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	<title>Agora Ministries &#187; 500 es</title>
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	<description>The Columbus inner city youth ministry</description>
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		<title>Calendario EconóMico De 2020</title>
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		<comments>http://de.agoraministries.org/index.php/500-es/calendario-economico-de-2020/#comments</comments>
		<pubDate>Tue, 20 Oct 2020 04:50:38 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[500 es]]></category>

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		<description><![CDATA[Calendario EconóMico De 2020 Descubra, por ejemplo, la correlación entre las nóminas no agrícolas y el dólar estadounidense, o los tipos de interés y su impacto sobre las cotizaciones de las divisas. Este tipo de conocimientos puede ayudarle a tomar decisiones de trading. Al presionar el botón &#8220;Aceptar&#8221;, estás aceptando nuestra Política de Privacidad . [&#8230;]]]></description>
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<h1>Calendario EconóMico De 2020</h1>
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" width="255px" alt="calendario economico forex"/></p>
<p>
<p>Descubra, por ejemplo, la correlación entre las nóminas no agrícolas y el dólar estadounidense, o los tipos de interés y su impacto sobre las cotizaciones de las divisas. Este tipo de conocimientos puede ayudarle a tomar decisiones de trading. Al presionar el botón &#8220;Aceptar&#8221;, estás aceptando nuestra Política de Privacidad . El 74% de las cuentas de inversores minoristas pierden dinero al operar con CFDs con este proveedor.</p>
</p>
<p>
<p>Eventos de gran importancia que históricamente han provocado fuerte volatilidad y movimientos bruscos en los mercados. Los datos publicados se marcan con un tick ()en la columna &#8220;Tiempo restante&#8221;. Una línea horizontal gris claro le muestra dónde estamos en este momento y debajo de esa línea se encuentran todos los próximos datos. <a href="https://economia.uol.com.br/noticias/bloomberg/2020/07/30/sem-consenso-euronext-descarta-horario-de-negociacao-mais-curto.htm">horarios de trading</a> El tiempo que queda antes de la próxima publicación está indicado, así que rápidamente puede apreciarse cuando un evento está por salir Cuando se publica un nuevo dato, la página del calendario se actualiza automáticamente para que pueda verlo. Si lo desea, puede habilitar un aviso de sonido para todas las publicaciones.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="calendario economico forex"/></p>
<p>
<h2>¿Podemos Fiarnos Realmente De Los Datos Publicados En El Calendario EconóMico?</h2>
</p>
<p>
<p>Para los CFDs sobre acciones usted opera en el precio del mercado subyacente y paga una pequeña comisión. Para el resto de CFDs, usted paga un spread sobre el precio del mercado. Los CFDs son un instrumento financiero que le permite beneficiarse tanto de los mercados alcistas como bajistas.</p>
</p>
<p>
<h2>Los Eventos EconóMicos De Hoy, MañAna Y Esta Semana</h2>
</p>
<p>
<p>Operar con un calendario económico en tiempo real puede ser de gran utilidad para aquellos que no quieren ver gráficos y realizar análisis desoportes y resistencias, o simplemente para determinar una tendencia basándose en el análisis técnico. El mercado de valores y elForex fluctúan según dos factores principales, que son el aspecto técnico del mercado y <a href="https://www.youtube.com/watch?v=FmcNWPhmcY8">calendario económico</a> su aspecto fundamental. El calendario económico Forex de Admiral Markets te permite seguir la agenda económica en tiempo real y, por lo tanto, tener en cuenta los aspectos fundamentales que tienden a influir o cambiar la dirección del mercado. El calendario económico toma nota de la moneda que está particularmente influenciada por el evento en cuestión.</p>
</p>
<p>
<p>Por ejemplo, si el Banco Central Europeo tiene previsto hacer una declaración pública sobre el futuro de la política monetaria en la zona euro, el euro figura como la moneda <a href="http://www.viladoraso.com.br/forex-broker/una-resena-de-lexatrade-2/">http://www.viladoraso.com.br/forex-broker/una-resena-de-lexatrade-2/</a> con mayor probabilidad de verse afectada. Históricamente, estos eventos han causado poca volatilidad en los mercados, excepto en circunstancias extraordinarias.</p>
</p>
<p>
<p>Además, las cookies operativas se usan para permitirnos recordar sus preferencias e identificarle como usuario, asegurando que su información esté segura y que funciona de forma más fiable y eficiente. Por ejemplo, las cookies le ahorran la molestia de tener que escribir su nombre de usuario cada vez que accede a nuestra plataforma de trading, y recuerdan sus preferencias, como por ejemplo, qué idioma desea ver cuando accede. Otro uso de las cookies es guardar sus sesiones de acceso, es decir, cuando accede al Área de usuarios para depositar fondos, se establece una “cookie de sesión” para que el sitio web recuerde que usted ya ha iniciado sesión. Si el sitio web no estableciera esta cookie, se le pediría su usuario y contraseña en cada página nueva del proceso de ingreso de fondos. Usamos cookies funcionales para analizar cómo usan nuestro sitio web los visitantes, así como para observar y mejorar el rendimiento y funcionamiento de dicho sitio web.</p>
</p>
<p>
<p>Algunos calendarios económicos van hasta indicarle el activo impactado por el anuncio. 76.4% de las cuentas de inversores minorista pierden dinero en la comercialización con CFD con este proveedor. IG Europe GmbH ofrece sus servicios en España a través de su sucursal registrada en la CNMV con el número 121. Comienza a invertir y operar online en acciones de grandes empresas, con operaciones CFD . La eliminación de las cookies puede afectar al funcionamiento de ciertas partes de esta página web.</p>
</p>
<p>
<ul>
<li>El calendario económico es un tremendo aliado de aquellos que operan en Forex, pues se trata de un sistema efectivo que sirve para anticiparse a los cambios de tendencia o a las aceleraciones.</li>
<li>Estos anuncios ofrecen información sobre la situación económica de un país, en temas como la inflación, los tipos de interés, la deuda nacional y el producto interior bruto.</li>
<li>Los anuncios de datos económicos pueden tener un impacto considerable en los mercados financieros, por ejemplo en los precios de las divisas, materias primas e índices.</li>
</ul>
<p>
<p>La innovadora e intuitiva aplicación de easyMarkets le permite operar desde cualquier dispositivo iOS o Android, dándole acceso a los mercados en cualquier momento y desde cualquier lugar. Plus500SG Pte Ltd posee una licencia de servicios de mercados de capitales de la Autoridad Monetaria de Singapur para la negociación de productos de los mercados de capitales (Licencia n.º CMS ). El calendario económico de Plus500 le permite filtrar Eventos Corporativos <a href="https://vpcondos.com/es-lexatrade-una-estafa-o-fraude/">calendario economico forex</a> por Dividendos y Información de las Ganancias dentro de plazos definidos y personalizados. Los principales factores que afectan los tipos de cambio son las condiciones comerciales, la estabilidad política y el desempeño económico general entre los dos países o regiones. Esto también se refiere a su crecimiento económico , salud económica, tasas de interés, tasas de inflación y balanza de pagos (es decir, exportaciones, importaciones y deuda pública).</p>
</p>
<p>
<h2>Calendario EconóMico Forex</h2>
</p>
<p>
<p>Las cookies de orientación se pueden utilizar en la página web a través de nuestros socios de marketing para crear anuncios personalizados y específicos. Nuestros socios pueden utilizar este tipo de cookies para desarrollar audiencias con intereses diferentes. Toda la información recopilada es completamente anónima y se está segmentado de forma automática. Además del anuncio del indicador del PIB de los índices de precios, las publicaciones relacionadas con Japón se vincularán a la política monetaria del BOJ (Banco de Japón) con la publicación de la tasa de interés y las actas del BOJ. El informe de empleo, que continúa atrayendo grandes movimientos en los mercados, particularmente en el mercado de divisas.</p>
</p>
<p>
<p>Los precios de las criptomonedas son extremadamente volátiles y pueden verse afectados por factores externos de tipo financiero, regulatorio o político. Los eventos económicos son <a href="https://economia.uol.com.br/noticias/bloomberg/2020/07/30/sem-consenso-euronext-descarta-horario-de-negociacao-mais-curto.htm">horarios de trading</a> los comunicados de prensa, publicaciones de informes, declaraciones de los funcionarios del gobierno y otros medios que pueden afectar al precio de las cotizaciones de Forex.</p>
</p>
<p>
<p>Como se puede apreciar en el gráfico de trading, esta noticia tuvoun gran impacto en el precio de la libra dólar. Las velas anteriores habían sido alcistas, por lo que todos aquellos que no hubieran seguido el calendario económico podrían haber tenido grandes pérdidas. En este caso, el calendario económico a tiempo real será clave para las sesiones diarias.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="calendario economico forex"/></p>
<p>
<p>Es el valor de mercado de los bienes y servicios generados durante un periodo de tiempo concreto. Las cookies funcionales nos permiten ofrecer funcionalidades avanzadas y opciones de personalización en nuestra página web. Pueden ser utilizados por nosotros o por terceros cuyos servicios utilizamos para analizar la audiencia de la página web. Deshabilitar estas cookies hará que algunos de nuestros servicios tengan un rendimiento deficiente.</p>
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<p>
<p>Debe considerar si comprende el funcionamiento de los CFD y si puede permitirse asumir un riesgo elevado de perder su capital. Consulte nuestra Advertencia de riesgo completa y nuestros Términos de negocios para obtener más detalles. Las cookies de preferencia permiten que un sitio web recuerde información que cambia la forma en que se comporta un sitio web o su apariencia, como por ejemplo, su idioma preferido o la región en la que está.</p>
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<p>
<h2>Trading Sobre Anuncios EconóMicos</h2>
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<p>
<h2>CóMo Operar Con El Calendario En Tiempo Real</h2>
</p>
<p>
<p>Cuando surgen noticias relevantes se suele producir un aumento puntual de la volatilidad. Este tipo de movimientos bruscos en los mercados pueden llevar al traste tus estrategias de trading por ejemplo haciendo saltar tus stop loss pero también pueden representar una buena oportunidad para obtener beneficios si los aprovechas a tu favor. Nos permiten recopilar información que contiene el número de visitas a la página web, las fuentes de tráfico web y el uso general de la página web para mejorar nuestros servicios. Las cookies de rendimiento nos ayudan a saber a qué páginas se accede con mayor frecuencia y cómo los usuarios tienden a navegar por nuestra página web. Toda la información recopilada es completamente anónima, se segmenta automáticamente y no se comparte con terceros para el uso comercial.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="calendario economico forex"/></p>
<p>
<p>que proporciona datos estadísticos del estado actual del mercado laboral del país. Encuesta empresarial sobre los últimos datos económicos de más de 7.000 empresarios alemanes. Proporciona una evaluación del clima económico actual y futuro en Alemania y Europa. El centro de investigación y educación ofrece actualizaciones diarias de sesiones de trading y resúmenes de eventos importantes.</p></p>
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