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	<title>Fondos Cotizados &#187; Fondos Inversos</title>
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		<title>¿Cómo utilizar los ETF inversos?</title>
		<link>http://fondoscotizados.com/como-utilizar-los-etf-inversos/</link>
		<comments>http://fondoscotizados.com/como-utilizar-los-etf-inversos/#comments</comments>
		<pubDate>Mon, 03 Sep 2012 00:21:30 +0000</pubDate>
		<dc:creator>Elena</dc:creator>
				<category><![CDATA[Bolsa Española]]></category>
		<category><![CDATA[Bolsas Europeas]]></category>
		<category><![CDATA[ETF]]></category>
		<category><![CDATA[Fondos Inversos]]></category>
		<category><![CDATA[inversores]]></category>

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		<description><![CDATA[La mayoría de las personas que comercializan sus inversiones están familiarizadas con la compra y venta de acciones en el [...]]]></description>
				<content:encoded><![CDATA[<h3><img class="alignleft" title="ETF" src="http://www.sxc.hu/pic/m/s/sv/svilen001/1388613_market_movements_3.jpg" alt="" width="240" height="240" />La mayoría de las personas que comercializan sus inversiones están familiarizadas con la compra y venta de acciones en el mercado bursátil, sin embargo, existen algunos enfoques de inversión menos comunes que tienen un gran potencial para la obtención de beneficios. Uno de estos es la inversión en los fondos cotizados o<a href="http://fondoscotizados.com/bolsa-de-madrid-etf-rv-espana/"> ETF</a>. Los ETF inversos se encuentran cuando un inversionista utiliza diversos activos y derivados, tales como las opciones, con el fin de crear un beneficio cuando se dé la disminución del índice subyacente en su valor. Esencialmente, un índice se beneficiará, cuando otro índice baje su valor. Esto hace que sea una gran herramienta para los inversores con tendencias bajistas.</h3>
<h3><span id="more-997"></span>Ventajas<strong></strong></h3>
<p><strong>Son muchas las ventajas de invertir en un ETF inverso</strong>. Los fondos cotizados son fáciles de usar, ofrecen tarifas más bajas, y tienen grandes ventajas fiscales. Además, si usted es dueño de una cuenta que no permite la venta a corto plazo, usted puede comprar un<a href="http://fondoscotizados.com/como-gestionar-sus-etf/"> ETF</a> inverso con el fin de tener la misma posición para invertir en el mercado bursátil.</p>
<p style="text-align: center;"><img class="aligncenter" title="ETF" src="http://www.sxc.hu/pic/m/f/fw/fwdthought/1385312_ten-fifty-four.jpg" alt="" width="240" height="160" /></p>
<p>Al comprar un <a href="http://fondoscotizados.com/invirtiendo-en-etf-de-oro/">ETF</a> inverso, puede cubrir la exposición de su cartera de inversiones, en el caso de que tenga un riesgo a la baja en un índice o sector en particular. Otra razón fantástica para considerar esta estrategia de inversión se debe a que su riesgo se limita al precio de compra del fondo. Si usted vende acciones o algún título financiero en cualquier otra inversión, usted podría tener una pérdida ilimitada. Un ETF inverso, por su parte, ofrece muchas de las mismas ventajas que las ventas a corto plazo, pero sólo expone al inversor a la pérdida del precio de compra.</p>
<p>Usted puede utilizar un <a href="http://fondoscotizados.com/principios-basicos-de-los-etf/">ETF</a> inverso para llevar a cabo una amplia gama de objetivos de inversión, a través del establecimiento de coberturas en sus carteras de inversiones. Con esto, la mayoría de los inversores pueden especular con un retroceso de los precios, herramienta que se ha convertido en una opción de inversión cada vez más popular entre los inversores. Cuando se utiliza de la manera correcta, estos productos pueden ser extremadamente poderosos, pero debe utilizarse con precaución, ya que pueden venir con una serie de riesgos para los inversores que no hayan hecho una investigación apropiada.</p>
<p>Tomar una posición &#8220;corta&#8221; en ciertas clases de activos no es nada nuevo ya que los inversores han estado utilizando este tipo de inversiones durante años. Cuando un inversionista ha reconocido una burbuja de activos de antemano, sin duda, ha obtenido beneficios importantes. Por suerte, la industria de los ETF ha traído esta misma estrategia al alcance de otros inversores facilitando la venta de los índices completos en lugar de simplemente vender acciones individuales.</p>
<p>Para las inversiones a corto y mediano plazo, no hay duda de que los ETF inversos permitirán a los inversores obtener los objetivos a corto plazo y convertirlos en un medio eficaz de obtener ganancias rápidas.</p>
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		</item>
		<item>
		<title>¿Qué son los ETF inversos?</title>
		<link>http://fondoscotizados.com/que-son-los-etf-inversos/</link>
		<comments>http://fondoscotizados.com/que-son-los-etf-inversos/#comments</comments>
		<pubDate>Fri, 27 Jul 2012 07:10:14 +0000</pubDate>
		<dc:creator>Elena</dc:creator>
				<category><![CDATA[Bolsa Americana]]></category>
		<category><![CDATA[Bolsa Española]]></category>
		<category><![CDATA[Bolsas Asiaticas]]></category>
		<category><![CDATA[Bolsas Europeas]]></category>
		<category><![CDATA[ETF]]></category>
		<category><![CDATA[Fondos Inversos]]></category>

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		<description><![CDATA[Los resultados diarios de la comercialización de un ETF inverso se basan en la rentabilidad inversa diaria del índice de [...]]]></description>
				<content:encoded><![CDATA[<h3><img class="alignleft" title="ETF" src="http://www.sxc.hu/pic/m/s/sq/sqback/1281812_businessman_holding_crystal_globe.jpg" alt="" width="240" height="144" />Los resultados diarios de la comercialización de un <a href="fondoscotizados.com/ventajas-y-desventajas-de-invertir-en-etf/">ETF </a>inverso se basan en la rentabilidad inversa diaria del índice de referencia subyacente. Una serie de derivados incluyendo los índices swaps y los contratos de futuros que se utilizan para cumplir con los objetivos de la inversión con el fin de generar resultados que son opuestos al índice de referencia subyacente. Esto significa que el ETF sube cuando el punto de referencia o índice baja, y viceversa. Un ETF inverso, es un término equivalente a la celebración de las posiciones cortas, o a los beneficios de los precios en la tendencia bajista, gracias a una combinación de estrategias de inversión avanzadas.</h3>
<p><span id="more-989"></span>Los resultados de la comercialización de los <a href="fondoscotizados.com/invertir-en-etf-de-oro/">ETF</a> y su apalancamiento se generan como un múltiplo de la devolución del desempeño diario del índice de referencia subyacente. Esto podría ser un retorno del 200%, por ejemplo. Sin embargo, no proporcionan el mismo múltiplo a largo plazo. En un solo día, un ETF apalancado, por lo general, cumple con el objetivo fijado para el múltiplo de la actuación diaria, pero si se lleva a cabo durante más de un día, los rendimientos pueden variar a partir de ese múltiple.</p>
<h3>ETF apalancados</h3>
<p>Un<a href="http://fondoscotizados.com/invirtiendo-en-etf-de-oro/"> ETF </a>apalancado funciona mediante el uso de una serie de derivados, por ejemplo, los índices swaps y los contratos de futuros, con el fin de proporcionar a este múltiplo la exposición en el mercado para los ETF. Los riesgos son más altos en un fondo de apalancamiento, ya que las pérdidas también se multiplican por la misma cantidad.</p>
<p style="text-align: center;"><img class="aligncenter" title="apalancamiento" src="http://www.sxc.hu/pic/m/d/di/dioptria/1361706_euro.jpg" alt="" width="240" height="158" /></p>
<p style="text-align: left;">
<p>La comercialización de estos fondos de inversión junto con su movilización está diseñada para ser celebrados a corto plazo, lo que para un<a href="http://fondoscotizados.com/principios-basicos-de-los-etf/"> ETF</a> con apalancamiento puede significar un solo día. Los inversores que buscan mantener una seguridad a largo plazo no deben tener en cuenta los factores antes mencionados. A largo plazo, un fondo de apalancamiento puede desviarse de su índice de referencia, debido a los efectos de la capitalización de intereses, especialmente durante los períodos de volatilidad del mercado.</p>
<p>Los inversores deben asegurarse de que entiendan la naturaleza de los fondos cotizados antes de poner algún dinero o inversión destinada a esta, y que sean claros sobre los riesgos involucrados en este tipo de inversión.</p>
<p>Toda la terminología financiera utilizada en los ETF inversos, son muy importantes de entender, ya que dependiendo del grado de interés interpuesto en estos términos podrá tomar una decisión financiera muy importante que lo ayudará, de una u otra manera, a decidir y comercializar de forma diversificada su cartera de inversiones.</p>
<p>Los ETF inversos son importantes en la economía actual mundial, tienen un efecto inverso a las tendencias en el mercado de valores, es decir que si el precio de las acciones en el mercado sube, el apalancamiento y los beneficios adquiridos por medio de estos fondos cotizados será muy alto.</p>
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		</item>
		<item>
		<title>ETF de plata: Fondos inversos</title>
		<link>http://fondoscotizados.com/etf-de-plata-fondos-inversos/</link>
		<comments>http://fondoscotizados.com/etf-de-plata-fondos-inversos/#comments</comments>
		<pubDate>Sun, 03 Jun 2012 03:30:58 +0000</pubDate>
		<dc:creator>Elena</dc:creator>
				<category><![CDATA[ETF]]></category>
		<category><![CDATA[Fondos Inversos]]></category>
		<category><![CDATA[Materias Primas]]></category>

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		<description><![CDATA[Los ETF inversos de plata tienen increíbles beneficios. Sin embargo, existen miles de inversores que no se han tomado la [...]]]></description>
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" alt="" width="300" height="121" />Los <a href="fondoscotizados.com/etf-de-divisas/">ETF </a>inversos de plata tienen increíbles beneficios. Sin embargo, existen miles de inversores que no se han tomado la molestia de averiguar cuáles son estos beneficios de la inversión. Por otro lado, algunos inversionistas tienen el deseo de saber qué implica un ETF inverso. Desafortunadamente y en la mayoría de las ocasiones puede haber encontrado información que lo haya dejado más confundido que informado. En este artículo se profundiza las ventajas de las inversiones realizadas en los ETF inversos de plata.</h3>
<p><span id="more-890"></span>La inversión en <a href="fondoscotizados.com/invirtiendo-en-etf-inversos/">ETF</a> inversos de plata se realiza utilizando los activos de plata y sus derivados con el objetivo de crear ganancias siempre y cuando el valor del índice subyacente vaya en descenso. Básicamente, el intercambio de los fondos inversos o los ETF inversos de plata se crea cuando la correlación de algún índice financiero vaya en descenso.</p>
<h3>Ventajas del uso de los ETF inversos de plata</h3>
<p>En primer lugar, los ETF inversos traen consigo miles de ventajas para el inversor. Estos incluyen las ventajas fiscales, los bajos costos y la facilidad de uso. Afortunadamente, los ETF inversos tienen un período adicional lo que le brinda otra ventaja al ser adquiridos. En consecuencia, estos <a href="fondoscotizados.com/como-comparar-multiples-etf/">ETF</a> inversos se adaptan bien a la cartera de inversión que la mayoría de las personas obtienen.</p>
<h3>¿Por qué debería un inversor comprar o invertir en ETF inversos de plata?</h3>
<p style="text-align: center;"><img 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" alt="" /></p>
<p>Muy a menudo, un inversor tendrá un riesgo a la baja en una región determinada, en un sector que involucre como activo a la plata o algún índice financiero que contenga como activo a la plata. Si este fuera el caso, la compra de ETF inversos permite la cobertura y la exposición en su cartera financiera. En segundo lugar, un inversor puede optar por incluir un <a href="fondoscotizados.com/como-rebalancear-un-etf/">ETF</a> inverso de plata en su cartera con el fin de ganar exposición en el mercado o en la bolsa de valores.</p>
<p>De forma muy común, la investigación de un inversionista puede conducirlo a un sentimiento bajista. En este sentido, la compra de un ETF inverso de plata permite a un inversor poner en práctica su estrategia sin riesgos, ya que con otras herramientas financieras como los fondos de inversión estarían propensos a la perdida de dinero. Recuerde, la compra de un ETF inverso limita sus riesgos para el precio que usted pagó por el fondo. Sin embargo, los activos de estos fondos cotizados en ciertos casos tienen riesgos infinitos.</p>
<p>Invertir en los ETF inversos también puede conllevar a obtener ciertas desventajas importantes. Sin embargo, estas desventajas asociadas con los ETF inversos de plata son el resultado de la ignorancia de los inversores sobre su viabilidad como una opción de inversión.</p>
<p>La plata es un activo que en la mayoría de las ocasiones no tiene muchas fluctuaciones en términos relacionados al precio. Es importante escoger de forma adecuada el tipo de activo del ETF inverso en el que invertirá más adelante.</p>
<p><iframe src="http://www.youtube.com/embed/q7ko_mpuvRQ" frameborder="0" width="560" height="315"></iframe></p>
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		<item>
		<title>Invirtiendo en ETF inversos</title>
		<link>http://fondoscotizados.com/invirtiendo-en-etf-inversos/</link>
		<comments>http://fondoscotizados.com/invirtiendo-en-etf-inversos/#comments</comments>
		<pubDate>Fri, 20 Apr 2012 19:35:42 +0000</pubDate>
		<dc:creator>Elena</dc:creator>
				<category><![CDATA[Bolsa Americana]]></category>
		<category><![CDATA[Bolsa Española]]></category>
		<category><![CDATA[Bolsas Asiaticas]]></category>
		<category><![CDATA[Bolsas Europeas]]></category>
		<category><![CDATA[Fondos Inversos]]></category>

		<guid isPermaLink="false">http://fondoscotizados.com/?p=871</guid>
		<description><![CDATA[El número de ETF negociados en bolsa ha aumentado a más de 1.000, dando a los inversores muchas maneras de [...]]]></description>
				<content:encoded><![CDATA[<h3><a href="http://fondoscotizados.com/wp-content/uploads/2012/04/ETF-Inversos.jpg"><img class="alignleft size-medium wp-image-872" title="ETF Inversos" src="http://fondoscotizados.com/wp-content/uploads/2012/04/ETF-Inversos-300x214.jpg" alt="" width="300" height="214" /></a>El número de <a href="fondoscotizados.com/implicaciones-fiscales-de-las-etf/">ETF</a> negociados en bolsa ha aumentado a más de 1.000, dando a los inversores muchas maneras de invertir en los mercados de inversión, debe recordar que estos se comercializan en acciones, bonos y otros. Las acciones de los ETF se compran y se venden a través de una cuenta en el mercado de inversión, los ETF inversos permiten a los inversores beneficiarse cuando determinados sectores del mercado disminuyen en términos de valor.</h3>
<p><span id="more-871"></span>Los ETF inversos están diseñados para cambiar la dirección del valor del índice en el que se está invirtiendo. Los valores se basan en el cambio del precio diario. Por ejemplo, si el S &amp; P 500 pierde un 1 por ciento durante el día de negociación, la ETF <strong>ProShares</strong><strong> Short S &amp; P 500 </strong>con símbolo SH, se incrementará en un 1 por ciento. Si el S &amp; P 500 gana en valor, el SH se reducirá. El apalancamiento de los <a href="fondoscotizados.com/etf-de-energia-sostenible/">ETF</a> inversos cambia el valor en términos de dos a tres veces el cambio del índice subyacente.</p>
<h3>ETF inversos y el mercado de valores</h3>
<p>El apalancamiento de los <a href="fondoscotizados.com/indicadores-oscilantes-de-los-etf/">ETF</a> inversos están disponibles en los principales índices del mercado de valores como el S &amp; P 500, Dow Jones Industrial Average y el NASDAQ 100. Los comerciantes que quieren centrarse en sectores específicos del mercado de valores se encuentran con diferentes grupos de capitalización bursátil, con mercados internacionales y con los sectores del mercado de valores.</p>
<p><a href="http://fondoscotizados.com/wp-content/uploads/2012/04/ETF-inverso1.jpg"><img class="aligncenter size-medium wp-image-874" title="ETF inverso" src="http://fondoscotizados.com/wp-content/uploads/2012/04/ETF-inverso1-300x154.jpg" alt="" width="300" height="154" /></a></p>
<p>Los ETF inversos del mercado de valores tienen dos veces el valor del apalancamiento. Los 10 sectores que incluyen los <a href="fondoscotizados.com/beneficios-de-las-deudas-emergentes-en-los-etf/">ETF</a> inversos del índice S &amp; P 500 son: la energía, los productos financieros, los servicios de consumo, la tecnología, la salud y las bienes raíces.</p>
<h3>ETF inversos y el mercado de bonos</h3>
<p>El sector de bonos de los ETF inversos se centran en valores impuestos en los Estados Unidos. Estos no tienen riesgo de crédito y tienen un precio basado en los cambios de tasas de interés. El creciente interés en el resultado de la caída de las tasas de los precios de los bonos causaría que estos ETF inversos sigan aumentando en términos de valor.</p>
<p>Los ETF inversos permiten a los inversores beneficiarse de sus tasas de interés. Los principales proveedores de ETF ofrecen bonos que obtienen diferentes fechas de vencimientos y tienen el doble de beneficios que los ETF normales</p>
<h3>ETF inversos y el mercado de materias primas</h3>
<p>Los ETF inversos están disponibles para beneficiarse de la disminución del valor en una amplia gama de materias primas y divisas extranjeras. Los fondos inversos más populares en estas categorías incluyen a los Fondos ULTRASHORT para el euro, el yen, el oro y la plata; los ETF inversos del petróleo y los ETF inversos de ProShares. Estos fondos se moverán hacia el alza o hacia su decadencia según la mercancía indicada. Como con todos los ETF inversos, los cambios en los valores se basan en las variaciones de los precios diarios de la mercancía cuando se realiza el seguimiento de la misma.</p>
<p><iframe src="http://www.youtube.com/embed/xSNnChJRfuM" frameborder="0" width="420" height="315"></iframe></p>
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		</item>
		<item>
		<title>Pasos para valorar un ETF</title>
		<link>http://fondoscotizados.com/pasos-para-valorar-un-etf/</link>
		<comments>http://fondoscotizados.com/pasos-para-valorar-un-etf/#comments</comments>
		<pubDate>Sat, 14 Jan 2012 06:32:43 +0000</pubDate>
		<dc:creator>Elena</dc:creator>
				<category><![CDATA[Emergentes]]></category>
		<category><![CDATA[ETF]]></category>
		<category><![CDATA[Fondos Inversos]]></category>

		<guid isPermaLink="false">http://fondoscotizados.com/?p=755</guid>
		<description><![CDATA[El mercado de los ETF se ha convertido en uno de los principales comercios de la bolsa de valores, mercado que ha ido aumentando su popularidad a través del tiempo. Más y más personas están empezando a añadir estos vehículos de inversión en sus carteras o portafolios de inversión. ]]></description>
				<content:encoded><![CDATA[<h3><a href="http://fondoscotizados.com/wp-content/uploads/2012/01/valorando-una-ETF.jpg"><img class="alignleft size-medium wp-image-756" title="valorando una ETF" src="http://fondoscotizados.com/wp-content/uploads/2012/01/valorando-una-ETF-254x300.jpg" alt="" width="254" height="300" /></a>El <a href="http://fondoscotizados.com/%C2%BFcomo-empezar-en-el-mercado-de-las-etf/">mercado de los ETF</a> se ha convertido en uno de los principales comercios de la bolsa de valores, mercado que ha ido aumentando su popularidad a través del tiempo. Más y más personas están empezando a añadir estos vehículos de inversión en sus carteras o portafolios de inversión.</h3>
<p>Pero antes de realizar cualquier inversión usted necesita preguntarse: ¿Cómo puede el inversor promedio saber si el precio del mercado de valores relacionado a las ETF es demasiado caro o demasiado barato? Este artículo le informará sobre las maneras en la que los inversores pueden valorar un ETF.</p>
<p><span id="more-755"></span>En primer lugar, es necesario seleccionar el fondo cotizado o ETF que desea comprar o comparar. Esto es obviamente un paso clave. En los sitios web de las ETF que le interesan puede leer acerca de la estrategia del fondo, la familia de los fondos que pertenece y cómo se compara con otros fondos o ETF.</p>
<h3>Ratio de gastos</h3>
<p>Las ETF cobran una pequeña comisión por los servicios ofrecidos en los fondos de inversión, así que asegúrese de comparar el índice de gastos de fondos con la misma estrategia. Si las estrategias son diferentes, entonces la comparación no será tan útil, ya que se comparan dos ETF muy diferentes. Recuerde siempre que una buena <a href="http://fondoscotizados.com/tipos-de-inversiones/">inversión</a> siempre requiere un análisis cuidadoso.</p>
<h3>Valoración</h3>
<p>Hay tres formas en las que un inversor puede valorar a una ETF.</p>
<p>Valor liquidativo por acción: Este es el valor liquidativo del fondo dividido entre todas las acciones en circulación. Si el mercado de valores de la <a href="http://fondoscotizados.com/%C2%BFcomo-invertir-en-los-etf-espanoles/">ETF</a> tiene un precio superior al valor neto patrimonial, entonces se dice que está cotizando a un &#8220;premium&#8221;. Si el precio del mercado y el valor del fondo neto de los activos son bajos, entonces se negociará a un &#8220;descuento&#8221;.</p>
<p>Tenga en cuenta que la fecha y la hora en que los activos y los precios actuales del mercado son medidos pueden variar. Es por esto que es muy importante la utilización de cifras muy recientes, o al menos tomar en cuenta el precio.</p>
<h3>Dividendos</h3>
<p><a href="http://fondoscotizados.com/wp-content/uploads/2012/01/dividendos.jpg"><img class="aligncenter size-medium wp-image-757" title="dividendos" src="http://fondoscotizados.com/wp-content/uploads/2012/01/dividendos-240x300.jpg" alt="" width="240" height="300" /></a></p>
<p>Algunos ETF poseen <a href="http://fondoscotizados.com/dividendos-de-etf/">dividendos</a> con el fin de que usted pueda decidir y escoger entre dos ETF similares basado en la relación de cual dividendo paga un precio más alto. También, en ciertos casos, los dividendos son lo suficientemente altos para que por sí solos puedan proporcionar un buen rendimiento, independientemente del precio que pueda obtenerse de los mercados de valores o las ETF. La seguridad de los dividendos es clave a la hora de tomar decisiones basándose en la rentabilidad por dividendo.</p>
<h3>Valoraciones individuales</h3>
<p>Siempre se puede evaluar cada una de las tenencias del fondo cotizado o ETF y ver si usted piensa que el mercado está sobrevalorando o infravalorando cada acción individual. Usted debe comenzar con las estadísticas que ocupan el mayor porcentaje de la asignación del fondo e ir hacia ese apartado. Debe de recordar que el mercado de valores presenta altibajos que podrían afectar su cartera de inversiones, es aconsejable que si usted es un inversionista sin experiencia tenga a la disposición un corredor de bolsa dispuesto a ayudarlo.</p>
<p><iframe width="560" height="315" src="http://www.youtube.com/embed/2NuVl4BK24g" frameborder="0" allowfullscreen></iframe></p>
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		<item>
		<title>¿Por qué invertir en el mercado de las ETF?</title>
		<link>http://fondoscotizados.com/%c2%bfpor-que-invertir-en-el-mercado-de-las-etf/</link>
		<comments>http://fondoscotizados.com/%c2%bfpor-que-invertir-en-el-mercado-de-las-etf/#comments</comments>
		<pubDate>Fri, 30 Dec 2011 07:55:46 +0000</pubDate>
		<dc:creator>Elena</dc:creator>
				<category><![CDATA[Emergentes]]></category>
		<category><![CDATA[ETF]]></category>
		<category><![CDATA[Fondos Inversos]]></category>
		<category><![CDATA[inversores]]></category>

		<guid isPermaLink="false">http://fondoscotizados.com/?p=726</guid>
		<description><![CDATA[En este artículo hablaremos de las razones más potenciales que nos hacen invertir en el mundo de las ETF]]></description>
				<content:encoded><![CDATA[<h3><a href="http://fondoscotizados.com/wp-content/uploads/2011/12/inversiones-etf.jpg"><img class="alignleft size-medium wp-image-728" title="inversiones etf" src="http://fondoscotizados.com/wp-content/uploads/2011/12/inversiones-etf-300x200.jpg" alt="" width="300" height="200" /></a>En este artículo hablaremos de las razones más potenciales que nos hacen invertir en el mundo de las <a href="http://fondoscotizados.com/acciones-de-bolsa-y-etf/">ETF</a></h3>
<h3>Las ETF ofrecen diversificación</h3>
<p>La belleza de una ETF es que se puede comprar un fondo mutuo y obtener acceso instantáneo a uno de cientos de acciones o bonos individuales. De lo contrario, con el fin de diversificar su cartera, puede que tenga que comprar algunas acciones individuales, lo cual lo expone a una mayor volatilidad potencial.</p>
<h3><span id="more-726"></span>Las ETF son administradas profesionalmente</h3>
<p>Muchos inversores no tienen los recursos o el tiempo para comprar las acciones individuales. Invierten en valores individuales, tales como acciones, pero no sólo se necesitan recursos, se necesita también una cantidad considerable de tiempo. Por el contrario, los administradores y analistas de los<a href="http://fondoscotizados.com/ventajas-del-sistema-de-comercio-de-la-etf/"> ETF</a> se despierta cada día dedicando su vida profesional a la investigación y el análisis de las existencias actuales y el potencial de sus fondos de inversión.</p>
<h3>ETF y fondos de inversión</h3>
<p>Un fondo de inversión, al igual que las <a href="http://fondoscotizados.com/gld-etf-de-oro/">ETF</a> se presenta en muchos tipos y estilos. Hay fondos de acciones, fondos de renta fija, fondos del sector, fondos mutuos y fondos mixtos. Los fondos mutuos le permiten invertir en el mercado si usted cree en la gestión de cartera de activos (fondos de gestión activa) o si prefiere comprar un segmento del mercado sin interferencia de un gerente (fondos pasivos e índice de fondos mutuos). La disponibilidad de diferentes tipos de fondos de inversión le permite construir una cartera diversificada a bajo costo y sin mucha dificultad.</p>
<h3>Las ETF tienen costos mínimos</h3>
<p style="text-align: center;"><a href="http://fondoscotizados.com/wp-content/uploads/2011/12/costos-minimos-de-las-etf.jpg"><img class="size-medium wp-image-729  aligncenter" title="costos minimos de las etf" src="http://fondoscotizados.com/wp-content/uploads/2011/12/costos-minimos-de-las-etf-300x282.jpg" alt="" width="300" height="282" /></a></p>
<p>Muchas bolsas de valores que involucran a las<a href="http://fondoscotizados.com/%C2%BFcomo-hacer-dinero-con-los-etf/"> ETF</a> inician con un fondo de inversión de € 1.000. De esta forma es conveniente invertir en las ETF ya que nos muestran mayores ingresos con menos dificultades.</p>
<h3>Inversión sistemática y retiros de fondos comunes de inversión</h3>
<p>Es fácil invertir en una ETF de forma regular, muchas compañías les permiten a los inversores invertir tan poco como € 50 al mes. El dinero se puede extraer directamente de una cuenta de banco e invertirlo directamente en la ETF. Por otro lado, el dinero puede ser retirado de forma regular en un fondo de inversión y depositarlo luego en una cuenta bancaria. Generalmente no hay cargos por este servicio.</p>
<h3>Las ETF ofrecen reinversión automática</h3>
<p>Los inversores pueden fácilmente y de forma automática obtener las ganancias capitales de su inversión y realizar una reinversión de los dividendos en sus fondos de inversión sin una carga de ventas o cargos adicionales.</p>
<h3>Las ETF ofrecen transparencia</h3>
<p>La participación de las ETF en los fondos de inversión están disponibles al público lo que hace que esta acción se vea de forma transparente, también garantiza al inversor estar recibiendo lo que se merece.</p>
<h3>Seguridad</h3>
<p>Si una compañía de ETF va a la quiebra, los accionistas de los fondos de inversión recibirán una cantidad de dinero que es igual a su parte invertida en la bolsa. Por lo que usted podrá estar seguro en un 100% al invertir en las ETF.</p>
<p><iframe width="560" height="315" src="http://www.youtube.com/embed/alWx60TAUnI" frameborder="0" allowfullscreen></iframe></p>
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		<item>
		<title>Fondos cotizados: Prosperando en la diversidad</title>
		<link>http://fondoscotizados.com/fondos-cotizados-prosperando-en-la-diversidad/</link>
		<comments>http://fondoscotizados.com/fondos-cotizados-prosperando-en-la-diversidad/#comments</comments>
		<pubDate>Sat, 24 Dec 2011 18:44:17 +0000</pubDate>
		<dc:creator>Elena</dc:creator>
				<category><![CDATA[ETF]]></category>
		<category><![CDATA[Fondos Inversos]]></category>
		<category><![CDATA[inversores]]></category>

		<guid isPermaLink="false">http://fondoscotizados.com/?p=712</guid>
		<description><![CDATA[Los ETF invierten en una variedad de clases de activos tales como acciones, fondos del mercado monetario y bonos, por esto muchos bancos están ofreciendo a los inversionistas una mejor manera de invertir que poner todo el dinero en exceso en una cuenta de ahorros]]></description>
				<content:encoded><![CDATA[<h3>
<p><a href="http://fondoscotizados.com/wp-content/uploads/2011/12/ETF-prosperando-en-la-diversidad.jpg"><img class="size-medium wp-image-713 alignleft" title="ETF prosperando en la diversidad" src="http://fondoscotizados.com/wp-content/uploads/2011/12/ETF-prosperando-en-la-diversidad-300x243.jpg" alt="" width="300" height="243" /></a></p>
<p>Los ETF invierten en una variedad de clases de activos tales como acciones, fondos del mercado monetario y bonos, por esto muchos bancos están ofreciendo a los inversionistas una mejor manera de <a href="http://fondoscotizados.com/beneficios-de-invertir-en-las-etf-de-oro/">invertir</a> que poner todo el dinero en exceso en una cuenta de ahorros. Las ETF son administradas por gestores de fondos, cuyo objetivo es producir ganancias para los inversionistas. Los términos de cartera y sus objetivos deben ser declarados en las propuestas hechas para invertir. La fuerza de los fondos proviene de la cantidad de inversores que invirtieron en la ETF.</h3>
<p><span id="more-712"></span><br />
El hecho de que existan muchos inversionistas significa que los gestores de fondos tienen más dinero y tienen la oportunidad de <a href="http://fondoscotizados.com/%C2%BFcomo-invertir-en-los-etf-espanoles/">invertirlo</a> de forma diferente. A los accionistas les dan la oportunidad de poseer varios activos a pesar de que tengan un capital mínimo, que no pueden ser capaces de invertir por sí mismos. Esto funciona a su favor si no son expertos sobre las condiciones del mercado y no tienen tiempo para supervisar el mercado.</p>
<p>Se puede ahorrar dinero mediante la venta y compra de activos en grandes cantidades en una sola transacción.</p>
<p>Los propios inversionistas en algunas unidades de ETF comparten las ganancias y las pérdidas entre ellos. Las unidades pueden ser compradas y el intercambio del dinero en efectivo en base al valor neto de los activos puede tenerlo en cualquier momento que lo necesite.</p>
<h3>Desventajas</h3>
<p>Antes de <a href="http://fondoscotizados.com/ventajas-de-invertir-en-etfs/">invertir</a> en ETF, es importante conocer sus desventajas.</p>
<p>No hay garantía de que los gestores de fondos realizarán bien su trabajo si consiguen gran cantidad de inversiones. Hay cuotas que se pagan a los gerentes financieros y los inversionistas emiten declaraciones, así como los impuestos. Cada vez que se vendan bienes de capital, el impuesto sobre las ganancias estará presente, aunque puede ser minimizado por la elección de los fondos fiscales que son sensibles, cuanto mayor sea la rentabilidad de los fondos mayor serán los riesgos involucrados.</p>
<h3>Tipos de fondos</h3>
<p style="text-align: center;"><a href="http://fondoscotizados.com/wp-content/uploads/2011/12/tipos-de-fondos-de-inversion.jpg"><img class="size-medium wp-image-714   aligncenter" title="tipos de fondos de inversion" src="http://fondoscotizados.com/wp-content/uploads/2011/12/tipos-de-fondos-de-inversion-300x207.jpg" alt="" width="300" height="207" /></a></p>
<p>Hay muchos tipos de fondos que se han derivado básicamente de las reservas, los mercados monetarios y los de renta fija.</p>
<p>Los fondos de renta fija proporcionan un ingreso regular como sustitutos de los salarios de los inversores cuando se jubilen. El fondo de equilibrio, es una mezcla de acciones y renta fija. Los fondos de capital que invierten en acciones para lograr el crecimiento a largo plazo proporcionan una cierta cantidad de ingresos. Hay fondos especiales que se componen de fondos socialmente responsables, como los fondos regionales y fondos del sector, todos estos fondos se concentran en un área específica de la economía.</p>
<p>Los fondos del mercado monetario por otro lado son una especie de inversión a corto plazo que se concentra principalmente en los depósitos en efectivo. Los inversores deben saber leer las actualizaciones de las tablas de fondos que se encuentran principalmente en los periódicos e incluso en Internet. El rendimiento de los fondos debe ser visto en una base a largo plazo, por ejemplo, de tres a diez años porque los beneficios pueden variar cada año. El apetito de los inversionistas por el riesgo y sus objetivos de inversión son dos de los factores más importantes a considerar antes de invertir en <a href="http://fondoscotizados.com/%C2%BFcomo-empezar-en-el-mercado-de-los-etf/">ETF</a>.</p>
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		<item>
		<title>Los beneficios más sobresalientes de los ETF</title>
		<link>http://fondoscotizados.com/los-beneficios-mas-sobresalientes-de-los-etf/</link>
		<comments>http://fondoscotizados.com/los-beneficios-mas-sobresalientes-de-los-etf/#comments</comments>
		<pubDate>Wed, 12 Oct 2011 04:57:10 +0000</pubDate>
		<dc:creator>Elena</dc:creator>
				<category><![CDATA[ETF]]></category>
		<category><![CDATA[Fondos Inversos]]></category>

		<guid isPermaLink="false">http://fondoscotizados.com/?p=671</guid>
		<description><![CDATA[Cuando las personas  preguntan por consejos para invertir, los ETF suelen llegar muy rápido, porque están tan fuertemente comercializados por la industria. Los fondos cotizados o ETF, son una forma sencilla de diversificar una pequeña inversión, pero para sacar el máximo provecho de su inversión, es importante entender cómo funcionan.]]></description>
				<content:encoded><![CDATA[<h3><a href="http://fondoscotizados.com/wp-content/uploads/2011/10/etf.jpg"></a></h3>
<p style="text-align: center;"><img class="size-medium wp-image-672  aligncenter" title="etf" src="http://fondoscotizados.com/wp-content/uploads/2011/10/etf-300x214.jpg" alt="" width="300" height="214" /></p>
<h3>Cuando las personas  preguntan por consejos para <a href="http://fondoscotizados.com/%c2%bfcomo-invertir-en-los-etf-espanoles/">invertir</a>, los ETF suelen llegar muy rápido, porque están tan fuertemente comercializados por la industria. Los fondos cotizados o ETF, son una forma sencilla de diversificar una pequeña inversión, pero para sacar el máximo provecho de su inversión, es importante entender cómo funcionan.</h3>
<p><strong>Los ETF son fondos de inversión</strong> que se negocian en una bolsa, en lugar de comprar directamente de la sociedad emisora. También difieren en su estructura de la redención y la eficiencia fiscal de los fondos mutuos tradicionales.</p>
<p><strong>Aquí están las <a href="http://fondoscotizados.com/ventajas-de-los-etfs/">ventajas más sobresalientes de los ETF</a>:</strong></p>
<h3>Eficiencia fiscal</h3>
<p>El momento del canje y los fondos mutuos tienen que vender sus valores subyacentes, y las ganancias del capital se distribuyen a los propietarios de los fondos. Dado que el comercio en la bolsa y los inversores están vendiendo a otros inversores, no venden los valores subyacentes las ganancias del capital no se distribuyen.</p>
<h3>Honorarios más bajos</h3>
<p><a href="http://fondoscotizados.com/las-mejores-etf-para-invertir-en-cobre/">Los ETF</a> son fondos sin carga, y no se le da una comisión de reembolso cuando es el momento de liquidar su posición. Además, los ETF suelen tener menores tasas anuales de fondos de inversión tradicionales, convirtiéndolas en una alternativa atractiva. (En casos raros donde hay una cantidad muy pequeña en la bolsa, los honorarios del <a href="http://fondoscotizados.com/%c2%bfcomo-seleccionar-a-un-corredor-de-etf/">corredor</a> pueden ser un porcentaje mayor de la inversión de los gastos de un fondo mutuo, pero en la mayoría de estos casos, el monto invertido no se reuniría a la inversión mínima requerida por la mayoría de los fondos de inversión).</p>
<h3>Liquidez</h3>
<p>La estructura que cotizan en un <strong>ETF</strong> permite en general la liquidación de una posición más rápida que un fondo mutuo, que debe ser liquidado al final del día. Además, la posibilidad de establecer una orden de límite de negociación flexible permite que ningún inversor pueda obtenerlo de un fondo mutuo.<strong> No todos los ETF tienen la misma liquidez,</strong> sin embargo, es importante revisar el volumen de operaciones y el prospecto de la ETF para determinar si usted se siente cómodo con la frecuencia de las operaciones.</p>
<h3>Precio intradía</h3>
<p>Debido a que los ETF se negocian en las bolsas de valores activos, las compras y ventas ocurren a precios de mercado, en lugar del valor final del día de activos netos. Como resultado, uno puede comprar con una prima o un descuento en el valor de los activos subyacentes, y el arbitraje es frecuente.</p>
<h3><a href="http://fondoscotizados.com/wp-content/uploads/2011/10/FONDOS-COTIZADOS.jpg"></a></h3>
<p style="text-align: center;"><img class="size-medium wp-image-673  aligncenter" title="FONDOS-COTIZADOS" src="http://fondoscotizados.com/wp-content/uploads/2011/10/FONDOS-COTIZADOS-300x214.jpg" alt="" width="300" height="214" /></p>
<h3>No hay inversión mínima</h3>
<p>Al iniciar la inversión, la diversificación puede tener un costo prohibitivo, si usted está usando fondos de inversión tradicionales, que con frecuencia tienen una inversión mínima de € 2000 o más. Debido a que los ETF no tienen una inversión mínima (que no sea el precio de mercado de una acción), que son un buen vehículo para la inversión diversificada.</p>
<p>Por supuesto, muchos de estos beneficios pueden ser pasivos, si no se utilizan correctamente. Por ejemplo, la función de fijación de precios intradía de los ETF podría conducir a un inversionista para comprar un ETF con una prima o con un descuento sobre el valor de los valores subyacentes. Asimismo, las tarifas de corretaje pueden tener un impacto mayor en algunos inversores que los gastos de gestión tradicional de los fondos mutuos y las cargas que tienen.</p>
<p><iframe width="560" height="315" src="http://www.youtube.com/embed/alWx60TAUnI" frameborder="0" allowfullscreen></iframe></p>
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		<item>
		<title>¿Cómo invertir en los ETF españoles?</title>
		<link>http://fondoscotizados.com/%c2%bfcomo-invertir-en-los-etf-espanoles/</link>
		<comments>http://fondoscotizados.com/%c2%bfcomo-invertir-en-los-etf-espanoles/#comments</comments>
		<pubDate>Mon, 25 Jul 2011 02:00:07 +0000</pubDate>
		<dc:creator>Elena</dc:creator>
				<category><![CDATA[ETF]]></category>
		<category><![CDATA[Fondos Inversos]]></category>

		<guid isPermaLink="false">http://fondoscotizados.com/?p=587</guid>
		<description><![CDATA[Los ETF o fondos cotizados son fondos de índice que se negocian en las bolsas de valores más importantes. La forma más común de los fondos cotizados incluye bienes raíces, bonos y fondos de intercambio de oro, petróleo, salud, etc.]]></description>
				<content:encoded><![CDATA[<p><a href="http://fondoscotizados.com/wp-content/uploads/2011/07/inversiones2.jpg"><img class="aligncenter size-medium wp-image-588" title="inversiones" src="http://fondoscotizados.com/wp-content/uploads/2011/07/inversiones2-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p><strong>Los ETF o fondos cotizados</strong> son fondos de índice que se negocian en las <a href="http://fondoscotizados.com/%C2%BFque-necesito-para-invertir-en-bolsa/">bolsas de valores</a> más importantes. La forma más común de los fondos cotizados incluye <strong>bienes raíces, bonos y fondos de intercambio de oro, <a href="http://www.preciopetroleo.com">petróleo,</a> salud, etc.</strong></p>
<p>Muchos inversores prefieren utilizar estos fondos, ya que son baratos de comprar y fácil de mantener. <strong>La mayor ventaja de estos fondos</strong> es que se pueden comprar con una sola acción. Por otra parte, pueden ser mantenidos fácilmente, ya que los datos se actualizan constantemente.</p>
<p>Otra razón por la cual estos fondos son <strong>atractivos para los inversionistas</strong> se debe a que son muy versátiles en la naturaleza. Además de esto, también ofrecen estrategias de bajo riesgo ya que están diseñados para que coincida con el mercado y no se superen.</p>
<p><strong>Los fondos negociados en la bolsa</strong> también ofrecen la transparencia. Los honorarios para los inversores están claramente establecidos en los formularios de solicitud, lo que también resulta ser una opción fructífera para los inversores que quieren vender sus fondos.</p>
<p><a href="http://fondoscotizados.com/ventajas-a-tener-en-cuenta-de-los-fondos-de-inversion-cotizados/">Una inversión adecuada</a> en estos fondos pueden ayudar a obtener ganancias fructíferas en el futuro cercano. A continuación se presentan algunos pasos que pueden ayudarlo a escoger el correcto fondo cotizado:</p>
<p><strong>Planificación</strong>: En primer lugar, los inversores deben planificar cuidadosamente dónde quieren invertir sus fondos. Puesto que hay muchos índices en los que estos fondos pueden ser invertidos, es posible que necesite llevar a cabo una investigación a fondo. Sin embargo, la más viable es la inversión en la bolsa de oro.</p>
<p>Precio: consiste en elegir un precio de licitación para el número de acciones. Una vez que haya una oferta, es necesario introducir la compra adecuada, vender, comercializar, limitar o suspender la orden.</p>
<p><strong>Estrategia:</strong> Después de tomar en cuenta los pasos anteriores, es necesario tener una estrategia que puede ayudarle a obtener mejores ingresos de sus inversiones. Es posible que desee ir a la diversificación, ya que puede ayudar a minimizar los riesgos.</p>
<p><strong>Plazo:</strong> Puede ser que incluso quiera tomar en cuenta el marco temporal, es decir, el período en el que va a mantener su fondo cotizado. Debido a su liquidez, estos se pueden comprar fácilmente y se mantiene hasta altas horas, minutos o incluso segundos.</p>
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		<title>Acción IBEX 35 Inverso</title>
		<link>http://fondoscotizados.com/accion-ibex-35-inverso/</link>
		<comments>http://fondoscotizados.com/accion-ibex-35-inverso/#comments</comments>
		<pubDate>Tue, 12 Jul 2011 23:38:15 +0000</pubDate>
		<dc:creator>Hernan</dc:creator>
				<category><![CDATA[Bolsa Española]]></category>
		<category><![CDATA[Fondos Inversos]]></category>
		<category><![CDATA[etf]]></category>
		<category><![CDATA[etf inverso]]></category>
		<category><![CDATA[ibex]]></category>
		<category><![CDATA[inverso]]></category>

		<guid isPermaLink="false">http://fondoscotizados.com/?p=565</guid>
		<description><![CDATA[El fondo de inversión IBEX 35 Inverso tiene como objetivo replicar el índice de actividades y fluctuaciones IBEX 35 INVERSO [...]]]></description>
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" alt="" /></p>
<p><a href="http://mejoresdepositos.com">El fondo de inversión</a> <strong>IBEX 35 Inverso</strong> tiene como objetivo replicar el índice de actividades y fluctuaciones <a href="http://www.mejoresbrokers.es/ibex-35/"><strong>IBEX 35 </strong></a>INVERSO ®, el cual combina la inversión en <a href="http://www.mejoresbrokers.es/tag/derivados-otc/ "><strong>derivados </strong></a>y en instrumentos en la liquidez disponible en el mercado monetario. Seguirá el curso de las acciones que cotizan en este fondo, inversamente, por lo que su volatilidad al día de la fecha es alta.</p>
<p><a href="http://finanzzas.com">Las rentabilidades</a> que ha dado este fondo se traducen en un -1,13 por ciento para el mes en curso y un -1,55 por ciento para el año en curso.</p>
<p><a href="http://chart.finance.yahoo.com/t?s=IBEXI.MC&amp;lang=en-US&amp;region=US&amp;width=300&amp;height=180"><img class="aligncenter" src="http://chart.finance.yahoo.com/t?s=IBEXI.MC&amp;lang=en-US&amp;region=US&amp;width=300&amp;height=180" alt="" width="300" height="195" /></a></p>
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