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	<title>Cambio Euro Yen &#187; Economia Japón</title>
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		<title>El precio de unas vacaciones en Japón</title>
		<link>http://cambioeuroyen.com/el-precio-de-unas-vacaciones-en-japon.html</link>
		<comments>http://cambioeuroyen.com/el-precio-de-unas-vacaciones-en-japon.html#comments</comments>
		<pubDate>Wed, 12 Jun 2013 08:47:37 +0000</pubDate>
		<dc:creator>Beatriz Currás</dc:creator>
				<category><![CDATA[Economia Japón]]></category>
		<category><![CDATA[cuanto cuesta]]></category>
		<category><![CDATA[índice precios]]></category>
		<category><![CDATA[precios]]></category>
		<category><![CDATA[vacaciones]]></category>
		<category><![CDATA[viajar]]></category>
		<category><![CDATA[viajar a japón]]></category>
		<category><![CDATA[yen]]></category>

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		<description><![CDATA[El yen japonés desde hace un tiempo ha estado una importante depreciación. La evolución del yen muestra que desde hace ya [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://cambioeuroyen.com/influencia-cultura-japonesa-economia.html/geisha" rel="attachment wp-att-2257"><img class="alignright size-medium wp-image-2257" title="geisha" src="http://cambioeuroyen.com/wp-content/uploads/geisha-300x197.jpg" alt="" width="300" height="197" /></a>El yen japonés desde hace un tiempo ha estado una importante depreciación. La <a href="http://cambioeuroyen.com/evolucion-del-yen.html" target="_blank">evolución del yen</a> muestra que desde hace ya bastantes meses, una caída en picado. Esto resulta de las medidas del <a href="http://cambioeuroyen.com/plan-estimulos-japones.html" target="_blank">Plan de Estímulos</a> y otras medidas implantado por el Gobierno de Japón y por el <a href="http://www.boj.or.jp/en/" target="_blank">Banco de Japón</a> (BoJ) para impulsar la economía.</p>
<p>Una depreciación del yen es positiva para el país, sus <a href="http://cambioeuroyen.com/la-depreciacion-del-yen-efectos-en-la-economia.html" target="_blank">ventajas</a> son:</p>
<ul>
<li> Se mejoran problemas estructurales fundamentales</li>
<li>Aumenta las rentabilidad de las fabricaciones japonesas al convertirse las ventas de los productos vendidos en el extranjero a yenes.</li>
<li>Los exportadores japoneses tienen la oportunidad de ser más competitivos, especialmente frente a rivales de la zona como Coreo del Sur o Taiwan</li>
<li>Aumenta el precio de las acciones de las empresas niponas. Desde finales de Octubre, el índice Nikkei 225 ha aumentado un 50%.</li>
</ul>
<h3>Ventajas de la depreciación del yen para los turistas</h3>
<p>Más allá de que la caída de valor de esta divisa frente a otras tenga efectos positivos en el país nipón, <strong>para los turistas, también resulta enormemente positivo.</strong></p>
<p>Es posible que los precios se mantengan estables o que incluso puedan subir algo, pero aún así, con un euro se pueden comprar bastantes más yenes que hace casi un año:</p>
<ul>
<li><strong>Hace 10 meses</strong>, en Agosto de 2012, con un euro podíamos comprar 94,1050 yenes.</li>
<li><strong>Actualmente,</strong> con una unidad de euro, compramos 128,4520 yenes.</li>
</ul>
<p>Se observa una variación de aproximadamente el 30%. Un 30% más de poder adquisitivo en unas vacaciones, marca una diferencia increíble.</p>
<h3>Índices de precios en Japón y en España</h3>
<p>Puede que la mayoría de aquellos que planean visitar Japón, estén un poco perdidos en lo que se refiere a precios. Con este fin, hemos elaborado un índice que nos dice los precios de algunos de los gastos más comunes a la hora de ir de vacaciones, se tratan de precios medios y es necesario tener en cuenta que en cada ciudad los precios varían:</p>
<p><strong>Japón</strong></p>
<ul>
<li>Noche habitación doble con desayuno 3 estrellas: 60 Euros</li>
<li>BigMac: 2,64 Euros</li>
<li>Menú del día: 9,5 Euros</li>
<li>Bajada bandera+ carrera  taxi aeropuerto: 20 Euros</li>
<li>Entrada museos: 7,50 Euros</li>
<li>Precio transporte público (sencillo): 2,50 Euros</li>
<li>Alquiler coche para dos días: 115 Euros</li>
</ul>
<p><strong>España</strong></p>
<ul>
<li>Noche habitación doble con desayuno 3 estrellas: 40 Euros</li>
<li>BigMac: 3.57 Euros</li>
<li>Menú del día: 9 Euros</li>
<li>Bajada bandera+ carrera  taxi aeropuerto: 25 euros</li>
<li>Entrada museos: 5 euros</li>
<li>Precio transporte público (sencillo): 1,75 Euros</li>
<li>Alquiler coche para dos días: 120 Euros</li>
</ul>
]]></content:encoded>
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		</item>
		<item>
		<title>El índice Nikkei ¿en caída libre?</title>
		<link>http://cambioeuroyen.com/el-indice-nikkei-en-caida-libre.html</link>
		<comments>http://cambioeuroyen.com/el-indice-nikkei-en-caida-libre.html#comments</comments>
		<pubDate>Thu, 30 May 2013 08:45:02 +0000</pubDate>
		<dc:creator>Beatriz Currás</dc:creator>
				<category><![CDATA[Economia Japón]]></category>
		<category><![CDATA[General]]></category>
		<category><![CDATA[caída libre]]></category>
		<category><![CDATA[descenso]]></category>
		<category><![CDATA[economía]]></category>
		<category><![CDATA[índice Nikkei]]></category>
		<category><![CDATA[japon]]></category>
		<category><![CDATA[yen japones]]></category>

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		<description><![CDATA[Desde mediados del pasado mes de noviembre, el índice Nikkei, el equivalente al Ibex 35 español,  no ha hecho más [...]]]></description>
			<content:encoded><![CDATA[<h3>Desde mediados del pasado mes de noviembre, el índice Nikkei, el equivalente al Ibex 35 español,  no ha hecho más que subir. En los últimos 6 meses, no se había visto un descenso tan acusado como el ocurrido en los pasados días.</h3>
<p>Como una imagen vale más que mil palabras, a continuación adjunto un gráfico de la evolución del índice Nikkei en los último 6 meses:</p>
<p><a href="http://cambioeuroyen.com/el-indice-nikkei-en-caida-libre.html/nikkei" rel="attachment wp-att-2290"><img class="aligncenter size-full wp-image-2290" title="nikkei" src="http://cambioeuroyen.com/wp-content/uploads/nikkei.jpg" alt="" width="509" height="179" /></a></p>
<p>El día 22 de mayo puede apreciarse el punto de inflexión, el máximo valor pero no sólo de los últimos 6 meses, sino de los pasados 5 años.</p>
<p>Actualmente y desde ese día, el índice acumula ya un 13% de caída y se sitúa en los 13633,03 puntos.</p>
<h3>¿Ha salido afectado el yen japonés?</h3>
<p>Existen multitud de analistas de bolsa, también millones de personas que invierten o han invertido en bolsa y, aunque esta suela seguir ciertas directrices, lo cierto es que las inversiones, siempre son impredecible y arriesgadas.</p>
<p>Muchos podría haber pensado que un descenso tan acusado en los valores del índice japonés, tendrían una grave repercusión en la moneda del país, sin embargo, lo cierto es que esta no se ha visto demasiado afectada.</p>
<p>El yen japonés lleva perdiendo valor de manera significativa desde comienzos de noviembre, algo, como ya hemos dicho en otras ocasiones, <a href="http://cambioeuroyen.com/la-depreciacion-del-yen-efectos-en-la-economia.html" target="_blank">positivo para la economía japonesa</a>.</p>
<p>En la última semana el índice Nikkei ha perdido valor de una manera muy significativa pero, sin embargo, el yen se ha mantenido más o menos estable.</p>
<p>Este es un gráfico que muestra la evolución del yen respecto al dólar estadounidense en la última semana:</p>
<p><a href="http://cambioeuroyen.com/el-indice-nikkei-en-caida-libre.html/yeeen" rel="attachment wp-att-2294"><img class="aligncenter size-full wp-image-2294" title="yeeen" src="http://cambioeuroyen.com/wp-content/uploads/yeeen.jpg" alt="" width="747" height="279" /></a></p>
<p>La previsiones no parecen indicar que el índice vaya a recuperarse en los próximos días, aunque tampoco se predice un descenso prolongado.</p>
<p>&nbsp;</p>
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		</item>
		<item>
		<title>El índice Nikkei alcanza su máximo de 5 años.</title>
		<link>http://cambioeuroyen.com/el-indice-nikkei-alcanza-su-maximo-de-5-anos.html</link>
		<comments>http://cambioeuroyen.com/el-indice-nikkei-alcanza-su-maximo-de-5-anos.html#comments</comments>
		<pubDate>Wed, 24 Apr 2013 11:08:10 +0000</pubDate>
		<dc:creator>Beatriz Currás</dc:creator>
				<category><![CDATA[Economia Japón]]></category>
		<category><![CDATA[economía]]></category>
		<category><![CDATA[índice Nikkei]]></category>
		<category><![CDATA[máximo]]></category>

		<guid isPermaLink="false">http://cambioeuroyen.com/?p=2248</guid>
		<description><![CDATA[El plan de estímulos japonés lleva en marcha menos de un mes pero ya se ven los buenos resultados que está [...]]]></description>
			<content:encoded><![CDATA[<h3><a href="http://cambioeuroyen.com/el-indice-nikkei-alcanza-su-maximo-de-5-anos.html/simbolo" rel="attachment wp-att-2251"><img class="alignright  wp-image-2251" title="simbolo" src="http://cambioeuroyen.com/wp-content/uploads/simbolo.jpg" alt="" width="214" height="253" /></a>El <a href="http://cambioeuroyen.com/plan-estimulos-japones.html" target="_blank">plan de estímulos japonés</a> lleva en marcha menos de un mes pero ya se ven los buenos resultados que está teniendo en el mercado y en la economía en general. El índice Nikkei, el equivalente al Inex 35 español, ha estado creciendo durante prácticamente todo el pasado año, tal y como se muestra en el gráfico que adjuntamos acontinuación, hasta alcanzar actualmente los 13.826 puntos. Ya el día 22 de abril tocó su maximo histórico de los últimos cinco años, pero ha seguido creciendo hasta los niveles actuales.</h3>
<p><a href="http://cambioeuroyen.com/el-indice-nikkei-alcanza-su-maximo-de-5-anos.html/yengrafico" rel="attachment wp-att-2249"><img class="size-full wp-image-2249 aligncenter" title="yengrafico" src="http://cambioeuroyen.com/wp-content/uploads/yengrafico.jpg" alt="" width="682" height="210" /></a></p>
<p>Estos datos tan positivos para la economía japonesa <strong>se deben a</strong> la <a href="http://cambioeuroyen.com/el-oro-rebota-y-el-yen-baja.html" target="_blank">caída del yen</a> y al apoyo del G20 a las medidas del plan de estímulo.</p>
<h3>Caída del yen</h3>
<p>Si estudiamos la depreciación que ha sufrido el yen en los últimos meses, las cifras resultan impactantes. Solamente hace seis meses, un dólar se cambiaba por menos de 80 yenes. desde entonces, el valor de esta divisa no ha hecho más que descender.</p>
<p>A día de hoy, se sitúa por debajo del cambio 100 yenes = 1 dólar, actualmente con cifras de 99,5860</p>
<p>Aun así, esta lejos de sus cifras históricas de Agosto de 2009 que lo situaba por encima de los más de 110 yenes por cada dólar.</p>
<p>En la pasada jornada del 22 de abril, la depreciación del yen llevó a los exportadores a conseguir significativas subidas, como el líder el motor, Toyota, que avanzó un 2,2 %, Olympus, que se disparó un 5 %, o Mazda, que ganó un 6,3 %.</p>
<h3>Apoyo del G20</h3>
<p>Durante la última reunión wn Washington de lo responsables de finanzas de los 20 países más potentes, Japón recibió apoyo por sus políticas destinadas a  &#8221;acabar con la deflación y respaldar la demanda doméstica&#8221;.</p>
<h3></h3>
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		</item>
		<item>
		<title>El plan de estímulos japonés impulsa la economía</title>
		<link>http://cambioeuroyen.com/plan-estimulos-japones.html</link>
		<comments>http://cambioeuroyen.com/plan-estimulos-japones.html#comments</comments>
		<pubDate>Mon, 08 Apr 2013 11:25:16 +0000</pubDate>
		<dc:creator>Beatriz Currás</dc:creator>
				<category><![CDATA[Dolar Yen]]></category>
		<category><![CDATA[Economia Japón]]></category>
		<category><![CDATA[divisa]]></category>
		<category><![CDATA[economía japones]]></category>
		<category><![CDATA[medida]]></category>
		<category><![CDATA[Nikkei]]></category>
		<category><![CDATA[plan de estímulos]]></category>

		<guid isPermaLink="false">http://cambioeuroyen.com/?p=2096</guid>
		<description><![CDATA[La economía japonesa se encuentra estancada, como medida para revitalizarla, el Gobiernos del primer ministro nipón, Shinzo Abe (líder desde [...]]]></description>
			<content:encoded><![CDATA[<p><strong><a href="http://cambioeuroyen.com/billetes-y-monedas-del-yen-japones-como-identificarlas.html/yen-coins" rel="attachment wp-att-2017"><img class="alignright size-medium wp-image-2017" title="yen coins" src="http://cambioeuroyen.com/wp-content/uploads/yen-coins-232x300.jpg" alt="" width="232" height="300" /></a>La economía japonesa se encuentra estancada</strong>, como medida <strong>para revitalizarla</strong>, el Gobiernos del primer ministro nipón, Shinzo Abe (líder desde el pasado 16 de Diciembre), ha <strong>aprobado un plan de estímulo, </strong>que supone la inyección de 20 billones de yenes (aproximadamente 170.000 millones de euros).</p>
<p>El fin de este plan es impulsar las inversiones de empresas privadas</p>
<p><strong>El programa busca</strong> potenciar la recuperación y acelerar<strong> la reconstrucción de la zona destruida por el tsunami</strong> de marzo de 2011 <strong>mediante</strong> el impulso de las <strong>inversiones de empresas privadas. </strong>Las previsiones del gobierno japonés sitúan el crecimiento del PIB en un 2% y el aumento del empleo en 60.000 puestos de trabajos.</p>
<p>Para financiar estos presupuestos, el Ejecutivo planea emitir deuda a través de los bonos para la reconstrucción, esperando conseguir unos 42.000 millones de euros.</p>
<h3>Impacto en el mercado</h3>
<p>Este plan de revitalización ha sido bienvenido en el mercado:</p>
<ul>
<li>El <strong><a href="http://cambioeuroyen.com/evolucion-del-yen.html" target="_blank">yen</a> ha vuelto a depreciarse</strong> frente al dólar, ha reducido su cambio a niveles de 2009. La moneda nipona se ha cambiado por debajo de los <strong>99 yenes por cada dólar</strong> mientras y los analistas creen que alcanzará los 100 a corto plazo.</li>
<li>El <a href="http://elnikkei.com/index-nikkei/" target="_blank"><strong>índice Nikkei</strong></a> ha superado también por primera vez en casi cinco años los <strong>13.000 puntos tras subir un 2,8%</strong></li>
</ul>
<p>&nbsp;</p>
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		</item>
		<item>
		<title>Historia del yen japonés</title>
		<link>http://cambioeuroyen.com/historia-del-yen-japones.html</link>
		<comments>http://cambioeuroyen.com/historia-del-yen-japones.html#comments</comments>
		<pubDate>Mon, 25 Mar 2013 07:17:32 +0000</pubDate>
		<dc:creator>Evangelina</dc:creator>
				<category><![CDATA[Economia Japón]]></category>
		<category><![CDATA[Euro Yen]]></category>
		<category><![CDATA[General]]></category>
		<category><![CDATA[Historia del yen japonés]]></category>

		<guid isPermaLink="false">http://cambioeuroyen.com/?p=1028</guid>
		<description><![CDATA[El yen es la moneda de Japón. Es también la divisa no oficial de varios países de Asia que lo [...]]]></description>
			<content:encoded><![CDATA[<h3><img class="alignleft" title="yen" src="http://www.sxc.hu/pic/m/v/va/vancanjay/449770_asian_coins.jpg" alt="" width="192" height="240" />El <a href="http://cambioeuroyen.com/evolucion-euro-yen.html">yen</a> es la moneda de Japón. Es también la divisa no oficial de varios países de Asia que lo utilizan para comercializar su dinero y sus activos financieros, también es conocido como el &#8220;bloque del yen&#8221;. El yen es la tercera divisa de mayor circulación en los mercados de divisas después del euro y el dólar de Estados Unidos, también se utiliza ampliamente como una divisa de reserva.</h3>
<p><span id="more-1028"></span>El <a href="http://cambioeuroyen.com/como-comprar-yenes.html">yen</a> fue introducido en 1872 como parte de la modernización del sistema de monedas japonesa. El valor del yen estaba relacionado originalmente y directamente al oro. Después de la devaluación amplia resultante de la Segunda Guerra Mundial, el sistema de Bretton Woods vinculada al yen y al dólar de Estados Unidos. A su vez, cuando los Estados Unidos comenzaron a abandonar la estricta adhesión al patrón oro en la década de 1970, el yen empezó a flotar en el año 1973. Sin embargo, desde 1973, el gobierno japonés ha mantenido una política de intervención cambiaria, y por lo tanto, el yen está bajo un régimen de flotación.</p>
<p>Esta intervención continúa hasta la época actual. El <a href="http://cambioeuroyen.com/cual-es-el-banco-central-japones.html">gobierno japonés</a> se centra en un mercado competitivo de exportaciones, y trata de garantizar un valor bajo de yenes. El Acuerdo del Plaza de 1985, dio un cambio temporal en esta situación y dio lugar a un valor máximo del yen frente al dólar de Estados Unidos en 1995, un aumento efectivo del valor del PIB de Japón similar al de los Estados Unidos. Sin embargo y desde ese momento, el yen japonés ha disminuido considerablemente su valor. El Banco de Japón mantiene una política de cero a las tasas de interés cercanas y el gobierno japonés tiene una extrema política anti-inflacionaria.</p>
<p style="text-align: center;">
<p>&nbsp;</p>
<h3>Las perspectivas futuras</h3>
<p>El <a href="http://cambioeuroyen.com/como-puedo-abrir-una-cuenta-en-yenes.html">yen</a> es considerado como una divisa subvaluada, y el gobierno japonés no puede seguir apoyando a este bajo nivel financiero de forma indefinida. La situación actual es muy similar a la de 1998, cuando las bajas tasas de interés también han creado un yen devaluado, y algunas crisis económicas globales, relativamente moderadas en la naturaleza, han causado que el yen se aprecie rápidamente. El incremento del valor tenía en serio los efectos negativos sobre varias industrias que dependían de un yen barato.</p>
<p><a href="http://cambioeuroyen.com/historia-del-yen-japones.html/yen" rel="attachment wp-att-2015"><img class="aligncenter size-medium wp-image-2015" title="yen" src="http://cambioeuroyen.com/wp-content/uploads/yen-300x147.jpg" alt="" width="300" height="147" /></a></p>
<p>Es importante conocer que la mayoría de las divisas mundiales tienen características propias que las hacen únicas y al mismo tiempo le ayudan al inversor a pensar acerca de las decisiones financieras que este debe tomar en el momento de hacer la comercialización de divisas. Los aspectos externos e internos de los países de origen hacen que los precios de estas divisas (especialmente el yen japonés) aumente o disminuya su valor, arriesgando las fluctuaciones en sus precios y al mismo tiempo ayudando a visualizar tendencias financieras activas correspondientes a la otra parte de la comercialización de divisas, ya sean mundiales o de países emergentes.</p>
<p>&nbsp;</p>
<p>Fuente del artículo: <a href="http://www.retailfx.com">www.retailfx.com</a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><iframe frameborder="0" height="315" src="http://www.youtube.com/embed/9YGbun0Hvds" width="420" allowfullscreen=""></iframe></p>
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		<title>Billetes y monedas del yen japonés: ¿Cómo identificarlas?</title>
		<link>http://cambioeuroyen.com/billetes-y-monedas-del-yen-japones-como-identificarlas.html</link>
		<comments>http://cambioeuroyen.com/billetes-y-monedas-del-yen-japones-como-identificarlas.html#comments</comments>
		<pubDate>Mon, 25 Mar 2013 07:10:11 +0000</pubDate>
		<dc:creator>Evangelina</dc:creator>
				<category><![CDATA[Dolar Yen]]></category>
		<category><![CDATA[Economia Japón]]></category>
		<category><![CDATA[Euro Yen]]></category>
		<category><![CDATA[General]]></category>
		<category><![CDATA[Billetes y monedas del yen japonés: ¿Cómo identificarlas?]]></category>

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		<description><![CDATA[La historia de las monedas en Japón se remonta a mucho antes del siglo noveno (algunos incluso argumentan que las [...]]]></description>
			<content:encoded><![CDATA[<h3><img class="alignleft" title="yen" src="http://www.sxc.hu/pic/m/s/sv/svilen001/932785_money_symbols__2.jpg" alt="" width="180" height="240" />La historia de las monedas en Japón se remonta a mucho antes del siglo noveno (algunos incluso argumentan que las primeras monedas de metal fueron acuñadas a finales del año 400 DC), y como era de esperar, muchos tipos de monedas se han acuñado en Japón a través de los años. Si bien esto complica la identificación específica de las monedas y los billetes<a href="http://cambioeuroyen.com/cual-es-el-banco-central-japones.html"> japoneses</a>, aún es posible averiguar si una moneda se originó en Japón, buscando características específicas de las mismas.</h3>
<p>Consejos</p>
<p><strong>Busque en las monedas</strong><strong> los signos evidentes de su país de origen.</strong> Muchas monedas, especialmente las monedas más modernas, tienen algunas inscripciones en inglés, y estas características no son propias de las monedas japonesas, sin embargo, debe tomar en cuenta que en la mayoría de las monedas japonesas se encuentran algunas inscripciones en inglés.</p>
<p><strong>Puede buscar</strong><strong> cualquier palabra característica de la moneda</strong>. Si las palabras rin, sen o <a href="http://cambioeuroyen.com/como-comprar-yenes.html">yen</a> aparecen en inglés en cualquiera de las caras de las monedas, usted tiene una moneda japonesa. Desafortunadamente, no todas las monedas japonesas están marcadas en inglés.</p>
<p><strong>Buscar en</strong><strong> las caras de las monedas los aspectos más específicos de los caracteres japoneses</strong>. Si no existen personajes exóticos, es poco probable que su moneda sea proveniente de Japón. La mayoría de las monedas japonesas tienen personajes japoneses que se encuentran presentes en las caras de las monedas, por lo que usted todavía tendrá que hacer una investigación para decidir si su moneda es japonesa o no.</p>
<p><a href="http://cambioeuroyen.com/billetes-y-monedas-del-yen-japones-como-identificarlas.html/yen-coins" rel="attachment wp-att-2017"><img class="aligncenter size-medium wp-image-2017" title="yen coins" src="http://cambioeuroyen.com/wp-content/uploads/yen-coins-232x300.jpg" alt="" width="232" height="300" /></a></p>
<p>&nbsp;</p>
<p><strong>Examine</strong><strong> las imágenes de las monedas</strong>. Las monedas japonesas suelen tener fotografías del sol, de dragones, de la arquitectura tradicional <a href="http://cambioeuroyen.com/intervenciones-del-gobierno-japones-en-el-yen.html">japonesa</a> y de flores en las caras de las monedas. Japón también acuñó diversas variedades de monedas con un agujero en el centro. Si bien esto no es una señal definitiva de que su moneda es proveniente de Japón, esto puede ayudarle a identificar su moneda.</p>
<p><strong>Si usted no puede decidir si su moneda es japonesa o no, tómela y pídale una opinión a los distribuidores que trabajan con monedas japonesas</strong>. Ellos serán capaces de decirle a usted qué tipo de moneda tiene y lo mucho que vale. Si no hay distribuidores de moneda en su área que tengan experiencia en monedas japonesas, varios libros y guías de precios se han publicado, los cuales le ayudarán a identificar sus monedas.</p>
<h3>Billetes japoneses.</h3>
<p>Los billetes japoneses son emitidos por una entidad financiera única del país de Japón, El Banco Central Japonés, este banco es el encargado de la emisión, distribución, regulación y tramitación de todas las denominaciones de los billetes japoneses, conocido como <a href="http://cambioeuroyen.com/evolucion-euro-yen.html">yen</a> japonés. Las principales denominaciones del yen japonés son los billetes de 1000 yenes, billetes de 2000 yenes, billetes de 5000 yenes y billetes de 10,000 yenes.</p>
<p>Los billetes japoneses se encuentran en actual circulación con las denominaciones antes mencionadas, en épocas anteriores existían otros tipos de billetes japoneses distintos a los actuales.</p>
<p><a href="http://cambioeuroyen.com/historia-del-yen-japones.html/yen" rel="attachment wp-att-2015"><img class="aligncenter size-medium wp-image-2015" title="yen" src="http://cambioeuroyen.com/wp-content/uploads/yen-300x147.jpg" alt="" width="300" height="147" /></a></p>
<p>&nbsp;</p>
<p><iframe frameborder="0" height="315" src="http://www.youtube.com/embed/-T_3LEVB9Ec" width="420" allowfullscreen=""></iframe></p>
]]></content:encoded>
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		<item>
		<title>Análisis técnico del yen japonés</title>
		<link>http://cambioeuroyen.com/analisis-tecnico-del-yen-japones.html</link>
		<comments>http://cambioeuroyen.com/analisis-tecnico-del-yen-japones.html#comments</comments>
		<pubDate>Fri, 26 Oct 2012 19:46:13 +0000</pubDate>
		<dc:creator>Evangelina</dc:creator>
				<category><![CDATA[Dolar Yen]]></category>
		<category><![CDATA[Economia Japón]]></category>
		<category><![CDATA[Euro Yen]]></category>
		<category><![CDATA[General]]></category>

		<guid isPermaLink="false">http://cambioeuroyen.com/?p=1115</guid>
		<description><![CDATA[Fuente del artículo: Seekingalpha.com El yen japonés ha sido una divisa poco tentadora en estos tiempos. Con una economía en [...]]]></description>
			<content:encoded><![CDATA[<h3><img class="alignleft" title="analisis del yen japones" src="http://www.sxc.hu/pic/m/b/be/berhold/801326_coins.jpg" alt="" width="240" height="158" /></h3>
<h3>Fuente del artículo: Seekingalpha.com</h3>
<h3>El <a href="http://cambioeuroyen.com/dolar-y-yen-japones.html">yen japonés</a> ha sido una divisa poco tentadora en estos tiempos. Con una economía en decadencia, las tasas de interés cercanas a cero, y una buena reputación, el yen ha sido un poco irresistible para la mayoría de los comerciantes de divisas. Esta estrategia ha sido costosa, ya que se mantiene dentro del 4% de todos los precios récord del yen. Desde entonces, el yen ha estado atrapado en un rango, en espera de un catalizador para expulsarla de su terreno de juego.</h3>
<p><span id="more-1115"></span>El <a href="http://cambioeuroyen.com/yen-japones-la-divisa-mas-utilizada-en-todo-el-mundo.html">yen</a> es realmente una divisa costosa. Una de las entidades financieras destinadas a analizar este aspecto de las divisas (Bloomberg) indica que el yen está sobrevalorado en un 13,2%, mientras que la OCDE fija el sobreimpulso en valores del 27,4%. El índice de Gran Mac de The Economist pone al yen cerca de su valor razonable (2,4%), pero el índice McDonald (MCD) es una verdadera ganga en Japón, y no da una idea exacta de los niveles generales en los precios japoneses.</p>
<p>De hecho, la Unidad de Inteligencia del Economist vincula a Tokio como la segunda ciudad más costosa del mundo, sólo por detrás de Zurich. Tokio marcó 166 puntos, lo que significa que es un  66% más caro vivir en Tokio que en Nueva York. Zurich, marcó 170 puntos, un valor por encima del de Tokio, probablemente por un rango de error estadístico. Es por esto que el yen es costoso.</p>
<p>En términos de tasas de interés, existe un incentivo escaso para abandonar el <a href="cambioeuroyen.com/evolucion-euro-yen.html">yen</a> con una moneda de mayor rendimiento, aparte del dólar australiano. A continuación se muestra un gráfico del precio del yen, superpuesto con el dólar estadounidense y sus tipos de interés:</p>
<p><img title="tipos de interes" src="data:image/png;base64,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" alt="" width="464" height="342" /></p>
<p>Como se puede observar, por muchos años el dólar estadounidense fue una moneda de rendimiento relativamente alto, pero como ese incentivo ha disminuido con el tiempo, los inversores se trasladaron al yen, consiguiendo su apreciación continua. En tiempos anteriores, los tipos de intereses diferenciales han disminuido en aproximadamente 1-2%. Pero la divisa parece haber descontado plenamente esa relación, debido a que el <a href="cambioeuroyen.com/como-comprar-yenes.html">yen </a>ha dejado de ser apreciado en un tiempo reciente. El incentivo dado por el dólar estadounidense se encuentra casi desaparecido, pero el precio del yen ahora lo refleja.</p>
<p>El comercio, por otra parte, se ha inclinado a favor de los vendedores del yen japonés, y esta es la primera de los tres principales catalizadores que pueden revertir la fortaleza del yen. A continuación se muestra una tabla de equilibrio del comercio de las mercancías en Japón:</p>
<p><img title="fuente:seekingalpha.com" src="data:image/png;base64,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" alt="" width="464" height="339" /></p>
<p>&nbsp;</p>
<p>Como una nación exportadora, Japón ha tenido un superávit en los últimos 15 años, tal como se muestra en la gráfica. La recesión del 2007-2008 apretó el superávit en un déficit, que luego volvió por un tiempo, pero se ha vuelto un déficit tras el terremoto ocurrido en años anteriores. Parte de esa inversión se ha debido a la repatriación de las inversiones en el extranjero de las compañías de seguros para financiar la reconstrucción del país.</p>
<p><iframe frameborder="0" height="315" src="http://www.youtube.com/embed/2-yRNJrEKuk" width="420" allowfullscreen=""></iframe></p>
]]></content:encoded>
			<wfw:commentRss>http://cambioeuroyen.com/analisis-tecnico-del-yen-japones.html/feed</wfw:commentRss>
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		</item>
		<item>
		<title>Dólar y yen japonés</title>
		<link>http://cambioeuroyen.com/dolar-y-yen-japones.html</link>
		<comments>http://cambioeuroyen.com/dolar-y-yen-japones.html#comments</comments>
		<pubDate>Sat, 20 Oct 2012 19:24:10 +0000</pubDate>
		<dc:creator>Evangelina</dc:creator>
				<category><![CDATA[Dolar Yen]]></category>
		<category><![CDATA[Economia Japón]]></category>
		<category><![CDATA[Euro Yen]]></category>

		<guid isPermaLink="false">http://cambioeuroyen.com/?p=1107</guid>
		<description><![CDATA[Fuente del artículo: Seekingalpha.com La tendencia del dólar estadounidense junto al yen japonés se ha mantenido constante a pesar de [...]]]></description>
			<content:encoded><![CDATA[<p>Fuente del artículo: Seekingalpha.com</p>
<h3><img class="alignleft" title="yen japones" 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" alt="" width="285" height="134" />La tendencia del dólar estadounidense junto al yen japonés se ha mantenido constante a pesar de los años de crisis. Esa fuerza es comúnmente atribuida al dólar de Estados Unidos, pero el dólar no ofrece el rendimiento duradero que se puede esperar en tiempos de incertidumbre.</h3>
<p><span id="more-1107"></span>El director global de Standard Chartered de FX Research, Callum Henderson, sigue convencido de que el dólar y el <a href="cambioeuroyen.com/sube-dolar-frente-al-yen.html">yen </a>son las únicas monedas de refugio seguro en este momento. Un argumento frecuentemente repetido a favor del yen, en el que su gobierno fue capaz de vender bonos a su propia población en lugar de recoger el dinero de los inversores en el extranjero, gracias a las tasas de ahorro disciplinadas de los japoneses. Un mito gigante desde los años 90, ya que su tasa de ahorro se encuentra en valores del 3,2% a partir del 2011. Teniendo en cuenta esto, Japón no se encuentra en una posición tan fuerte a como se suponía.</p>
<p>Si usted piensa que es más decisivo, se dará cuenta de que ambas divisas no pueden ser seguras al mismo tiempo. En primer lugar, el <a href="cambioeuroyen.com/dolar-vs-euro-que-divisa-es-la-mejor.html">dólar</a> se encuentra en un declive constante, interrumpida por unos pocos aspectos financieros fuertes en el medio, mientras que el yen había estado en una tendencia alcista estable hasta la fecha.</p>
<p>Operar con el <a href="cambioeuroyen.com/las-ventajas-de-un-dolar-debil.html">dólar</a> estadounidense en el mercado de valores requiere una sincronización muy precisa mientras sus valores son sostenidos a largo plazo. El yen por su parte está rompiendo un apoyo crucial, que siempre debe ser tomado como referencia en el mercado de valores.  Existen señales poco alentadoras, en el que se presencia al yen como divisa de permanencia en el mercado de valores. El resultado es que las dos divisas parecen poco atractivas en el mercado financiero y la cuestión principal será cuál de estas depreciará con mayor rapidez.</p>
<p style="text-align: center;"><img class="aligncenter" title="yen japones" src="data:image/png;base64,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" alt="" width="494" height="233" /></p>
<p>En este momento, parece probable que el yen pierda valor más rápido que el dólar estadounidense, por lo tanto, debe justificar una posición larga en el par de divisas USD / JPY. Esto no significa necesariamente que el propio dólar se aprecie, pero ganará una fuerza relativa con la disminución del Yen japonés. La característica sobresaliente de estos pares de divisas, se encuentra en la fuerza relativa creada, no en la fuerza absoluta.  Apenas se están presenciando los primeros signos de una grieta y el tiempo dirá si llegará a ser una acción financiera a largo plazo.</p>
<p>A pesar de todo lo mencionado anteriormente, el yen japonés sigue siendo atractivo para muchos inversores, quizás por la tasa diferencial que enfrenta en estos momentos, lo cual le brinda al usuario mayores beneficios financieros que con otras divisas.</p>
<p>&nbsp;</p>
<p><iframe frameborder="0" height="315" src="http://www.youtube.com/embed/-T_3LEVB9Ec" width="420" allowfullscreen=""></iframe></p>
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		</item>
		<item>
		<title>Relación euro-yen</title>
		<link>http://cambioeuroyen.com/relacion-euro-yen.html</link>
		<comments>http://cambioeuroyen.com/relacion-euro-yen.html#comments</comments>
		<pubDate>Thu, 18 Oct 2012 19:13:21 +0000</pubDate>
		<dc:creator>Evangelina</dc:creator>
				<category><![CDATA[Dolar Yen]]></category>
		<category><![CDATA[Economia Japón]]></category>
		<category><![CDATA[Euro Yen]]></category>

		<guid isPermaLink="false">http://cambioeuroyen.com/?p=1104</guid>
		<description><![CDATA[A pesar de las muchas ideas terribles sobre el futuro de Japón, con sus problemas demográficos y altos niveles de [...]]]></description>
			<content:encoded><![CDATA[<h3><img class="alignleft" title="divisas" src="http://www.sxc.hu/pic/m/p/pr/premekv/853745_coins.jpg" alt="" width="240" height="121" />A pesar de las muchas ideas terribles sobre el futuro de <a href="http://cambioeuroyen.com/la-deflacion-en-japon.html">Japón, </a>con sus problemas demográficos y altos niveles de deuda, Japón es un lugar seguro para los inversionistas, ya que tiene un beneficio que es compartido por todos los demás países desarrollados que mantienen su propia moneda. Una vez que cierta cantidad de dinero es guardada en el país, una cantidad ilimitada se puede pedir prestada para pagar deudas.</h3>
<p><span id="more-1104"></span>Por supuesto, estos datos pueden llevar al país a una inflación extrema y grave que podría desarrollarse en consecuencia. Sin embargo, a excepción de una pequeña porción de la deuda, los gobiernos sólo tienen que pagar sus deudas en la divisa correspondiente.</p>
<p>Mientras que los Estados Unidos tienen previsto una inflación positiva (aunque baja),<a href="http://cambioeuroyen.com/la-declinacion-del-dolar-en-el-mercado-japones.html"> Japón</a> ha tenido una deflación aumentada desde hace muchos años. Ambos países tienen tasas de interés muy bajas.</p>
<h3>¿Qué pasa en el mercado Forex?</h3>
<p>El mercado Forex es conocido como el mercado financiero más grande en todo el mundo, con trillones de dólares invertidos en el mercado de <a href="http://cambioeuroyen.com/yen-japones-la-divisa-mas-utilizada-en-todo-el-mundo.html">divisas.</a> Su principal actividad implica la compra y venta de las distintas monedas extranjeras. En los mercados de comercio, las acciones se negocian en los mercados de Forex, pero, las divisas son un caso diferente. Como las divisas se negocian en estos mercados, las tasas de cambio de las divisas importan mucho. Los comerciantes pueden obtener muchos beneficios mediante la compra de divisas a tasas más bajas y luego venderlas a precios más altos.</p>
<p style="text-align: center;"><img class="aligncenter" title="divisas" src="http://www.sxc.hu/pic/m/k/ki/kikashi/851180_chart.jpg" alt="" width="240" height="209" /></p>
<p>El mercado Forex ha ganado dinero haciendo estas acciones financieros en una forma muy sencilla y rápida. Millones de usuarios o inversores se encuentran realizando operaciones financieras en estos mercados cada día y extraen beneficios importantes. Usted también puede ganar dinero como otros comerciantes por invertir su dinero en estos mercados financieros. El yen se considera como una moneda estable en el mercado de divisas, y se cree que puede permitirle hacer mucho dinero en efectivo.</p>
<p>Las operaciones en el mercado del <a href="cambioeuroyen.com/sube-dolar-frente-al-yen.html">yen japonés</a> son la mejor forma de negociación cuando se refiere a inversores profesionales. Usted puede hacer grandes sumas de dinero con una inversión mínima en el mercado de divisas (especialmente con negociaciones destinadas al Yen japonés).</p>
<p>Si usted se encuentra comenzando en este mercado de divisas y quiere aprender lo esencial de la negociación, usted puede abrir una cuenta libre de riesgo y comenzar a negociar con ella. Esta cuenta gratuita tiene todas las características similares como una cuenta real. Los cursos gratuitos también están disponibles para los inversores principiantes, en los cuales les enseñan los conceptos básicos de las operaciones de cambio. También puede tomar la ayuda de algunos agentes financieros que pueden servirle de guía con relación a las estrategias comerciales adecuadas.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><iframe width="420" height="315" src="http://www.youtube.com/embed/I_ISW3APw7U" frameborder="0" allowfullscreen></iframe></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Yen japonés: La divisa más utilizada en todo el mundo</title>
		<link>http://cambioeuroyen.com/yen-japones-la-divisa-mas-utilizada-en-todo-el-mundo.html</link>
		<comments>http://cambioeuroyen.com/yen-japones-la-divisa-mas-utilizada-en-todo-el-mundo.html#comments</comments>
		<pubDate>Tue, 16 Oct 2012 19:06:15 +0000</pubDate>
		<dc:creator>Evangelina</dc:creator>
				<category><![CDATA[Dolar Yen]]></category>
		<category><![CDATA[Economia Japón]]></category>
		<category><![CDATA[Euro Yen]]></category>

		<guid isPermaLink="false">http://cambioeuroyen.com/?p=1102</guid>
		<description><![CDATA[Fuente del artículo: Seekingalpha.com Parece haber una desconexión entre las noticias económicas y la acción del mercado de valores. En [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignleft" title="divisas" src="http://www.sxc.hu/pic/m/k/ki/kikashi/854196_market_share_report_a_pie_chart.jpg" alt="" width="240" height="214" />Fuente del artículo: Seekingalpha.com</p>
<h3>Parece haber una desconexión entre las noticias económicas y la acción del mercado de valores. En concreto, la acción de los españoles en el IBEX 35, llega a valores del 2,09%, y el italiano FTSE MIB Index llega a valores del 1,08% contradiciendo de esta forma, los informes económicos publicados a principios de esta semana. Los informes del PIB mostraron que tanto <a href="cambioeuroyen.com/divisas-utilizadas-en-espana.html">España</a> como Italia se encuentran en recesión con dos trimestres de números negativos. Italia tuvo una contracción del 0,7% y España un 0,4% de reducción en el trimestre más reciente. El desempleo en Italia fue del 10,8%, mientras que el desempleo español fue del 24,8%, incluso mayor que el 22,5% encontrado en Grecia.</h3>
<p><span id="more-1102"></span>Existen observaciones formuladas por el presidente del gobierno español, el cual menciona que parte del dinero debe ser refinanciado a los problemas económicos del país. Si el dinero está llegando a <a href="http://cambioeuroyen.com/tag/el-euro-cae-a-valores-minimos-por-deuda-de-espana">España</a>, Italia no puede estar muy lejos, ¿verdad? El problema aquí es que mientras España e Italia son demasiado grandes para quebrar, también son demasiado grandes para esperar que sean rescatados. La mayoría de los expertos en materia, mencionan que los mercados financieros están simplemente enamorados de la idea de que el euro crecerá.</p>
<p style="text-align: center;"><img class="aligncenter" title="divisas" src="http://www.sxc.hu/pic/m/p/pr/premekv/853745_coins.jpg" alt="" width="240" height="121" /></p>
<p style="text-align: left;">
<p>Esto contrasta con los Estados Unidos, donde las noticias económicas en su mayoría son positivas. Ayer, el número de ventas al por menor se produjo en valores mayores que el esperado (0,8%), después de varios meses de números más bajos. Hay personas que dudan que la economía es tan fuerte, y que el número positivo está aumentado por &#8220;ajustes estacionales&#8221;. Inicialmente el <a href="cambioeuroyen.com/sube-dolar-frente-al-yen.html">dólar</a> sigue siendo una divisa firme, ya que las noticias económicas eran lo suficientemente buenas para disuadir al presidente Fed Bernanke. En estos días agitados, el comercio ha mostrado que el dólar ha dado marcha atrás.</p>
<p>Mientras que el comercio en el par de divisas EUR/USD ha estado sin tendencia, el dólar y otras divisas están ganando contra el <a href="http://cambioeuroyen.com/la-declinacion-del-dolar-en-el-mercado-japones.html">yen japonés</a>. A principios de esta semana se informó que el crecimiento japonés en el último trimestre falló en un valor negativo de 0,3, muy inferior al esperado. Esto pone a la estimación del PIB anualizado a un rango positivo del 1,4%, mucho menor que el 5,5% del año anterior.</p>
<p>Se espera que el yen japonés sea una de las divisas más fuertes del mercado de valores, es por esto que su gobierno se encuentra creando medidas que ayudarán en gran medida a comercializar esta divisa en l mercado de valores.</p>
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