7Sx6nqAWVbaRGEv08ruBEu3Fr8QidLZl-qJX8IQPvicr2CFoOgCL30d3W38sQ9ir1dp4/s72-c/Foto0180.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6811818119877738708.post-5952134580356950737</id><published>2012-06-09T13:52:00.001-07:00</published><updated>2014-10-16T08:41:51.615-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="caracteristicas ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes ordenadores"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU-Z"/><category scheme="http://www.blogger.com/atom/ns#" term="maind boar"/><category scheme="http://www.blogger.com/atom/ns#" term="memoria RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="MHz"/><category scheme="http://www.blogger.com/atom/ns#" term="microprocesadores"/><category scheme="http://www.blogger.com/atom/ns#" term="MMX"/><category scheme="http://www.blogger.com/atom/ns#" term="multimetro"/><category scheme="http://www.blogger.com/atom/ns#" term="programa ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="refrijeración"/><category scheme="http://www.blogger.com/atom/ns#" term="tecnologías"/><title type='text'>Interior PC</title><content type='html'>&lt;br /&gt;
&lt;h3 class=&quot;post-title entry-title&quot; itemprop=&quot;name&quot; style=&quot;background-color: black; color: white; font-family: Play; font-size: 22px; margin: 0px; position: relative;&quot;&gt;


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&lt;strong&gt;&lt;em&gt;&lt;u&gt;Componentes de&amp;nbsp;Placa Base.&lt;/u&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEnnJ1qF-k2ycSIw04EHEajhANIe7ueR5AZeuZpN5rDFZXzV24MWrB3-3nQXYDcTy2vcNakRTxl6XNliD0UX_qP1XkfE0xhxTlLgiAR3XNu1_18QCWhS1YX920rmXRGf29sGL4o_wFp4w/s1600/aaaa.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; color: white; float: right; margin-bottom: 1em; margin-left: 1em; text-decoration: none;&quot; wrc_done=&quot;true&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEnnJ1qF-k2ycSIw04EHEajhANIe7ueR5AZeuZpN5rDFZXzV24MWrB3-3nQXYDcTy2vcNakRTxl6XNliD0UX_qP1XkfE0xhxTlLgiAR3XNu1_18QCWhS1YX920rmXRGf29sGL4o_wFp4w/s400/aaaa.jpg&quot; height=&quot;300&quot; qba=&quot;true&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;em&gt;Placa base : Es una tarjeta de circuitos impresos a la que se conectan los componente que forman la computadora&lt;/em&gt;. Es una parte fundamental de un&amp;nbsp;PC, tiene instalados unos circuitos&amp;nbsp;integrrados, entre los que&amp;nbsp;se encuentran unos chipset. Que sirve como centreo de conexión entre el microprocesador, la memoria RAM, las ranuras de expansión y otros dispositivos.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;- Una&amp;nbsp;&lt;b&gt;ranura de expansión&amp;nbsp;CNR.&lt;/b&gt;&amp;nbsp;(también llamada&amp;nbsp;&lt;b&gt;slot de expansión&lt;/b&gt;) es un elemento de la&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Placa_base&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Placa base&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;placa base&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;de un ordenador que permite conectar a esta una tarjeta adicional o de expansión, la cual suele realizar funciones de control de dispositivos&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://www.blogger.com/wiki/Perif%C3%A9rico&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Periférico&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;periféricos&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;adicionales, tales como&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Monitor_de_computadora&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Monitor de computadora&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;monitores&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;,&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Impresora&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Impresora&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;impresoras&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;o unidades de disco.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;- &amp;nbsp;&lt;strong&gt;Puerto USB&lt;/strong&gt;&amp;nbsp;( Universal Serial Bus ),&amp;nbsp;&amp;nbsp;es un estándar industrial desarrollado en los años 1990 que define los cables, conectores y protocolos usados en un bus para conectar, comunicar y proveer de alimentación eléctrica entre ordenadores.&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;strong&gt;&amp;nbsp;&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;- Conector ventilardor&lt;/strong&gt;. alimenación del&amp;nbsp;ventilardor.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;strong&gt;- Bateria&lt;/strong&gt;:&amp;nbsp;al dispositivo que almacena&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Energ%C3%ADa_el%C3%A9ctrica&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Energía eléctrica&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;energía eléctrica&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;, usando procedimientos electroquímicos y que posteriormente la devuelve casi en su totalidad; este ciclo puede repetirse por un determinado número de veces.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;-&amp;nbsp;&lt;strong&gt;IDE&lt;/strong&gt;&amp;nbsp;(Integrated device Electronics), es un estándar de interfaz para la conexión de los dispositivos de almacenamiento masivo de datos y las&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Unidad_de_disco_%C3%B3ptico&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Unidad de disco óptico&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;unidades ópticas&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;que utiliza el estándar derivado de&amp;nbsp;&lt;b&gt;ATA&lt;/b&gt;&amp;nbsp;y el estándar&amp;nbsp;&lt;b&gt;ATAPI&lt;/b&gt;.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;strong&gt;&amp;nbsp;- Memoria RAM.&lt;/strong&gt;Son dispositivos que retienen&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://www.blogger.com/wiki/Datos&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Datos&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;datos&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;informáticos durante algún intervalo de tiempo. Las memorias de computadora proporcionan una de las principales funciones de la computación moderna, la retención o almacenamiento de información. Es uno de los componentes fundamentales de todas las computadoras modernas que, acoplados a una&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Unidad_central_de_procesamiento&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Unidad central de procesamiento&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;unidad central de procesamiento&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;(&lt;b&gt;CPU&lt;/b&gt;&amp;nbsp;por su sigla en inglés, central processing unit), implementa lo fundamental del modelo de computadora de&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Arquitectura_de_von_Neumann&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Arquitectura de von Neumann&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Arquitectura de von Neumann&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;, usado desde los años 1940.&amp;nbsp;&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;&lt;strong&gt;-&lt;/strong&gt;&amp;nbsp;&lt;strong&gt;CONEXIÓN ATX.&lt;/strong&gt;&amp;nbsp;Es donde se conecta el cable que alimeta a la placa base.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;- El&amp;nbsp;&lt;b&gt;zócalo&lt;/b&gt;&amp;nbsp;(socket en&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Idioma_ingl%C3%A9s&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Idioma inglés&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;inglés&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;) es un sistema electromecánico de soporte y conexión eléctrica, instalado en la&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Placa_base&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Placa base&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;placa base&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;, que se usa para fijar y conectar un&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Microprocesador&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Microprocesador&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;microprocesador&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;- Un&amp;nbsp;&lt;b&gt;puerto paralelo&lt;/b&gt;&amp;nbsp;es una&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Interfaz&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Interfaz&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;interfaz&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;entre una&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Computadora&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Computadora&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;computadora&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;y un&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://www.blogger.com/wiki/Perif%C3%A9rico&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Periférico&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;periférico&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;, cuya principal característica es que los&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Bit&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Bit&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;bits&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;de datos viajan juntos, enviando un paquete de&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Byte&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Byte&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;byte&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;a la vez.&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;- El&amp;nbsp;&lt;b&gt;puerto de juegos JOYSTICK&lt;/b&gt;&amp;nbsp;(game port) es la conexión tradicional para los dispositivos de control de&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://www.blogger.com/wiki/Videojuegos&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Videojuegos&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;videojuegos&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;en las arquitecturas&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/X86&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;X86&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;x86&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;de los&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://www.blogger.com/wiki/Ordenador_personal&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Ordenador personal&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;PC&#39;s&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;- Una&amp;nbsp;&lt;b&gt;tarjeta gráfica&lt;/b&gt;,&amp;nbsp;&lt;b&gt;tarjeta de vídeo&lt;/b&gt;,&amp;nbsp;&lt;b&gt;placa de vídeo&lt;/b&gt;,&amp;nbsp;&lt;b&gt;tarjeta aceleradora de gráficos&lt;/b&gt;&amp;nbsp;o&amp;nbsp;&lt;b&gt;adaptador de pantalla&lt;/b&gt;, es una&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Tarjeta_de_expansi%C3%B3n&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Tarjeta de expansión&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;tarjeta de expansión&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;para una&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Computadora&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Computadora&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;computadora&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;u&amp;nbsp;&lt;b&gt;ordenador&lt;/b&gt;, encargada de procesar los datos provenientes de la&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://www.blogger.com/wiki/CPU&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;CPU&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;CPU&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;y transformarlos en información comprensible y representable en un dispositivo de salida, como un&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://www.blogger.com/wiki/Pantalla_de_ordenador&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Pantalla de ordenador&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;monitor&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;o&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Televisor&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Televisor&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;televisor&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;. Conectarda a la ranura UGP.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;-&amp;nbsp;&lt;strong&gt;Ranura de PCI&lt;/strong&gt;: consiste en un&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://www.blogger.com/wiki/Bus_(Inform%C3%A1tica)&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Bus (Informática)&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;bus&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;de ordenador estándar para conectar dispositivos periféricos directamente a su placa base. Estos dispositivos pueden ser circuitos integrados ajustados en ésta (los llamados &quot;dispositivos planares&quot; en la especificación PCI) o tarjetas de expansión que se ajustan en conectores. Es común en&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://www.blogger.com/wiki/Ordenador_personal&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Ordenador personal&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;PC&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;, donde ha desplazado al&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://www.blogger.com/wiki/Bus_ISA&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Bus ISA&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;ISA&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;como bus estándar, pero también se emplea en otro tipo de ordenadores.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;-&amp;nbsp;&lt;strong&gt;CNR:&amp;nbsp;&lt;/strong&gt;es una&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Ranura_de_expansi%C3%B3n&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Ranura de expansión&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;ranura de expansión&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;en la&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Placa_base&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Placa base&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;placa base&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;para dispositivos de comunicaciones como&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/M%C3%B3dem&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Módem&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;módems&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;,&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Tarjeta_de_red&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Tarjeta de red&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;tarjetas de red&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;, al igual que la ranura&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Audio/modem_riser&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Audio/modem riser&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;audio/modem riser&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;(AMR) también es utilizado para dispositivos de audio.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;strong&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; Conponentes externos&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;
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&lt;em&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;1) =)&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Puerto LPT ( Impresora ),&amp;nbsp; la principal característica es que los bits de datos van juntos, enviando un paquete de byte a la vez. Es decir, se implementa un cable o una vía física para cada bit de datos formando un bus.&lt;/span&gt;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
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&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;/span&gt;&lt;/em&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiLE9eJuiwZm8UmL6wwSJ6VFLjqn-mWaWhAQYJrd6m-HXPh2rWn4v4iq1CDnWVbCXtS3QQaSEa18chQvZM8jeyWcttsGyJZYNjHUBxkGbinFgqMoQKgBu-fX1h8F8xCDnUPnaURRayyD4/s1600/grafico1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; color: white; float: right; margin-bottom: 1em; margin-left: 1em; text-decoration: none;&quot; wrc_done=&quot;true&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiLE9eJuiwZm8UmL6wwSJ6VFLjqn-mWaWhAQYJrd6m-HXPh2rWn4v4iq1CDnWVbCXtS3QQaSEa18chQvZM8jeyWcttsGyJZYNjHUBxkGbinFgqMoQKgBu-fX1h8F8xCDnUPnaURRayyD4/s400/grafico1.JPG&quot; height=&quot;132&quot; qba=&quot;true&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&amp;nbsp;2)&amp;nbsp;=)&amp;nbsp; Puerto&amp;nbsp;PS-2, toma su nombre de la serie de ordenadores IBM Personal System/2 que es creada por IBM en 1987, y empleada para conectar teclados. Muchos de los adelantos presentados fueron inmediatamente adoptados por el mercado del PC, siendo este conector uno de los primeros. La comunicación en ambos casos es serial (bidireccional en el caso del teclado), y controlada por microcontroladores situados en la placa base.&lt;/span&gt;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
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&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;/span&gt;&lt;/em&gt;&lt;br /&gt;
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&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;3)&amp;nbsp;=)&amp;nbsp;&amp;nbsp; Puerto&amp;nbsp;PS-2, toma su nombre de la serie de ordenadores IBM Personal System/2 que es creada por IBM en 1987,&amp;nbsp;se utiliza&amp;nbsp;para conectar ratones.&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;/span&gt;&lt;/em&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;4)&amp;nbsp;=)&amp;nbsp;&amp;nbsp;&amp;nbsp;Puerto COM ( Serie ), es una interfaz de comunicaciones de datos digitales, frecuentemente utilizado por computadoras y periféricos, donde la información es transmitida bit a bit enviando un solo bit a la vez, en contraste con el puerto paralelo que envía varios bits simultáneamente.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;/span&gt;&lt;/em&gt;&lt;br /&gt;
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&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;5)&amp;nbsp;=)&amp;nbsp;&amp;nbsp;Puerto USB ( Universal Serial Bus ),&amp;nbsp;&amp;nbsp;es un estándar industrial desarrollado en los años 1990 que define los cables, conectores y protocolos usados en un bus para conectar, comunicar y proveer de alimentación eléctrica entre ordenadores.&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
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&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;/span&gt;&lt;/em&gt;&lt;br /&gt;
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&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;6)&amp;nbsp;=)&amp;nbsp;&amp;nbsp;&amp;nbsp;Puerto Ethernet&amp;nbsp; RJ-45, es un puerto en el que se conecta la clavija de internet.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
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&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;7) =)&amp;nbsp;&amp;nbsp; Puerto de&amp;nbsp;salida y entrada de audio, mediante una clavija jack, te permite conectar perifericos de entrada o salida de audio ( altavoces o microfonos), ademas contiene una tercera salida auxiliar.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://javierba92.blogspot.com/feeds/5952134580356950737/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://javierba92.blogspot.com/2012/06/interior-pc.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/5952134580356950737'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/5952134580356950737'/><link rel='alternate' type='text/html' href='http://javierba92.blogspot.com/2012/06/interior-pc.html' title='Interior PC'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00541922316768683704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEnnJ1qF-k2ycSIw04EHEajhANIe7ueR5AZeuZpN5rDFZXzV24MWrB3-3nQXYDcTy2vcNakRTxl6XNliD0UX_qP1XkfE0xhxTlLgiAR3XNu1_18QCWhS1YX920rmXRGf29sGL4o_wFp4w/s72-c/aaaa.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6811818119877738708.post-2148393913072481423</id><published>2012-06-09T13:51:00.001-07:00</published><updated>2014-10-16T08:45:07.027-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="caracteristicas ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes ordenadores"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU-Z"/><category scheme="http://www.blogger.com/atom/ns#" term="CPUz"/><category scheme="http://www.blogger.com/atom/ns#" term="maind boar"/><category scheme="http://www.blogger.com/atom/ns#" term="memoria RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="MHz"/><category scheme="http://www.blogger.com/atom/ns#" term="microprocesadores"/><category scheme="http://www.blogger.com/atom/ns#" term="MMX"/><category scheme="http://www.blogger.com/atom/ns#" term="multimetro"/><category scheme="http://www.blogger.com/atom/ns#" term="programa ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="refrijeración"/><category scheme="http://www.blogger.com/atom/ns#" term="tecnologías"/><title type='text'>Tabla ASCII</title><content type='html'>&lt;br /&gt;
&lt;div style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px; text-align: center;&quot;&gt;
ASCII&lt;/div&gt;
&lt;div style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px; text-align: center;&quot;&gt;
Es el conjunto de caracteres que utiliza en las computadoras, las comunicaciones de equipos y otros&amp;nbsp;dispositivos que utilizan texto. Aqui pongo la tabla para que sepais como va.&lt;/div&gt;
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Una demostracion de como se pasa a ASCII.&lt;br /&gt;
&lt;br /&gt;
J&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;a&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;v&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;i&lt;/div&gt;
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J =)&amp;nbsp;4A&lt;/div&gt;
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a =)&amp;nbsp;61&lt;/div&gt;
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v =) 76&lt;/div&gt;
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i =)&amp;nbsp; 69&lt;/div&gt;
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Aqui hemos pasado el nombre a hexadecimal utilzando la tabla ASCII.&lt;/div&gt;
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Aora pasamo de Hexadecimal a binario.&lt;/div&gt;
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HEXADECIMAL&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; BINARIO&lt;/div&gt;
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J =)&amp;nbsp;4A&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 4A --- 4 - 0100, A - 1010&lt;/div&gt;
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a =)&amp;nbsp;61&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;61 --- 6 - 0110, 1&amp;nbsp;- 0001&lt;/div&gt;
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v =) 76&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 76 --- 7 - 0111,&amp;nbsp;6 - 0110&lt;/div&gt;
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i =)&amp;nbsp; 69&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 69 --- 6 - 0110, 9 - 1001&lt;/div&gt;
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Un enlace donde pasa automatico insertando el contenido que quieras.&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://javierba92.blogspot.com/feeds/2148393913072481423/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://javierba92.blogspot.com/2012/06/tabla-ascii.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/2148393913072481423'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/2148393913072481423'/><link rel='alternate' type='text/html' href='http://javierba92.blogspot.com/2012/06/tabla-ascii.html' title='Tabla ASCII'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00541922316768683704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLyjuwyP6183_UvJVU37wnhx1RZTm5k5wVqYlEbxFWRQKmKXCfQxT6qwO84NWoNY2tb6MF9f-feoZseQN3-q_tVT1LKSJHhuKE7Hdi0JbsGR3vyRFV5OWHq6iqvI3X6EkIeBneHXqMbKw/s72-c/content_tabla_ascii.gif" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6811818119877738708.post-1157216336788833194</id><published>2012-06-09T13:49:00.002-07:00</published><updated>2012-07-19T07:48:20.637-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="caracteristicas ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes ordenadores"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU-Z"/><category scheme="http://www.blogger.com/atom/ns#" term="CPUz"/><category scheme="http://www.blogger.com/atom/ns#" term="maind boar"/><category scheme="http://www.blogger.com/atom/ns#" term="memoria RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="MHz"/><category scheme="http://www.blogger.com/atom/ns#" term="microprocesadores"/><category scheme="http://www.blogger.com/atom/ns#" term="MMX"/><category scheme="http://www.blogger.com/atom/ns#" term="multimetro"/><category scheme="http://www.blogger.com/atom/ns#" term="programa ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="refrijeración"/><category scheme="http://www.blogger.com/atom/ns#" term="tecnologías"/><title type='text'>Tamaño Video</title><content type='html'>&lt;br /&gt;
&lt;div class=&quot;post-header&quot; style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 1.6; margin: 0px 0px 1em;&quot;&gt;
&lt;div class=&quot;post-header-line-1&quot;&gt;
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&lt;/div&gt;
&lt;div class=&quot;post-body entry-content&quot; id=&quot;post-body-3335361278811206354&quot; itemprop=&quot;articleBody&quot; style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 19px; position: relative; width: 586px;&quot;&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Un video de 30 segundos grabado, resolución de 640 x 480 y 32 Bits calidad, unidad de color de a 30 FPS con sonido stereo de 32 Bist de calidad, con frecuencia de 22 Khz. ¿Cuanto memoria ocupa en MegaByte y en Gigabyte?&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;gt; Duración 30 segundo&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;gt;Resolución 640 x 480 px&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;gt;Profundidad de color&amp;nbsp;32 bits&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;gt; fotogramas por segundo 30&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;gt;Sonido en Stereo 2&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;gt; Calidad de sonido 32 Bits&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;gt;Frecuencia 22KHz&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;AUDIO -) DURACIÓN x STEREO x CALIDAD x FRECUENCIA = BIT&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 30s x 2 x 32 x 22 x 1024= 43253760 bit&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 43253760/8 byte =5406720 byte / 1024 x 1024 = 5,15 Mega Byte&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; AUDIO OCUPA 5,15 MEGA BYTE&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; VIDEO -) RESOLUCIÓN&amp;nbsp; x FOTO GRAMA x DURACIÓN x BITS / 1024 . 1024 . 8&amp;nbsp;&amp;nbsp;=)&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 640 x 30 x 30 x 32/ 1024 x 1024 . 8 = 1054´68 MEGA BYTE.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; VIDEO OCUPA 1054´68 MEGA BYTE&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;TOTAL =) 1054´68 &amp;nbsp;+&amp;nbsp; 5´15&amp;nbsp; = 1059´83 MEGA BYTE.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1059´83 / 1024 = 1´03 GIGA BYTE&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://javierba92.blogspot.com/feeds/1157216336788833194/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://javierba92.blogspot.com/2012/06/tamano-video.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/1157216336788833194'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/1157216336788833194'/><link rel='alternate' type='text/html' href='http://javierba92.blogspot.com/2012/06/tamano-video.html' title='Tamaño Video'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00541922316768683704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6811818119877738708.post-1918903039864647857</id><published>2012-06-09T13:47:00.002-07:00</published><updated>2012-07-19T07:49:17.434-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="caracteristicas ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes ordenadores"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU-Z"/><category scheme="http://www.blogger.com/atom/ns#" term="CPUz"/><category scheme="http://www.blogger.com/atom/ns#" term="maind boar"/><category scheme="http://www.blogger.com/atom/ns#" term="memoria RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="MHz"/><category scheme="http://www.blogger.com/atom/ns#" term="microprocesadores"/><category scheme="http://www.blogger.com/atom/ns#" term="MMX"/><category scheme="http://www.blogger.com/atom/ns#" term="multimetro"/><category scheme="http://www.blogger.com/atom/ns#" term="programa ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="refrijeración"/><category scheme="http://www.blogger.com/atom/ns#" term="tecnologías"/><title type='text'>Autores Españoles</title><content type='html'>&lt;div class=&quot;post-header&quot; style=&quot;background-color: black; color: white; font-family: &#39;Times New Roman&#39;, Times, FreeSerif, serif; font-size: 14px; font-style: italic; line-height: 1.6; margin: 0px 0px 1em;&quot;&gt;
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&lt;em&gt;&lt;u&gt;&lt;span style=&quot;background-color: #ea9999;&quot;&gt;&lt;br /&gt;HISTORIA DE LA INFORMATICA ESPAÑOLA&lt;/span&gt;&lt;/u&gt;&lt;/em&gt;&lt;/h4&gt;
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&lt;strong&gt;&lt;em&gt;&lt;u&gt;Ramón Silvestre Verea García:&lt;/u&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;En 1865&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;invento la máquina de calcular, la primera que realizaba multiplicaciones de forma directa en vez emplear múltiples vueltas de manivela. La oficina de patentes estadounidense le concedió la patente el 10 de septiembre de 1878, el mismo año en el que ganó una medalla de la Exposición Mundial de Inventos de Cuba.&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeyvzuDUFczU9gqLRpvWwZFpirClBW2Kocp1ymJDmAls4nSwMy4CKAjT8skEUGC2lIkEXMo-oJU3D4qxeMsHnpJlYr2UOwJD7fGhTLgti-TO4WiDwKcCIJH7vY6ZcjCsxxqEK0WrG0OUM/s1600/aaaaaa.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; color: white; float: right; margin-bottom: 1em; margin-left: 1em; text-decoration: none;&quot; wrc_done=&quot;true&quot;&gt;&lt;img border=&quot;0&quot; dba=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeyvzuDUFczU9gqLRpvWwZFpirClBW2Kocp1ymJDmAls4nSwMy4CKAjT8skEUGC2lIkEXMo-oJU3D4qxeMsHnpJlYr2UOwJD7fGhTLgti-TO4WiDwKcCIJH7vY6ZcjCsxxqEK0WrG0OUM/s1600/aaaaaa.jpg&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; /&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Tras un tiempo se traslada a&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Gutemala&lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;, exiliado por su fuerte oposición a la política colonianista estadounidense, y después a Buenos Aires. Murió sólo y pobre en la capital argentina siendo enterrado en un panteón anónimo del Cementerio del Oeste.&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Su calculadora era una máquina de unos 26 kilos de peso, 14 pulgadas de largo, 12 de ancho y 8 de alto, capaz de sumar, multiplicar y dividir números de nueve cifras, admitiendo hasta seis números en el multiplicador y quince en el producto. La multiplicación la resolvía mediante un método directo basado en un mecanismo patentado por&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a class=&quot;new&quot; href=&quot;http://www.blogger.com/w/index.php?title=Edmund_D._Barbour&amp;amp;action=edit&amp;amp;redlink=1&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Edmund D. Barbour (aún no redactado)&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Edmund D. Barbour&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;en 1872, que empleaba un sistema que obtenía valores de una tabla de multiplicar codificada de manera similar al sistema&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Braille_(lectura)&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Braille (lectura)&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Braille&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;. El aparato podía resolver 698.543.721 x 807.689 en veinte segundos, una velocidad sorprendente para la época. No obstante, Verea no perseguía más que demostrar que los españoles podían inventar igual que los estadounidenses, por lo que su invento sólo dejó huella en la historia de la computación como base para futuras máquinas, como la de&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Otto_Steiger&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Otto Steiger&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Otto Steiger&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;. Su máquina se conserva en los depósitos de la sede central de&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/IBM&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;IBM&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;IBM&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;, en White Plains (Nueva York) formando parte de la colección iniciada en 1930 por el fundador de IBM.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
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&amp;nbsp;&amp;lt;--Máquina calculadora.&lt;/div&gt;
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&lt;strong&gt;&lt;em&gt;&lt;u&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;Leonardo Torres Quevedo&lt;/span&gt;&lt;/u&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsaVfIn8YmvBZCIW59CK0SbdZMZskrHyZOnFQ0bhfkCuNqxb5beILcAG583zspEzKH8wurwnHm7YeNWQG_4hjO_UQrZoBZGN4-tZlQzbFLH_8FF_eSIX6U4EHxRltuDc2PRXBtqYZVlek/s1600/hbhbhhhhg.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; color: white; float: right; margin-bottom: 1em; margin-left: 1em; text-decoration: none;&quot; wrc_done=&quot;true&quot;&gt;&lt;img border=&quot;0&quot; dba=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsaVfIn8YmvBZCIW59CK0SbdZMZskrHyZOnFQ0bhfkCuNqxb5beILcAG583zspEzKH8wurwnHm7YeNWQG_4hjO_UQrZoBZGN4-tZlQzbFLH_8FF_eSIX6U4EHxRltuDc2PRXBtqYZVlek/s1600/hbhbhhhhg.jpg&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; /&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;&lt;span style=&quot;background-color: black;&quot;&gt;Nació el 28 de diciembre, conmemoración de los Santos Inocentes, en&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/1852&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;1852&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;1852&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;, en Santa Cruz de Iguña, Molledo (Cantabria). Estudió el bachillerato en el Instituto de Enseñanza Media de Bilbao, y más tarde fue a&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Par%C3%ADs&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;París&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;París&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;, al Colegio de los Hermanos de la Doctrina Cristiana, a completar estudios durante 2 años (1868 y 1869).&lt;sup&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/sup&gt;Por traslado del padre, se instala la familia en&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Madrid&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Madrid&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Madrid&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;en&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/1870&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;1870&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;1870&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;y al año siguiente inicia sus estudios superiores en la&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Escuela_Oficial_del_Cuerpo_de_Ingenieros_de_Caminos&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Escuela Oficial del Cuerpo de Ingenieros de Caminos&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Escuela Oficial del Cuerpo de Ingenieros de Caminos&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;. Suspende temporalmente sus estudios en&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/1873&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;1873&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;1873&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;para acudir como voluntario a la defensa de Bilbao, que había sido sitiada por las tropas&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Carlismo&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Carlismo&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;carlistas&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;durante la&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Tercera_Guerra_Carlista&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Tercera Guerra Carlista&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Tercera Guerra Carlista&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;. Una vez se levantó el sitio de Bilbao, el 2 de mayo de 1874, volvió junto a su hermano a Madrid, donde finalizó sus estudios en&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/1876&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;1876&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;1876&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;, siendo el cuarto de su promoción.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Comienza a ejercer su carrera en la misma empresa de ferrocarriles en la que trabajaba su padre, pero emprende enseguida un largo viaje por&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Europa&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Europa&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Europa&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;para conocer de primera mano los avances científicos y técnicos, sobre todo en la incipiente área de la&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Electricidad&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Electricidad&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;electricidad&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;. De regreso a España se instala en&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://www.blogger.com/wiki/Santander_(Cantabria)&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Santander (Cantabria)&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Santander&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;donde él mismo sufragará sus trabajos e inicia una actividad de estudio e investigación que no abandonará. Fruto de las investigaciones en estos años aparecerá su primer trabajo científico en&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/1893&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;1893&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;1893&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;De las labores que en estos años llevaba a cabo el Ateneo se creará en&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/1901&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;1901&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;1901&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;el Laboratorio de Mecánica Aplicada, más tarde de Automática, del que será nombrado director; el Laboratorio se dedicará a la fabricación de instrumentación científica. Ese mismo año ingresa en la Real Academia de Ciencias Exactas, Físicas y Naturales de Madrid, entidad de la que fue presidente en 1910. Entre los trabajos del Laboratorio caben destacar el&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Cinemat%C3%B3grafo&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Cinematógrafo&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;cinematógrafo&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;de Gonzalo Brañas, el&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://www.blogger.com/wiki/Espectr%C3%B3grafo&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Espectrógrafo&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;espectrógrafo&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;de&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Rayos_X&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Rayos X&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;rayos X&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;de Cabrera y Costa, el&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://www.blogger.com/wiki/Micr%C3%B3tomo&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Micrótomo&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;micrótomo&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;y&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a class=&quot;new&quot; href=&quot;http://www.blogger.com/w/index.php?title=Panmicr%C3%B3tomo&amp;amp;action=edit&amp;amp;redlink=1&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Panmicrótomo (aún no redactado)&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;panmicrótomo&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;de&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Santiago_Ram%C3%B3n_y_Cajal&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Santiago Ramón y Cajal&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Santiago Ramón y Cajal&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp; En 1912 creó su primer autómata ajedrecista y en 1914 los &quot;Ensayos sobre Automática&quot;.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;En&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/1916&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;1916&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;1916&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;se inaugura su transbordador sobre el río Niágara y el rey&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Alfonso_XIII_de_Espa%C3%B1a&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Alfonso XIII de España&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Alfonso XIII&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;le impone la Medalla Echegaray; en&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/1918&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;1918&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;1918&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;rechaza el cargo de ministro de Fomento que le ofrece el Marqués de Alhucemas. En&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/1920&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;1920&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;1920&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;ingresa en la&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Real_Academia_Espa%C3%B1ola&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Real Academia Española&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Real Academia Española&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;, en el sillón que había ocupado&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Benito_P%C3%A9rez_Gald%C3%B3s&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Benito Pérez Galdós&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Pérez Galdós&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;, y pasa a ser miembro de las sección de Mecánica de la&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://www.blogger.com/wiki/Academia_de_las_Ciencias_Francesa&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Academia de las Ciencias Francesa&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Academia de Ciencias de París&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;. Fue también elegido presidente de la&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://www.blogger.com/wiki/Sociedad_Matem%C3%A1tica_Espa%C3%B1ola&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Sociedad Matemática Española&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Sociedad Matemática Española&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;, cargo que ocupó hasta&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/1924&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;1924&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;1924&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;. Además en ese año creó su segundo autómata ajedrecista. En&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/1922&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;1922&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;1922&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;la&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://www.blogger.com/wiki/Sorbona&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Sorbona&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Sorbona&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;le nombra Doctor Honoris Causa y, en&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/1927&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;1927&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;1927&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;se le nombra uno de los doce miembros asociados de la Academia de Ciencias de París.&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Fue un decidido partidario del idioma internacional&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Esperanto&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Esperanto&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;esperanto&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;, que apoyó, entre otros lugares, en el Comité de Cooperación Cultural de la&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Sociedad_de_Naciones&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Sociedad de Naciones&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Sociedad de Naciones&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;. Murió en Madrid, en plena&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Guerra_Civil_Espa%C3%B1ola&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Guerra Civil Española&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Guerra Civil&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;el 18 de diciembre de 1936, cuando le faltaban 10 días para cumplir 84 años&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;strong&gt;&lt;em&gt;&lt;u&gt;Manel Puigbó Rocafort&lt;/u&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Nacido en&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Tarrasa&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Tarrasa&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Tarrasa&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;el&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/31_de_agosto&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;31 de agosto&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;31 de agosto&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;de&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/1931&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;1931&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;1931&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;, es profesor, deportista e investigador informático, conocido por ser diseñador del kentelek&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;8&lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;A partir de los años 70 Manel Puigbó diseñó una serie de equipos electrónicos enfocados principalmente a la enseñanza de la electrónica y la informática. Destaca el Kentelec 8, el primer ordenador comercial basado en&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Microprocesador&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Microprocesador&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;microprocesador&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;diseñado en España. También diseñó varias&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Calculadora&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Calculadora&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;calculadoras&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&amp;nbsp;digitales y analógicas, un corrector automático de exámenes y diversos equipos enfocados al estudio y análisis de&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Circuito&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Circuito&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;circuitos&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Ha traducido diversos libros técnicos y manuales y ha sido docente en la Escuela Técnica Superior de Ingenieros Industriales de Barcelona y en la&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Universidad_Polit%C3%A9cnica_de_Catalu%C3%B1a&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Universidad Politécnica de Cataluña&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Universidad Politécnica de Cataluña&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;. En la actualidad imparte clases de informática musical.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;strong&gt;&amp;lt;--Kentelek 8﻿&lt;/strong&gt;&lt;/div&gt;
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&lt;span dir=&quot;auto&quot;&gt;&lt;strong&gt;&lt;em&gt;&lt;u&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Mateo Valero Cortés&lt;/span&gt;&lt;/u&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5HqfqGM12ADReI7882T67YiOPrYlEXqUQ6fBJF-aKc-J8WAlgxCS2Q7925mZJqw_7WyKiC0VudiNgxQrQtJh-44brgQ66ya8ZxDwnHZD5-_e9y8R6WQqPWDcI3kBMzncaw48XKCjPdLg/s1600/kkk.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; color: white; float: right; margin-bottom: 1em; margin-left: 1em; text-decoration: none;&quot; wrc_done=&quot;true&quot;&gt;&lt;img border=&quot;0&quot; dba=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5HqfqGM12ADReI7882T67YiOPrYlEXqUQ6fBJF-aKc-J8WAlgxCS2Q7925mZJqw_7WyKiC0VudiNgxQrQtJh-44brgQ66ya8ZxDwnHZD5-_e9y8R6WQqPWDcI3kBMzncaw48XKCjPdLg/s1600/kkk.jpg&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; /&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Se tituló en&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://www.blogger.com/wiki/Ingenier%C3%ADa_de_Telecomunicaci%C3%B3n&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Ingeniería de Telecomunicación&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Ingeniería de Telecomunicación&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;por la&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Universidad_Polit%C3%A9cnica_de_Madrid&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Universidad Politécnica de Madrid&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Universidad Politécnica de Madrid&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;en&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/1974&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;1974&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;1974&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;,&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Doctorado&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Doctorado&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;doctorándose&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;por la&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Universidad_Polit%C3%A9cnica_de_Catalu%C3%B1a&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Universidad Politécnica de Cataluña&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Universidad Politécnica de Cataluña&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;en&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/1980&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;1980&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;1980&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;. Es profesor de la Universidad Politécnica de Cataluña desde&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/1974&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;1974&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;1974&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;y catedrático del Departamento de Arquitectura de Computadores de esa universidad desde&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/1983&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;1983&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;1983&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;. Su investigación abarca diferentes conceptos del mundo de la&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://www.blogger.com/wiki/Arquitectura_de_computadores&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Arquitectura de computadores&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;arquitectura de computadores&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;, disciplina en la que ha publicado más de 400 artículos entre revistas, congresos y libros. Además, tiene amplia experiencia organizando múltiples eventos científicos y académicos.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
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&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;En&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/2007&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;2007&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;2007&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;recibió el&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Premio_Eckert-Mauchly&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Premio Eckert-Mauchly&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Premio Eckert-Mauchly&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;de la&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/ACM&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;ACM&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;ACM&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;/&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/IEEE&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;IEEE&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;IEEE&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;, considerado el más prestigioso en el campo de la arquitectura de computadores, &quot;por su extraordinario liderazgo en la construcción de un centro de investigación en arquitectura de computadores de clase mundial, sus contribuciones originales en las áreas de computación vectorial y multihebra, y por proponer nuevos enfoques en paralelismo a nivel de instrucción&quot;. Además, ha sido galardonado con el&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Premio_Rey_Jaime_I&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Premio Rey Jaime I&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Premio Rey Jaime I&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;en&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/1997&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;1997&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;1997&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;, el&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Premio_Nacional_de_Investigaci%C3%B3n_Julio_Rey_Pastor&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Premio Nacional de Investigación Julio Rey Pastor&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Premio Nacional de Investigación Julio Rey Pastor&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;en&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/2001&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;2001&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;2001&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;y el&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Premio_Nacional_de_Investigaci%C3%B3n_Leonardo_Torres_Quevedo&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Premio Nacional de Investigación Leonardo Torres Quevedo&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Premio Nacional de Investigación Leonardo Torres Quevedo&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;en&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/2006&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;2006&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;2006&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
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&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Mateo Valero es&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Doctor_honoris_causa&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Doctor honoris causa&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Doctor honoris causa&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;por la&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Universidad_de_Belgrado&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Universidad de Belgrado&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Universidad de Belgrado&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;(2008), la&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;a class=&quot;new&quot; href=&quot;http://www.blogger.com/w/index.php?title=Universidad_Tecnol%C3%B3gica_de_Chalmers&amp;amp;action=edit&amp;amp;redlink=1&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Universidad Tecnológica de Chalmers (aún no redactado)&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Universidad Tecnológica de Chalmers&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;(2008), la&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Universidad_de_Las_Palmas_de_Gran_Canaria&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Universidad de Las Palmas de Gran Canaria&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Universidad de Las Palmas de Gran Canaria&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;(2009) y la&lt;/span&gt;&lt;/em&gt;&lt;a href=&quot;http://www.blogger.com/wiki/Universidad_de_Zaragoza&quot; style=&quot;color: white; text-decoration: none;&quot; title=&quot;Universidad de Zaragoza&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;Universidad de Zaragoza&lt;/em&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;em&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;(2011).&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://javierba92.blogspot.com/feeds/1918903039864647857/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://javierba92.blogspot.com/2012/06/autores-espanoles.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/1918903039864647857'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/1918903039864647857'/><link rel='alternate' type='text/html' href='http://javierba92.blogspot.com/2012/06/autores-espanoles.html' title='Autores Españoles'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00541922316768683704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeyvzuDUFczU9gqLRpvWwZFpirClBW2Kocp1ymJDmAls4nSwMy4CKAjT8skEUGC2lIkEXMo-oJU3D4qxeMsHnpJlYr2UOwJD7fGhTLgti-TO4WiDwKcCIJH7vY6ZcjCsxxqEK0WrG0OUM/s72-c/aaaaaa.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6811818119877738708.post-6874825799182195377</id><published>2012-06-09T13:46:00.001-07:00</published><updated>2012-07-19T07:50:09.426-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="componentes"/><category scheme="http://www.blogger.com/atom/ns#" term="componentes ordenadores"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU"/><category scheme="http://www.blogger.com/atom/ns#" term="CPU-Z"/><category scheme="http://www.blogger.com/atom/ns#" term="CPUz"/><category scheme="http://www.blogger.com/atom/ns#" term="maind boar"/><category scheme="http://www.blogger.com/atom/ns#" term="memoria RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="MHz"/><category scheme="http://www.blogger.com/atom/ns#" term="microprocesadores"/><category scheme="http://www.blogger.com/atom/ns#" term="MMX"/><category scheme="http://www.blogger.com/atom/ns#" term="multimetro"/><category scheme="http://www.blogger.com/atom/ns#" term="programa ordenador"/><category scheme="http://www.blogger.com/atom/ns#" term="RAM"/><category scheme="http://www.blogger.com/atom/ns#" term="refrijeración"/><category scheme="http://www.blogger.com/atom/ns#" term="tecnologías"/><category scheme="http://www.blogger.com/atom/ns#" term="V caracteristicas ordenador"/><title type='text'>Nanotecnología</title><content type='html'>&lt;div class=&quot;post-body entry-content&quot; id=&quot;post-body-200935989506162345&quot; itemprop=&quot;articleBody&quot; style=&quot;position: relative; width: 586px;&quot;&gt;
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&lt;b&gt;&lt;i&gt;&lt;u&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif; line-height: 18px;&quot;&gt;Definición&lt;/span&gt;&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; line-height: 14px;&quot;&gt;La nanotecnología es el estudio, diseño, creación, síntesis, manipulación y aplicación de materiales, aparatos y sistemas funcionales a través del control de la materia a nanoescala, y la explotación de fenómenos y propiedades de la materia a nanoescala. Cuando se manipula la materia a escala tan minúscula, presenta fenómenos y propiedades totalmente nuevas. Por lo tanto, los científicos utilizan la nanotecnología para crear materiales, aparatos y sistemas novedosos y poco costosos con propiedades únicas.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;em&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;La nanotecnología promete beneficios de todo tipo, desde aplicaciones en medicina hasta en soluciones de problemas ambientales, esta palabra no es muy conocida entre la personas .&lt;span style=&quot;line-height: 14px;&quot;&gt;La&lt;b&gt;&amp;nbsp;&lt;/b&gt;Nanotecnología incluye, además de las áreas del saber relacionadas con su origen, tanto de la Física, la Química, la Ingeniería o la Robótica, otros campos en su comienzo más alejados, pero para los que ya hoy en día tiene una gran importancia, como son la Biología, la Medicina o el Medio Ambiente.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
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&lt;b&gt;&lt;i&gt;&lt;u&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; line-height: 18px;&quot;&gt;Historia&lt;/span&gt;&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; line-height: 14px;&quot;&gt;El ganador del premio nobel de física fue Richard Feynman en 1965,&amp;nbsp;&amp;nbsp;fue el primero en hacer referencia a las posibilidades de la nano ciencia y la nanotecnologia. Otro hombre de esta especialidad&amp;nbsp;&amp;nbsp;fue Eric Drexler predijo que podría solucionar problemas de la humanidad, y también podría utilizarse para crear armas poderosas. Con todos los avances el hombre tuvo curiosidad por seguir investigando más acerca de estas moléculas.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: black; color: white; font-style: italic; line-height: 19px; text-align: left;&quot;&gt;
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&lt;div class=&quot;separator&quot; style=&quot;background-color: black; clear: both; color: white; font-style: italic; line-height: 19px; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhURPZnjaoG1coNhL__AOxptL4d5djv3eWpoY5IeQ1q-k6AxdI-WUVJJ0Xc99DG-VxCKU3xCjvVB_hfqOGd03sY4DvAG2LTsKGnxK-8KA47pn71F8Dr0zuXmjxolcbQqcem3nfFvjZAMAg/s1600/aa.bmp&quot; imageanchor=&quot;1&quot; style=&quot;color: white; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;img border=&quot;0&quot; mea=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhURPZnjaoG1coNhL__AOxptL4d5djv3eWpoY5IeQ1q-k6AxdI-WUVJJ0Xc99DG-VxCKU3xCjvVB_hfqOGd03sY4DvAG2LTsKGnxK-8KA47pn71F8Dr0zuXmjxolcbQqcem3nfFvjZAMAg/s1600/aa.bmp&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: black; color: white; font-style: italic; line-height: 19px;&quot;&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: black; color: white; font-style: italic; line-height: 19px; text-align: center;&quot;&gt;
&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: black; color: white; font-style: italic; line-height: 19px; margin: 0cm 0cm 10pt; text-align: center;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;line-height: 18px;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;line-height: 18px;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;b&gt;&lt;u&gt;CARACTERÍSTICAS&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: black; color: white; font-style: italic; line-height: 19px; margin: 0cm 0cm 10pt; text-align: center;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;•&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;background-color: black; font-family: Times, &#39;Times New Roman&#39;, serif; line-height: 14px;&quot;&gt;Colaboración de múltiples ciencias: biología, física, química,&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;informática, ingeniería, medicina…&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;• Se trata de fabricar productos tangibles&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;• Elevados costes de equipamiento, acceso necesario a propiedad&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;intelectual, conocimientos muy especializados&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: black; color: white; font-style: italic; line-height: 19px; margin: 0cm 0cm 10pt; text-align: center;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;line-height: 18px;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;u&gt;Qué la hace especial&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: black; color: white; font-style: italic; line-height: 19px; margin: 0cm 0cm 10pt; text-align: center;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;• Los materiales a nanoescala son químicamente más reactivos&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;dado que la relación superficie/masa es mayor.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;• Se rigen por leyes de la física cuántica otorgando a los&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;materiales nuevos comportamientos ópticos, eléctricos y&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;magnéticos.&lt;span style=&quot;background-attachment: scroll; background-image: none; background-position: 0% 0%; background-repeat: repeat repeat;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
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&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;u&gt;FUTURAS APLICACIONES&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;i&gt;&lt;span style=&quot;line-height: 17px;&quot;&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;Según un informe de un grupo de investigadores de la Universidad de Toronto, en Canadá, las catorce aplicacionesmás prometedoras de la nanotecnología son:&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: black; color: white; font-style: italic; line-height: 19px; text-align: left;&quot;&gt;
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&lt;li style=&quot;background-color: black; color: white; margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Almacenamiento, producción y conversión de energía.&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;li style=&quot;background-color: black; color: white; margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Armamento y sistemas de defensa.&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;li style=&quot;background-color: black; color: white; margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Producción agrícola.&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;li style=&quot;background-color: black; color: white; margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Tratamiento y remediación de aguas.&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;li style=&quot;background-color: black; color: white; margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Diagnóstico y cura de enfermedades.&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;li style=&quot;background-color: black; color: white; margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Sistemas de administración de fármacos.&lt;/span&gt;&lt;/div&gt;
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&lt;li style=&quot;background-color: black; color: white; margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Procesamiento de alimentos.&lt;/span&gt;&lt;/div&gt;
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&lt;li style=&quot;background-color: black; color: white; margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Remediación de la contaminación atmosférica.&lt;/span&gt;&lt;/div&gt;
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&lt;li style=&quot;margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;span style=&quot;color: white;&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;Co&lt;/span&gt;&lt;span style=&quot;background-color: black;&quot;&gt;nstrucción.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;li style=&quot;margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Monitorización de la salud.&lt;/span&gt;&lt;/div&gt;
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&lt;li style=&quot;margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Detección y control de plagas.&lt;/span&gt;&lt;/div&gt;
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&lt;li style=&quot;margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Control de desnutrición en lugares pobres&lt;/span&gt;&lt;/div&gt;
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&lt;li style=&quot;margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Informática.&lt;/span&gt;&lt;/div&gt;
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&lt;li style=&quot;margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Alimentos transgénicos&lt;/span&gt;&lt;/div&gt;
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&lt;div class=&quot;MsoNormal&quot; style=&quot;font-style: italic; line-height: 19px; margin: 0cm 0cm 10pt;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;b&gt;&lt;i&gt;&lt;u&gt;&lt;span style=&quot;line-height: 18px;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Integración a muy gran escala&lt;/span&gt;&lt;/span&gt;&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;i&gt;La integración en escala muy grande de sistemas de circuitos basados en&amp;nbsp;&lt;a href=&quot;http://es.wikipedia.org/wiki/Transistor&quot; style=&quot;text-decoration: none;&quot; title=&quot;Transistor&quot; wrc_done=&quot;true&quot;&gt;transistores&lt;/a&gt;&amp;nbsp;&amp;nbsp;en&amp;nbsp;&lt;a href=&quot;http://es.wikipedia.org/wiki/Circuito_integrado&quot; style=&quot;text-decoration: none;&quot; title=&quot;Circuito integrado&quot; wrc_done=&quot;true&quot;&gt;circuitos integrados&lt;/a&gt;&amp;nbsp;&amp;nbsp;comenzó en los años&amp;nbsp;&lt;a href=&quot;http://es.wikipedia.org/wiki/1980&quot; style=&quot;text-decoration: none;&quot; title=&quot;1980&quot; wrc_done=&quot;true&quot;&gt;1980&lt;/a&gt;&amp;nbsp;, como parte de las tecnologías de&amp;nbsp;&lt;a href=&quot;http://es.wikipedia.org/wiki/Semiconductor&quot; style=&quot;text-decoration: none;&quot; title=&quot;Semiconductor&quot; wrc_done=&quot;true&quot;&gt;semiconductores&lt;/a&gt;&amp;nbsp;&amp;nbsp;y&amp;nbsp;&lt;a href=&quot;http://es.wikipedia.org/wiki/Comunicaci%C3%B3n&quot; style=&quot;text-decoration: none;&quot; title=&quot;Comunicación&quot; wrc_done=&quot;true&quot;&gt;comunicación&lt;/a&gt;&amp;nbsp;que se estaban desarrollando.&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;La primera generación de computadoras dependía de&amp;nbsp;&lt;a href=&quot;http://es.wikipedia.org/wiki/V%C3%A1lvula_de_vac%C3%ADo&quot; style=&quot;text-decoration: none;&quot; title=&quot;Válvula de vacío&quot; wrc_done=&quot;true&quot;&gt;válvulas de vacío&lt;/a&gt;&amp;nbsp;. Luego vinieron los semiconductores discretos, seguidos de circuitos integrados. Los primeros CIs contenían un pequeño número de dispositivos, como&amp;nbsp;&lt;a href=&quot;http://es.wikipedia.org/wiki/Diodo&quot; style=&quot;text-decoration: none;&quot; title=&quot;Diodo&quot; wrc_done=&quot;true&quot;&gt;diodos&lt;/a&gt;&amp;nbsp;,&amp;nbsp;&lt;a href=&quot;http://es.wikipedia.org/wiki/Transistor&quot; style=&quot;text-decoration: none;&quot; title=&quot;Transistor&quot; wrc_done=&quot;true&quot;&gt;transistores&lt;/a&gt;&amp;nbsp;,&amp;nbsp;&lt;a href=&quot;http://es.wikipedia.org/wiki/Resistencia_(componente)&quot; style=&quot;text-decoration: none;&quot; title=&quot;Resistencia (componente)&quot; wrc_done=&quot;true&quot;&gt;resistencias&lt;/a&gt;&amp;nbsp;&amp;nbsp;y&amp;nbsp;&lt;a href=&quot;http://es.wikipedia.org/wiki/Condensador_el%C3%A9ctrico&quot; style=&quot;text-decoration: none;&quot; title=&quot;Condensador eléctrico&quot; wrc_done=&quot;true&quot;&gt;condensadores&lt;/a&gt;&amp;nbsp;&amp;nbsp;(aunque no&lt;a href=&quot;http://es.wikipedia.org/wiki/Inductor&quot; style=&quot;text-decoration: none;&quot; title=&quot;Inductor&quot; wrc_done=&quot;true&quot;&gt;inductores&lt;/a&gt;&amp;nbsp;), haciendo posible la fabricación de&amp;nbsp;&lt;a href=&quot;http://es.wikipedia.org/wiki/Compuerta_l%C3%B3gica&quot; style=&quot;text-decoration: none;&quot; title=&quot;Compuerta lógica&quot; wrc_done=&quot;true&quot;&gt;compuertas lógicas&lt;/a&gt;&amp;nbsp;&amp;nbsp;en un solo chip. La cuarta generación (&lt;a href=&quot;http://es.wikipedia.org/w/index.php?title=LSI&amp;amp;action=edit&amp;amp;redlink=1&quot; style=&quot;text-decoration: none;&quot; title=&quot;LSI (aún no redactado)&quot; wrc_done=&quot;true&quot;&gt;LSI&lt;/a&gt;&amp;nbsp;) consistía de sistemas con al menos mil compuertas lógicas. El sucesor natural del LSI fue VLSI (varias decenas de miles de compuertas en un solo chip). Hoy en día, los&amp;nbsp;&lt;a href=&quot;http://es.wikipedia.org/wiki/Microprocesador&quot; style=&quot;text-decoration: none;&quot; title=&quot;Microprocesador&quot; wrc_done=&quot;true&quot;&gt;microprocesadores&lt;/a&gt;&amp;nbsp;&amp;nbsp;tienen varios millones de compuertas en el mismo chip.&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;border: medium none; font-style: italic; line-height: 19px;&quot;&gt;
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&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-style: italic; line-height: 19px; margin: 0cm 0cm 10pt;&quot;&gt;
&lt;span style=&quot;color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em style=&quot;background-color: black;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;strong&gt;&lt;u&gt;&amp;nbsp;&amp;nbsp; El transistor&lt;/u&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;border: medium none; font-style: italic; line-height: 19px;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Es un aparato semiconductor que&amp;nbsp; controla y&amp;nbsp; regula&amp;nbsp;la corriente&amp;nbsp; mediante una señal muy pequeña. Existe&amp;nbsp;muchos&amp;nbsp;&amp;nbsp;variedad de &amp;nbsp;transistores. En principio, se explicarán los bipolares. Los símbolos que corresponden a este tipo de transistor son los siguientes:&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;tr&gt;&lt;td align=&quot;center&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;/td&gt;&lt;td align=&quot;center&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;/td&gt;&lt;td align=&quot;center&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;/td&gt;&lt;td align=&quot;center&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td align=&quot;center&quot;&gt;&lt;/td&gt;&lt;td align=&quot;center&quot;&gt;&lt;/td&gt;&lt;td align=&quot;center&quot;&gt;&lt;/td&gt;&lt;td align=&quot;center&quot;&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWc75EFggiy1AS4Y1c2hNCnQxFGyXM2Cmg9xRCMBYUgYp8r_HA7hBLI636SbA4_TnFziCFWFbLjaQZQPCGOBExj4liJMqYFiKn1ggBSxeAEHtX2FwbzNI7c4iDqWs32xQq33ryacTRWiY/s1600/2n3904baa.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-decoration: none;&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black;&quot;&gt;&lt;span style=&quot;color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: white; font-family: Times, &#39;Times New Roman&#39;, serif; font-size: small;&quot;&gt;&lt;em style=&quot;background-color: black;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;u&gt;1. FUNCIONAMIENTO BASICO&lt;/u&gt;&lt;/em&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;div style=&quot;border: medium none; font-style: italic; line-height: 19px; padding-top: 8px;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;Cuando el interruptor SW1 está abierto no circula intensidad por la Base del transistor por lo que la lámpara no se encenderá, ya que, toda la tensión se encuentra entre Colector y Emisor.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;http://www.electronicafacil.net/tutoriales/El-transistor.php&quot; style=&quot;text-decoration: none;&quot; wrc_done=&quot;true&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;http://www.electronicafacil.net/tutoriales/El-transistor.php&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWc75EFggiy1AS4Y1c2hNCnQxFGyXM2Cmg9xRCMBYUgYp8r_HA7hBLI636SbA4_TnFziCFWFbLjaQZQPCGOBExj4liJMqYFiKn1ggBSxeAEHtX2FwbzNI7c4iDqWs32xQq33ryacTRWiY/s1600/2n3904baa.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; mea=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWc75EFggiy1AS4Y1c2hNCnQxFGyXM2Cmg9xRCMBYUgYp8r_HA7hBLI636SbA4_TnFziCFWFbLjaQZQPCGOBExj4liJMqYFiKn1ggBSxeAEHtX2FwbzNI7c4iDqWs32xQq33ryacTRWiY/s200/2n3904baa.jpg&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; border-bottom-left-radius: 0px; border-bottom-right-radius: 0px; border-top-left-radius: 0px; border-top-right-radius: 0px; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.199219) 0px 0px 0px; padding: 8px; position: relative;&quot; width=&quot;168&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;line-height: 20px; text-align: -webkit-auto;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;background-color: black; color: white; font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;span style=&quot;line-height: 20px; text-align: -webkit-auto;&quot;&gt;&lt;b&gt;LISTA DE CIENCIAS INVOLUCRADAS&lt;/b&gt;&lt;/span&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;h1 class=&quot;firstHeading&quot; id=&quot;firstHeading&quot; style=&quot;background-image: none; border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; margin: 0px 0px 0.1em; overflow: hidden; padding-bottom: 0px; padding-top: 0px; text-align: left;&quot;&gt;











&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;div&gt;
&lt;span style=&quot;background-color: black; color: white; font-size: small; font-weight: normal; line-height: 26px;&quot;&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;ul style=&quot;line-height: 20px; list-style-image: initial; list-style-position: initial; margin: 0.5em 0px; padding: 0px 2.5em; text-align: -webkit-auto;&quot; type=&quot;disc&quot;&gt;&lt;span style=&quot;font-size: small; font-weight: normal; line-height: 26px;&quot;&gt;&lt;span style=&quot;background-color: black; color: white;&quot;&gt;
&lt;/span&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;border: none; margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;span style=&quot;background-color: black; color: white;&quot;&gt;&lt;b&gt;Química&lt;/b&gt;: Se puede definir como el conjunto de conocimientos y técnicas que permiten observar, caracterizar, entender y predecir las propiedades de objetos y estructuras de tamaño nanométrico.Hemos podido acceder a esta belleza gracias a herramientas como el microscopio de efecto túnel (STM) y el microscopio de fuerzas atómicas (AFM).&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;border: none; margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;span style=&quot;background-color: black; color: white;&quot;&gt;&lt;b&gt;Bioquímica:&lt;/b&gt;&amp;nbsp;las nuevas nanotécnicas analíticas como la electroforesis capilar y la espectrometría de masa acoplada en tándem que nos acercan cada vez más al ideal analítico de la bioquímica clínica al estudiar los humores, suero, plasma, líquido cefalorraquídeo, líquido pleural, humor vítreo y lágrimas para analizar, aislar e identificar sus compuestos proteicos, diseñando las moléculas que resultan marcadoras de una alteración celular vinculada a una afección.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;border: none; margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;span style=&quot;background-color: black; color: white;&quot;&gt;&lt;b&gt;Biología molecular:&lt;/b&gt;&amp;nbsp;Con el advenimiento de la Nanobiotecnología, han mejorado rápidamente las perspectivas para usar nanomateriales en Imaginología médica, diagnóstico de enfermedades, liberación de fármacos, tratamiento del cáncer, terapia génica y otras áreas.Se están creando biomateriales que tienen en su interior estructuras nanométricas que contribuirán a la fabricación de tejidos artificiales a imitación de los tejidos naturales, y que pueden sustituir a otros dañados.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: black; color: white;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;La continuación&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://javierba92.blogspot.com.es/2012/07/nanotecnologia-2.html&quot; style=&quot;background-color: white;&quot;&gt;http://javierba92.blogspot.com.es/2012/07/nanotecnologia-2.html&lt;/a&gt;&lt;/li&gt;
&lt;/span&gt;&lt;/ul&gt;
&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://javierba92.blogspot.com/feeds/6874825799182195377/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://javierba92.blogspot.com/2012/06/nanotecnologia.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/6874825799182195377'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6811818119877738708/posts/default/6874825799182195377'/><link rel='alternate' type='text/html' href='http://javierba92.blogspot.com/2012/06/nanotecnologia.html' title='Nanotecnología'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/00541922316768683704</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsu5i2Ol2iS7cUJsKxTEAfeffock0sVv8984cnlGamLH7Ohc7J7V_ZB4hwUH_v7eM5_dXGwB1tXT7a5YUuGr0gS0yK7vgELJjJLZHWTattkLllqiBCLoN3oQ4TUVxctg-DCQsPSbpxPcQ/s72-c/ooo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>