<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Mr Novedades &#187; Monitores</title>
	<atom:link href="http://mrnovedades.com/blog/category/monitores/feed/" rel="self" type="application/rss+xml" />
	<link>http://mrnovedades.com/blog</link>
	<description>Blog de Tecnologia, Novedades y Curiosidades</description>
	<lastBuildDate>Wed, 09 May 2012 20:30:59 +0000</lastBuildDate>
	<language>en</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=3.3.1</generator>
		<item>
		<title>Matrox DualHead2Go Digital ME: Dos monitores DVI con un sólo puerto Thuderbolt</title>
		<link>http://mrnovedades.com/blog/matrox-dualhead2go-digital-me-dos-monitores-dvi-con-un-solo-puerto-thuderbolt/</link>
		<comments>http://mrnovedades.com/blog/matrox-dualhead2go-digital-me-dos-monitores-dvi-con-un-solo-puerto-thuderbolt/#comments</comments>
		<pubDate>Wed, 18 Apr 2012 17:06:28 +0000</pubDate>
		<dc:creator>Hernan</dc:creator>
				<category><![CDATA[Monitores]]></category>
		<category><![CDATA[DisplayPort]]></category>
		<category><![CDATA[Matrox]]></category>
		<category><![CDATA[matrox DualHead2Go ME]]></category>
		<category><![CDATA[MatroxDualhead2goMe]]></category>
		<category><![CDATA[NAB]]></category>
		<category><![CDATA[nab 12]]></category>
		<category><![CDATA[NAB 2012]]></category>
		<category><![CDATA[Nab12]]></category>
		<category><![CDATA[Nab2012]]></category>
		<category><![CDATA[Thunderbolt]]></category>

		<guid isPermaLink="false">http://mrnovedades.com/blog/?p=8236</guid>
		<description><![CDATA[Matrox ha aprovechado la celebración del NAB 2012 para presentar su nuevo modelo DualHead2Go, una versión que se caracteriza por estar enfocada para los equipos de Apple con salida Thunderbolt, aunque también podremos utilizarlo en equipos con Windows o Linux. Este nuevo DualHead2Go ME (Mac Edition) está compuesto por una entrada DisplayPort con la que duplicar la señal de&#8230;]]></description>
			<content:encoded><![CDATA[<p><img class="aligncenter size-full wp-image-8238" title="dualhead2godigitalmeoportada" src="http://www.mrnovedades.com/blog/wp-content/uploads/2012/04/dualhead2godigitalmeoportada.jpg" alt="" width="600" height="428" /></p>
<p><a href="http://mrnovedades.com/blog/tag/matrox/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con Matrox">Matrox</a> ha aprovechado la celebración del <a href="http://mrnovedades.com/blog/tag/nab/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con NAB">NAB</a> 2012 para presentar su nuevo modelo DualHead2Go, una versión que se caracteriza por estar enfocada para los equipos de Apple con salida <a href="http://mrnovedades.com/blog/tag/thunderbolt/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con Thunderbolt">Thunderbolt</a>, aunque también podremos utilizarlo en equipos con Windows o Linux. Este nuevo DualHead2Go ME (Mac Edition) está compuesto por una entrada <a href="http://mrnovedades.com/blog/tag/displayport/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con DisplayPort">DisplayPort</a> con la que duplicar la señal de vídeo a otras dos salidas DV1I-D con resoluciones máximas de 1.920 x 1.200 píxeles, necesitando además un puerto USB con el que obtener energía para funcionar. De esta forma podremos utilizar dos monitores con entrada DVI a partir de la señal emitida por el puerto <a href="http://mrnovedades.com/blog/tag/thunderbolt/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con Thunderbolt">Thunderbolt</a> del equipo de la manzana. Llega acompañado de los cables correspondientes, la aplicación PowerDesk de la compañía con la que poder gestionar los monitores y llegará al mercado en junio con un precio de 179 dólares (137 euros).</p>
]]></content:encoded>
			<wfw:commentRss>http://mrnovedades.com/blog/matrox-dualhead2go-digital-me-dos-monitores-dvi-con-un-solo-puerto-thuderbolt/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>AOC d2357Ph, monitor delgado lo mires por donde lo mires</title>
		<link>http://mrnovedades.com/blog/aoc-d2357ph-monitor-delgado-lo-mires-por-donde-lo-mires/</link>
		<comments>http://mrnovedades.com/blog/aoc-d2357ph-monitor-delgado-lo-mires-por-donde-lo-mires/#comments</comments>
		<pubDate>Mon, 05 Mar 2012 19:41:27 +0000</pubDate>
		<dc:creator>Hernan</dc:creator>
				<category><![CDATA[Monitores]]></category>
		<category><![CDATA[AOC]]></category>
		<category><![CDATA[cebit]]></category>
		<category><![CDATA[CeBIT 2012]]></category>
		<category><![CDATA[Cebit2012]]></category>
		<category><![CDATA[monitor 3D]]></category>
		<category><![CDATA[Monitor3d]]></category>
		<category><![CDATA[pantallas]]></category>

		<guid isPermaLink="false">http://mrnovedades.com/blog/?p=7713</guid>
		<description><![CDATA[AOC no piensa perderse la feria alemana del CeBIT 2012 y ya anda desvelando algún que otro producto que mostrará en Hanover. El primero de ellos es el atractivo modelo d2357Ph, una pantalla de 23 pulgadas con retroiluminación LED que presume de contar con un grosor de solo 10,6 mm y lucir un marco realmente delgado de 5,8&#8230;]]></description>
			<content:encoded><![CDATA[<p><img class="aligncenter size-full wp-image-7714" title="aocportadamonitorcebit" src="http://www.mrnovedades.com/blog/wp-content/uploads/2012/03/aocportadamonitorcebit.jpg" alt="" width="600" height="511" /><a href="http://mrnovedades.com/blog/tag/aoc/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con AOC">AOC</a> no piensa perderse la feria alemana del <a href="http://mrnovedades.com/blog/tag/cebit/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con cebit">CeBIT</a> 2012 y ya anda desvelando algún que otro producto que mostrará en Hanover. El primero de ellos es el atractivo modelo d2357Ph, una pantalla de 23 pulgadas con retroiluminación <a href="http://mrnovedades.com/blog/tag/led/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con led">LED</a> que presume de contar con un grosor de solo 10,6 mm y lucir un marco realmente delgado de 5,8 mm. Junto a ello encontramos además un panel Full HD (1920 x 1080) que convierte la señal 2D en <a href="http://mrnovedades.com/blog/tag/3d-2/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con 3d">3D</a>, necesitando del empleo de gafas polarizadas para su correcta visualización.</p>
<p>Su tiempo de respuesta es de 2 ms, disfruta de ángulos de visión horizontal de 170º y vertical de 160º, y su contraste dinámico es de 20.000.000:1 (1.000:1 nativo). No se olvida por supuesto de incluir conector VGA, puerto HDMI 1.4 (dos en este caso) y dispone de un par de altavoces integrados. En cuanto a su diseño, el fabricante ha apostado como ves por dibujar una elegante franja plateada en la base de la pantalla, en la que se dan cita los principales botones de control; la peana, por su parte, puede además retirarse si se desea.</p>
<p>El AOC d2357Ph estará en las tiendas, si nada falla, el próximo mes de abril, aunque su precio por el momento no ha sido confirmado. Tienes la nota de prensa justo tras el salto.</p>
]]></content:encoded>
			<wfw:commentRss>http://mrnovedades.com/blog/aoc-d2357ph-monitor-delgado-lo-mires-por-donde-lo-mires/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Samsung recurrirá a Lotus Glass para mejorar las pantallas OLED</title>
		<link>http://mrnovedades.com/blog/samsung-recurrira-a-lotus-glass-para-mejorar-las-pantallas-oled/</link>
		<comments>http://mrnovedades.com/blog/samsung-recurrira-a-lotus-glass-para-mejorar-las-pantallas-oled/#comments</comments>
		<pubDate>Fri, 03 Feb 2012 14:08:04 +0000</pubDate>
		<dc:creator>Hernan</dc:creator>
				<category><![CDATA[Monitores]]></category>
		<category><![CDATA[Corling]]></category>
		<category><![CDATA[Lotus Glass]]></category>
		<category><![CDATA[Pantalla OLED]]></category>
		<category><![CDATA[Samsung]]></category>

		<guid isPermaLink="false">http://mrnovedades.com/blog/?p=7063</guid>
		<description><![CDATA[Uno de los aspectos en los que considero que Samsung tiene margen de mejora para sorprender al resto de fabricantes Android e incluso a Apple, es con sus pantallas. La alianza con el fabricante Corning para mejorar las pantallas OLED es un ejemplo. Ambas compañías han llegado a un acuerdo para usar la tecnología Lotus Glass en pantallasOLED, que&#8230;]]></description>
			<content:encoded><![CDATA[<p><img class="aligncenter size-medium wp-image-7064" title="lotus-glass-corning-samsung" src="http://www.mrnovedades.com/blog/wp-content/uploads/2012/02/lotus-glass-corning-samsung-300x203.jpg" alt="" width="300" height="203" />Uno de los aspectos en los que considero que <a href="http://mrnovedades.com/blog/tag/samsung/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con Samsung">Samsung</a> tiene margen de mejora para sorprender al resto de fabricantes Android e incluso a Apple, es con sus <strong><a href="http://mrnovedades.com/blog/tag/pantallas/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con pantallas">pantallas</a></strong>. La alianza con el fabricante Corning para mejorar las pantallas OLED es un ejemplo.</p>
<p>Ambas compañías han llegado a un acuerdo para <strong>usar la tecnología <a href="http://mrnovedades.com/blog/tag/lotus-glass/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con Lotus Glass">Lotus Glass</a> en pantallasOLED</strong>, que no tendrán que ser usadas exclusivamente por los surcoreanos. El resto de fabricantes interesados podrán acceder a ellas también.</p>
<p>&nbsp;</p>
<p>La nueva <strong>tecnología Lotus Glass</strong> permite que las pantallas sean más delgadas, con menor consumo y más resistentes que las actuales, aunque lo verdaderamente relevante es la flexibilidad que le otorgarán a los paneles, con las posibilidades que abre a las marcas.</p>
<p>Aunque los primeros desarrollos se centrarán en <strong>tablets y smartphones</strong>, los televisores también están en la hoja de ruta de Samsung y <a href="http://mrnovedades.com/blog/tag/corling/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con Corling">Corling</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://mrnovedades.com/blog/samsung-recurrira-a-lotus-glass-para-mejorar-las-pantallas-oled/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Novedad, llega la transferencia por medio de lasers.</title>
		<link>http://mrnovedades.com/blog/novedad-llega-la-transferencia-por-medio-de-lasers/</link>
		<comments>http://mrnovedades.com/blog/novedad-llega-la-transferencia-por-medio-de-lasers/#comments</comments>
		<pubDate>Fri, 07 Oct 2011 13:35:33 +0000</pubDate>
		<dc:creator>alexx</dc:creator>
				<category><![CDATA[Monitores]]></category>
		<category><![CDATA[datos por laser]]></category>
		<category><![CDATA[transferencia por lasers]]></category>

		<guid isPermaLink="false">http://mrnovedades.com/blog/?p=4313</guid>
		<description><![CDATA[La tecnología láser es fenomenal. Tiene un montón de aplicaciones y una de ellas es la transferencia de datos, campo en el cual ha establecido un nuevo récord al lograr la increíble velocidad de transferencia de 26 Tbit por segundo. &#160; ¿Qué tan rápido es eso? Es tan rápido que todo lo que tienes en&#8230;]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.tecno-noticias.com.ar/wp-content/uploads/2011/09/La-transferencia-de-datos-por-medio-de-l%C3%A1sers-llega-a-niveles-exageradamente-r%C3%A1pidos.jpg"><img class="alignright" title="La-transferencia-de-datos-por-medio-de-lásers-llega-a-niveles-exageradamente-rápidos" src="http://www.mrnovedades.com/blog/wp-content/uploads/2011/10/La-transferencia-de-datos-por-medio-de-l%C3%A1sers-llega-a-niveles-exageradamente-r%C3%A1pidos-300x193.jpg" alt="" width="300" height="193" /></a>La tecnología láser es fenomenal. Tiene un montón de aplicaciones y una de ellas es la transferencia de datos, campo en el cual ha establecido un nuevo récord al lograr la increíble velocidad de transferencia de 26 Tbit por segundo.</p>
<p>&nbsp;</p>
<p>¿Qué tan rápido es eso? Es tan rápido que todo lo que tienes en tu computadora sería transferido en menos de un segundo. Si juntáramos las computadoras de 100 personas seguramente la transferencia de todos los datos aún duraría menos de 1 segundo. Probablemente las únicas computadoras que necesitarían una transmisión de más de 1 segundo serían las de la NASA, aunque supongo que dicha transmisión tampoco duraría más de 3 segundos. ¿Aún no ha quedado claro? Entonces imagínate que transfieres un montón de películas HD en un parpadeo.</p>
<p>&nbsp;</p>
<p>Obviamente esto no llegará a nosotros pronto, pero es bueno saber que está ahí afuera.</p>
]]></content:encoded>
			<wfw:commentRss>http://mrnovedades.com/blog/novedad-llega-la-transferencia-por-medio-de-lasers/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>LG IPS5, nuevo monitor de LG.</title>
		<link>http://mrnovedades.com/blog/lg-ips5-nuevo-monitor-de-lg/</link>
		<comments>http://mrnovedades.com/blog/lg-ips5-nuevo-monitor-de-lg/#comments</comments>
		<pubDate>Thu, 29 Sep 2011 15:51:28 +0000</pubDate>
		<dc:creator>alexx</dc:creator>
				<category><![CDATA[LED / LCD]]></category>
		<category><![CDATA[Monitores]]></category>
		<category><![CDATA[IPS]]></category>
		<category><![CDATA[led]]></category>
		<category><![CDATA[LG IPS5]]></category>
		<category><![CDATA[monitor]]></category>

		<guid isPermaLink="false">http://mrnovedades.com/blog/?p=4094</guid>
		<description><![CDATA[Noviembre es el mes escogido por LG para sacar al mercado en Europa su nueva serie de monitores LED con panel de tipo IPS. La serie LG IPS5 estará compuesta por pantallas con diagonales de 21.5 y 23 pulgadas. El uso del panel de tipo IPS en sus nuevos monitores LED de nombre LG IPS5&#8230;]]></description>
			<content:encoded><![CDATA[<p><img id="image83111" class="alignright" src="http://www.mrnovedades.com/blog/wp-content/uploads/2011/09/lg_ips5.jpg" alt="LG IPS5" width="445" height="386" /></p>
<p>Noviembre es el mes escogido por <a href="http://mrnovedades.com/blog/tag/lg/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con LG">LG</a> para sacar al mercado en Europa su nueva serie de <strong>monitores <a href="http://mrnovedades.com/blog/tag/led/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con led">LED</a> con panel de tipo <a href="http://mrnovedades.com/blog/tag/ips/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con IPS">IPS</a></strong>. La serie <strong><a href="http://mrnovedades.com/blog/tag/lg-ips5/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con LG IPS5">LG IPS5</a></strong> estará compuesta por <a href="http://mrnovedades.com/blog/tag/pantallas/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con pantallas">pantallas</a> con diagonales de 21.5 y 23 pulgadas.</p>
<p>El uso del panel de tipo IPS en sus nuevos monitores LED de nombre <strong>LG IPS5</strong> proporciona a los mismos bajo consumo a la vez que una mejor reproducción del color. Son monitores para usuarios que buscan fiabilidad más que prestaciones espectaculares. Por ejemplo, con un tiempo de respuesta de 5 ms los jugadores tienen mejores opciones aunque renunciando a las mejoras en la calibración del color que vienen acompañando al <a href="http://mrnovedades.com/blog/tag/monitor/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con monitor">monitor</a>.</p>
<p>&nbsp;</p>
<p>Ambos modelos de 21.5 y 23 pulgadas cuentan con <strong>resolución 1080p, brillo de 250 cd/m2 y contraste de 5.000.000:1</strong>. El ángulo de visión promete ser amplio, aunque no nos han facilitado los detalles, y las pantallas contarán con una peana que facilite el giro y cambio de altura de estos monitores para trabajadores de la imagen.</p>
<p>El resto de detalles, así como los precios de los <strong>nuevos LG IPS5</strong> os los ofreceremos junto con el lanzamiento en España previsto para el mismo mes de noviembre.</p>
]]></content:encoded>
			<wfw:commentRss>http://mrnovedades.com/blog/lg-ips5-nuevo-monitor-de-lg/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>AOC E1649FWU: Un monitor de 16 pulgadas que funciona bajo USB</title>
		<link>http://mrnovedades.com/blog/aoc-e1649fwu-un-monitor-de-16-pulgadas-que-funciona-bajo-usb/</link>
		<comments>http://mrnovedades.com/blog/aoc-e1649fwu-un-monitor-de-16-pulgadas-que-funciona-bajo-usb/#comments</comments>
		<pubDate>Wed, 21 Sep 2011 15:34:18 +0000</pubDate>
		<dc:creator>alexx</dc:creator>
				<category><![CDATA[Monitores]]></category>
		<category><![CDATA[AOC E1649FWU]]></category>
		<category><![CDATA[monitor usb]]></category>

		<guid isPermaLink="false">http://mrnovedades.com/blog/?p=3874</guid>
		<description><![CDATA[]]></description>
			<content:encoded><![CDATA[<p><img class="aligncenter" src="data:image/png;base64,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" alt="" /></p>
]]></content:encoded>
			<wfw:commentRss>http://mrnovedades.com/blog/aoc-e1649fwu-un-monitor-de-16-pulgadas-que-funciona-bajo-usb/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Nueva linea de monitores profesionales HP ZR</title>
		<link>http://mrnovedades.com/blog/nueva-linea-de-monitores-profesionales-hp-zr/</link>
		<comments>http://mrnovedades.com/blog/nueva-linea-de-monitores-profesionales-hp-zr/#comments</comments>
		<pubDate>Fri, 16 Sep 2011 13:29:27 +0000</pubDate>
		<dc:creator>alexx</dc:creator>
				<category><![CDATA[Monitores]]></category>
		<category><![CDATA[HP]]></category>
		<category><![CDATA[monitores serie ZR]]></category>

		<guid isPermaLink="false">http://mrnovedades.com/blog/?p=3773</guid>
		<description><![CDATA[HP nos tiene acostumbrados a buenos equipos, tanto servidores como portátiles y sobre todo sus famosas impresoras. Pero pocas veces solemos hablar de sus monitores. HP ha querido remediar eso, con la presentación de sus nuevos monitores Serie ZR dedicados al sector profesional, que sin duda alegrará a más de un diseñador presenta en la&#8230;]]></description>
			<content:encoded><![CDATA[<div>
<p><img title="hp-zr2740w" src="http://www.mrnovedades.com/blog/wp-content/uploads/2011/09/hp-zr2740w.jpg" alt="" width="800" height="292" /></p>
<p><strong><a href="http://mrnovedades.com/blog/tag/hp/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con HP">HP</a></strong> nos tiene acostumbrados a buenos equipos, tanto servidores como portátiles y sobre todo sus famosas impresoras. Pero pocas veces solemos hablar de sus monitores. HP ha querido remediar eso, con la presentación de sus <strong>nuevos <a href="http://mrnovedades.com/blog/tag/monitores-serie-zr/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con monitores serie ZR">monitores Serie ZR</a></strong> dedicados al sector profesional, que sin duda alegrará a más de un diseñador presenta en la sala.</p>
<p>No ha presentado uno, sino nada menos que 4 nuevos equipos, equipando todos ellos <strong>paneles <a href="http://mrnovedades.com/blog/tag/ips/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con IPS">IPS</a></strong> para asegurar una adecuada representación de colores en cualquier ángulo de visualización. Además incluyen retroiluminación <a href="http://mrnovedades.com/blog/tag/led/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con led">LED</a> con lo que se consiguen chasis superfinos. Disponibles en 27 pulgadas (ZR2740w), 24 pulgadas (ZR2440w) 21,5 pulgadas (ZR2240w) y 20 pulgadas(ZR2040w), hay casi un equipo para cada tipo de cliente.</p>
<p>Las resoluciones varían según tamaños, yendo desde los 2560&#215;1440 píxeles del modelo de 27 pulgadas, hasta los 1600&#215;900 en en el caso del de 20, sin olvidarnos de la resolución Full HD en el caso del equipo de 21,5 pulgadas o los 1920&#215;1200 del de 24 pulgadas. Hay que destacar que aunque los paneles IPS son capaces de representar varios millones de colores y todos los equipos presentados la incluyen, desgraciadamente esta capacidad de representación de color sólo está disponible en el equipo de 27 pulgadas.</p>
<p>Con multitud de conexionado (sobre todo digitales), todos ellos cuentan con <strong><a href="http://mrnovedades.com/blog/tag/displayport/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con DisplayPort">Displayport</a> y DV-I</strong>, aunque son sólo los modelos 21,5 y 24 pulgadas los que cuentan con tomas <strong>HDMI</strong>. Con precios que van desde los<strong> $729</strong> hasta los <strong>$189</strong>, son precios muy interesantes sobre todo para el equipo de 27 pulgadas, que pocos equipos hay de ese tamaño, a ese precio y con panel IPS.</p>
</div>
]]></content:encoded>
			<wfw:commentRss>http://mrnovedades.com/blog/nueva-linea-de-monitores-profesionales-hp-zr/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Test de nuevo LG de 3D con gafas pasivas, el LG Cinema 3D</title>
		<link>http://mrnovedades.com/blog/test-de-nuevo-lg-de-3d-con-gafas-pasivas-el-lg-cinema-3d/</link>
		<comments>http://mrnovedades.com/blog/test-de-nuevo-lg-de-3d-con-gafas-pasivas-el-lg-cinema-3d/#comments</comments>
		<pubDate>Mon, 29 Aug 2011 18:25:59 +0000</pubDate>
		<dc:creator>alexx</dc:creator>
				<category><![CDATA[3D]]></category>
		<category><![CDATA[HD]]></category>
		<category><![CDATA[LCD]]></category>
		<category><![CDATA[LED / LCD]]></category>
		<category><![CDATA[Monitores]]></category>
		<category><![CDATA[Pantallas]]></category>
		<category><![CDATA[3d]]></category>
		<category><![CDATA[Cinema 3d]]></category>
		<category><![CDATA[LG]]></category>

		<guid isPermaLink="false">http://mrnovedades.com/blog/?p=3443</guid>
		<description><![CDATA[La tecnología 3D ha venido para quedarse. Otra cosa diferente es que se use masivamente, pero todos los televisores de gama alta ya integran esta prestación. Y aquí es donde LG ha dado un golpe maestro al usar la tecnología de gafas pasivas para desarrollar los nuevos Cinema 3D. Gracias a ello el 3D no&#8230;]]></description>
			<content:encoded><![CDATA[<p><object width="640" height="390" classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"><param name="allowFullScreen" value="true" /><param name="allowScriptAccess" value="always" /><param name="src" value="http://www.youtube.com/v/8rMYgVW5AvU&amp;hl=en_US&amp;feature=player_embedded&amp;version=3" /><param name="allowfullscreen" value="true" /><param name="allowscriptaccess" value="always" /><embed width="640" height="390" type="application/x-shockwave-flash" src="http://www.youtube.com/v/8rMYgVW5AvU&amp;hl=en_US&amp;feature=player_embedded&amp;version=3" allowFullScreen="true" allowScriptAccess="always" allowfullscreen="true" allowscriptaccess="always" /></object></p>
<p>La tecnología <a href="http://mrnovedades.com/blog/tag/3d-2/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con 3d">3D</a> ha venido para quedarse. Otra cosa diferente es que se use masivamente, pero todos los televisores de gama alta ya integran esta prestación. Y aquí es donde <strong><a href="http://mrnovedades.com/blog/tag/lg/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con LG">LG</a></strong> ha dado un golpe maestro al usar la tecnología de <strong>gafas pasivas</strong> para desarrollar los nuevos <strong><a href="http://mrnovedades.com/blog/tag/cinema-3d/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con Cinema 3d">Cinema 3D</a></strong>. Gracias a ello el 3D no encarece el precio de la pantalla y ademas las gafas son mucho más  ligeras y baratas que los televisores con gafas de obturación activa (<strong>entre otras muchas cosas</strong>). Nuestro <strong>Videorama</strong> de hoy analiza el <strong>LG Cinema 3D</strong> y sus ventajas.</p>
<p>Nos gusta…</p>
<ul>
<li>las ventajas de las gafas pasivas (sobre todo el precio)</li>
<li>calidad del 3D</li>
<li>poder ver la tele 3D tumbado</li>
</ul>
<p>Nos gusta menos</p>
<ul>
<li>sin WiFi de serie</li>
<li>contenidos Smart TV aun escasos</li>
<li>la conversion 2D a 3D aún mejorabl</li>
</ul>
]]></content:encoded>
			<wfw:commentRss>http://mrnovedades.com/blog/test-de-nuevo-lg-de-3d-con-gafas-pasivas-el-lg-cinema-3d/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Nuevos monitores 3D para NVidia 3D Vision, de ViewSonic</title>
		<link>http://mrnovedades.com/blog/nuevos-monitores-3d-para-nvidia-3d-vision-de-viewsonic/</link>
		<comments>http://mrnovedades.com/blog/nuevos-monitores-3d-para-nvidia-3d-vision-de-viewsonic/#comments</comments>
		<pubDate>Tue, 02 Aug 2011 20:52:25 +0000</pubDate>
		<dc:creator>-Poli-</dc:creator>
				<category><![CDATA[3D]]></category>
		<category><![CDATA[Monitores]]></category>
		<category><![CDATA[3d]]></category>
		<category><![CDATA[Monitor ViewSonic]]></category>
		<category><![CDATA[Nvidia]]></category>
		<category><![CDATA[Pantalla ViewSonic]]></category>
		<category><![CDATA[Viewsonic]]></category>

		<guid isPermaLink="false">http://mrnovedades.com/blog/?p=2910</guid>
		<description><![CDATA[El mundo de la tecnología 3D está de moda. ¿De moda o llega para quedarse? Es un tema interesante para un debate que en esta entrada no abordaremos. Hoy queríamos presentaros unos nuevos modelos de monitores ViewSonic compatible con la tecnología NVidia 3D Vision, la más importante de las disponibles para ordenadores de sobremesa. Lo&#8230;]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.mrnovedades.com/blog/wp-content/uploads/2011/08/viewsonic-v3d2451.jpg"><img class="aligncenter size-full wp-image-2912" title="viewsonic-v3d245" src="http://www.mrnovedades.com/blog/wp-content/uploads/2011/08/viewsonic-v3d2451.jpg" alt="" width="488" height="488" /></a></p>
<p>El mundo de la <strong>tecnología <a href="http://mrnovedades.com/blog/tag/3d-2/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con 3d">3D</a></strong> está de moda. ¿De moda o llega para quedarse? Es un tema interesante para un debate que en esta entrada no abordaremos. Hoy queríamos presentaros unos nuevos modelos de <strong>monitores <a href="http://mrnovedades.com/blog/tag/viewsonic/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con Viewsonic">ViewSonic</a></strong> compatible con la tecnología <a href="http://mrnovedades.com/blog/tag/nvidia/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con Nvidia">NVidia</a> 3D Vision, la más importante de las disponibles para ordenadores de sobremesa.</p>
<p>Lo interesante de este <a href="http://mrnovedades.com/blog/tag/monitor/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con monitor">monitor</a> es que supuestamente es <strong>más barato</strong>, pues integra el emisor necesario para el efecto 3D y que en otras <a href="http://mrnovedades.com/blog/tag/pantallas/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con pantallas">pantallas</a> se vende por separado. ¿Barato? Es es relativo. Monitor de <strong>24 pulgadas por 500 dólares</strong> no ha de considerarse asequible teniendo en cuenta que ya existen monitores normales – FullHD pero no 3D – también en 24 pulgadas que cuestan unos 160 dólares. Una diferencia, curiosamente, de tres veces el precio base.</p>
<p>El monitor de ViewSonic, modelo concreto <strong>ViewSonic V3D245</strong>, es de tecnología <a href="http://mrnovedades.com/blog/tag/led/" class="st_tag internal_tag" rel="tag" title="Entradas etiquetadas con led">LED</a> y permitirá notar el efecto 3D sólo a través de las <strong>gafas específicas de NVidia</strong>, ya sean las originales inalámbricas o el último modelo con cable, más baratas. También requerirán una tarjeta gráfica NVidia compatible con esta tecnología. A pesar de que el monitor sí lo sea, si no tienes la GPU sólo lo podrás utilizar como un monitor normal.</p>
<p>Y luego dicen que el 3D tiene poca implantación entre la sociedad. Dispositivos muy caros que encima te obligan a elegir componentes muy determinados. Si a ésto le sumamos que el contenido disponible existe, pero no es mayoritario, y que hay mucha gente en contra del efecto 3D (algunos dicen que es escaso, otros que marea, etc.) entonces <strong>el futuro es poco prometedor</strong>. Yo diría que deben bajar drásticamente de precio, y aún así dudo que realmente vaya a introducirse en nuestras casas de forma masiva.</p>
]]></content:encoded>
			<wfw:commentRss>http://mrnovedades.com/blog/nuevos-monitores-3d-para-nvidia-3d-vision-de-viewsonic/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>

