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	<title>Inversión en Acciones</title>
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	<description>Blog de Inversiones en Bolsa de Lima y Nueva York - Ideas diferentes</description>
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		<title>Ranking Sectores S&amp;P500 al 18/5/12</title>
		<link>http://inversionacciones.com/bolsa-de-nueva-york/ranking-sectores-sp500-al-18512/</link>
		<comments>http://inversionacciones.com/bolsa-de-nueva-york/ranking-sectores-sp500-al-18512/#comments</comments>
		<pubDate>Sat, 19 May 2012 17:15:44 +0000</pubDate>
		<dc:creator>alfauno</dc:creator>
				<category><![CDATA[Bolsa de Nueva York]]></category>

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		<description><![CDATA[En el largo plazo este es el ranking cuando se comparan los sectores todos contra todos En la semana que pasó este es el ranking (cuando se comparan los sectores con el S&#38;P500)]]></description>
			<content:encoded><![CDATA[<p>En el largo plazo este es el ranking cuando se comparan los sectores todos contra todos</p>
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" alt="" /></p>
<p>En la semana que pasó este es el ranking (cuando se comparan los sectores con el S&amp;P500)</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
]]></content:encoded>
			<wfw:commentRss>http://inversionacciones.com/bolsa-de-nueva-york/ranking-sectores-sp500-al-18512/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Porcentaje de acciones con señal de compra</title>
		<link>http://inversionacciones.com/bolsa-de-nueva-york/porcentaje-de-acciones-con-senal-de-compra/</link>
		<comments>http://inversionacciones.com/bolsa-de-nueva-york/porcentaje-de-acciones-con-senal-de-compra/#comments</comments>
		<pubDate>Sat, 19 May 2012 16:36:37 +0000</pubDate>
		<dc:creator>alfauno</dc:creator>
				<category><![CDATA[Bolsa de Nueva York]]></category>

		<guid isPermaLink="false">http://inversionacciones.com/?p=480</guid>
		<description><![CDATA[Este porcentaje o Bullish Percent de los sectores del S&#38;P500 sigue bajando. Solo se mantienen los sectores contracíclicos como Utilities y Consumo Staples. Energía y Mineras de Oro son las que tienen menor porcentaje de señal de compra o sea el mayor de porcentaje con señales de venta]]></description>
			<content:encoded><![CDATA[<p>Este porcentaje o Bullish Percent de los sectores del S&amp;P500 sigue bajando. Solo se mantienen los sectores contracíclicos como Utilities y Consumo Staples.</p>
<p>Energía y Mineras de Oro son las que tienen menor porcentaje de señal de compra o sea el mayor de porcentaje con señales de venta</p>
<p><img 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" alt="" /></p>
]]></content:encoded>
			<wfw:commentRss>http://inversionacciones.com/bolsa-de-nueva-york/porcentaje-de-acciones-con-senal-de-compra/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Señal de Swing alcista en oro</title>
		<link>http://inversionacciones.com/bolsa-de-nueva-york/senal-de-swing-alcista-en-oro/</link>
		<comments>http://inversionacciones.com/bolsa-de-nueva-york/senal-de-swing-alcista-en-oro/#comments</comments>
		<pubDate>Sat, 19 May 2012 01:46:59 +0000</pubDate>
		<dc:creator>alfauno</dc:creator>
				<category><![CDATA[Bolsa de Nueva York]]></category>

		<guid isPermaLink="false">http://inversionacciones.com/?p=475</guid>
		<description><![CDATA[Hoy el Oro dió señal alcista al completar una barra encima de la resistencia dinámica]]></description>
			<content:encoded><![CDATA[<p>Hoy el Oro dió señal alcista al completar una barra encima de la resistencia dinámica</p>
<p><img 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" alt="" /></p>
]]></content:encoded>
			<wfw:commentRss>http://inversionacciones.com/bolsa-de-nueva-york/senal-de-swing-alcista-en-oro/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Ranking Sectores SP500 al 11 Mayo 2012</title>
		<link>http://inversionacciones.com/bolsa-de-nueva-york/ranking-sectores-sp500-al-11-mayo-2012/</link>
		<comments>http://inversionacciones.com/bolsa-de-nueva-york/ranking-sectores-sp500-al-11-mayo-2012/#comments</comments>
		<pubDate>Sat, 12 May 2012 17:06:50 +0000</pubDate>
		<dc:creator>alfauno</dc:creator>
				<category><![CDATA[Bolsa de Nueva York]]></category>

		<guid isPermaLink="false">http://inversionacciones.com/?p=472</guid>
		<description><![CDATA[En el largo plazo vemos que todavía están arriba C.Discrecional y Financieras &#160; &#160; Pero en el corto plazo, debido a la incertidumbre, se ponen arriba los sectores defensivos]]></description>
			<content:encoded><![CDATA[<p>En el largo plazo vemos que todavía están arriba C.Discrecional y Financieras</p>
<p><img 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" alt="" /></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Pero en el corto plazo, debido a la incertidumbre, se ponen arriba los sectores defensivos</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
]]></content:encoded>
			<wfw:commentRss>http://inversionacciones.com/bolsa-de-nueva-york/ranking-sectores-sp500-al-11-mayo-2012/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Posible Swing alcista en Lima?</title>
		<link>http://inversionacciones.com/bolsa-de-lima/posible-swing-alcista-en-lima/</link>
		<comments>http://inversionacciones.com/bolsa-de-lima/posible-swing-alcista-en-lima/#comments</comments>
		<pubDate>Sat, 12 May 2012 03:04:31 +0000</pubDate>
		<dc:creator>alfauno</dc:creator>
				<category><![CDATA[Bolsa de Lima]]></category>

		<guid isPermaLink="false">http://inversionacciones.com/?p=467</guid>
		<description><![CDATA[Una esperanza en la Bolsa de Lima. Una barra encima de la resistencia dinámica, pero la barra es bajista. Si nos mantenemos encima de 21,600 podemos decir que hicimos un mínimo y que luego toca subir. Lo malo es que el EPU no acompaña este movimiento &#160;]]></description>
			<content:encoded><![CDATA[<p>Una esperanza en la Bolsa de Lima. Una barra encima de la resistencia dinámica, pero la barra es bajista. Si nos mantenemos encima de 21,600 podemos decir que hicimos un mínimo y que luego toca subir.</p>
<p>Lo malo es que el EPU no acompaña este movimiento</p>
<p>&nbsp;</p>
<p><img 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" 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