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	<title>IPC &#187; IPC Enero</title>
	<atom:link href="http://www.ipcblog.es/category/ipc-enero/feed/" rel="self" type="application/rss+xml" />
	<link>http://www.ipcblog.es</link>
	<description>Blog sobre el IPC</description>
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		<title>Subida ipc 2013</title>
		<link>http://www.ipcblog.es/subida-ipc-2013/</link>
		<comments>http://www.ipcblog.es/subida-ipc-2013/#comments</comments>
		<pubDate>Thu, 11 Apr 2013 10:27:49 +0000</pubDate>
		<dc:creator>Sara De la Torre</dc:creator>
				<category><![CDATA[evolución ipc]]></category>
		<category><![CDATA[IPC 2013]]></category>
		<category><![CDATA[IPC Enero]]></category>
		<category><![CDATA[IPC Febrero]]></category>
		<category><![CDATA[IPC Mayo]]></category>
		<category><![CDATA[IPC Pensiones]]></category>
		<category><![CDATA[evolución IPC 2013]]></category>
		<category><![CDATA[ipc]]></category>
		<category><![CDATA[IPC enero 2013]]></category>
		<category><![CDATA[ipc febrero 2013]]></category>
		<category><![CDATA[ipc marzo 2013]]></category>
		<category><![CDATA[IPC y pensiones]]></category>
		<category><![CDATA[pensiones 2013]]></category>
		<category><![CDATA[revalorización de las pensiones]]></category>

		<guid isPermaLink="false">http://www.ipcblog.es/?p=1856</guid>
		<description><![CDATA[El Índice de Precios de Consumo (IPC) mide la evolución del conjunto de los precios de bienes y servicios. Es [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: justify;"><a href="http://www.ipcblog.es/wp-content/uploads/2013/03/ahorrar-nuevo-año.jpg"><img class="alignright  wp-image-1808" title="subida IPC" src="http://www.ipcblog.es/wp-content/uploads/2013/03/ahorrar-nuevo-año.jpg" alt="" width="250" height="220" /></a>El <strong>Índice de Precios de Consumo</strong> (IPC) mide la evolución del conjunto de los precios de bienes y servicios. Es un indicador crucial para determinar la economía real de un país. En base al mismo se revalorizan pensiones o salarios. También nos permite conocer la evolución de los precios y la inflación en el tiempo.</p>
<h3 style="text-align: justify;">Evolución del IPC en 2013</h3>
<p style="text-align: justify;">En<a href="http://www.ipcblog.es/ipc-enero-2013/" target="_blank"><strong> Enero 2013</strong></a> el IPC registró un caída de dos décimas hasta situarse en el <strong>2,7%</strong> respecto al registrado en diciembre de 2012 (2,9%). Los grupos de mayor influencia en el descenso fueron: vivienda, trasporte, medicina, bebidas alcohólicas, tabaco y comunicaciónes.</p>
<p style="text-align: justify;">En <a href="http://www.ipcblog.es/ipc-febrero-2013/" target="_blank"><strong>Febrero 2013</strong> </a>el IPC registró una subida de una décima (2,8%) por encima del registrado en el mes de enero (2,7%). Los grupos de mayor influencia en el descenso fueron: trasporte, medicina, ocio y cultura, alimentos y bebidas no alcohólicas. Esta subida confirmo las previsiones de un aumento de la inflación realizadas por anticipado.</p>
<p style="text-align: justify;">En <strong>Marzo 2013</strong>. Las previsiones adelantadas para el mes de marzo es que el IPC se sitúe en el 2,4%. De confirmarse, supondría una disminución de cuatro décimas respecto al dato registrado en el mes anterior (2,8%). El descenso es consecuencia, principalmente, de la bajada de los precios de carburantes y lubricantes.</p>
<p style="text-align: justify;"><a href="http://www.ipcblog.es/wp-content/uploads/2013/04/Evolución-ipc-2013.png"><img class="size-full wp-image-1857 aligncenter" title="Evolución ipc 2013" src="http://www.ipcblog.es/wp-content/uploads/2013/04/Evolución-ipc-2013.png" alt="" width="637" height="333" /></a></p>
<p style="text-align: justify;">Todo hace apuntar de que el IPC seguirá bajando algunas décimas en los próximos meses en comparación con la registrada en el último mes de 2012 y que lo sitúo en (2,9%). De cumplirse las previsiones del IPC adelantado publicado por el <a href="http://www.ine.es/" target="_blank">INE</a> para el mes de marzo parece seguirse está tendencia. La <a href="http://www.ipcblog.es/por-que-baja-la-luz-en-abril/" target="_blank">bajada del precio de la luz</a> tendrá mucho que ver en esos descensos.</p>
<p style="text-align: justify;">NO olvidemos que dejamos meses como el de enero, en el que generalmente, se produce una subida generalizada de los precios de bienes y servicios, y un 2012 en el que eñ aumento de precios y otros ajustes hicieron cerrar con una elevada inflación.</p>
<h3 style="text-align: justify;">La importancia del IPC en las pensiones</h3>
<p style="text-align: justify;">La<a href="http://www.ipcblog.es/cuanto-aumentaran-las-pensiones/" target="_blank"> revalorización de las pensiones</a> se realiza en función del correspondiente Índice de precios al consumo previsto para el año en cuestión.</p>
<p style="text-align: justify;">De esta manera, desde el año 1998, las pensiones contributivas en España se revalorizan anualmente en función del IPC previsto. Sin embargo, en los últimos años la reducción del déficit público está propiciando una congelación o revalorizaciones inferiores al IPC, como ha sucedido este año.</p>
<h3 style="text-align: justify;">Revalorización de las <a href="http://www.ipcblog.es/pensiones-2013/" target="_blank">pensiones en 2013</a></h3>
<p style="text-align: justify;">En 2012 asistimos a una congelación de la revalorización de las pensiones. En 2013, los Presupuestos Generales del Estado sí retoman esa revalorización pero por debajo del IPC registrado en noviembre, lo que se traduce en una pérdida gradual del poder adquisitivo de los pensionistas.</p>
<p style="text-align: justify;">Este año la revalorización será de un 1%, mientras que para las pensiones inferiores a 1.000 euros mensuales será de un 2%. Esta no corrección de la desviación de precios a los pensionistas coincide con la implantación de la  nueva regulación de las  <a href="http://www.ipcblog.es/pensiones-2013/" target="_blank">pensiones en 2013</a>.</p>
<p style="text-align: justify;">Si el IPC real se sitúo en noviembre de 2012 en 2,9%,  las pensiones por tanto se tendrían que haber revalorizado en ese sentido. Por el contrario, lo han hecho en un 1%, es decir, un 1,9% menos. De ahí que auna subida del IPC durante 2013 no tenga que implicar necesariamente una revalorización acorde con el mismo.</p>
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		<title>IPC enero 2013</title>
		<link>http://www.ipcblog.es/ipc-enero-2013/</link>
		<comments>http://www.ipcblog.es/ipc-enero-2013/#comments</comments>
		<pubDate>Fri, 15 Feb 2013 07:10:28 +0000</pubDate>
		<dc:creator>J Trecet</dc:creator>
				<category><![CDATA[IPC 2013]]></category>
		<category><![CDATA[IPC Enero]]></category>
		<category><![CDATA[cesta de la compra]]></category>
		<category><![CDATA[ine]]></category>
		<category><![CDATA[ipc 2013]]></category>
		<category><![CDATA[Precios]]></category>
		<category><![CDATA[precios enero 2013]]></category>
		<category><![CDATA[previsiones ipc]]></category>

		<guid isPermaLink="false">http://www.ipcblog.es/?p=1055</guid>
		<description><![CDATA[El IPC de enero 2013 registró una caída de dos décimas hasta situarse en el 2,7%, dos décimas menos que [...]]]></description>
				<content:encoded><![CDATA[<h3><a href="http://www.ipcblog.es/wp-content/uploads/2013/02/ipc-enero-2013.jpg"><img class="alignright size-medium wp-image-1615" title="ipc enero 2013" src="http://www.ipcblog.es/wp-content/uploads/2013/02/ipc-enero-2013-300x151.jpg" alt="" width="300" height="151" /></a>El IPC de enero 2013 registró una caída de dos décimas hasta situarse en el 2,7%, dos décimas menos que el registrado en diciembre (2,9%). Los grupos de mayor influencia en este descenso son: vivienda, trasporte, medicina, bebidas alcohólicas y tabaco y comunicaciones, según los datos publicados por el <a href="http://www.ine.es/" target="_blank">INE</a>.</h3>
<p>Por su parte, la tasa anual de la <a href="http://losmercadosfinancieros.es/conozcamos-un-poco-la-inflacion.html" target="_blank">inflación</a> subyacente aumenta una décima y se sitúa en el 2,2%. La variación media del índice general es del -1,3% y el índice de precios al consumo armonizado (IPCA) registra en la tasa anual un descenso en dos décimas respecto a la registrada en diciembre situándose en el 2,8%.</p>
<p>La inflación cayó dos décimas porcentuales para situar el <strong>IPC de enero 2013</strong> en el 2,7%. El dato supone una décima más que lo anunciado por el Instituto Nacional de Estadística (INE) con el <strong>IPC adelantado</strong>.</p>
<p>Para entender el<strong> comportamiento del IPC en enero 2013</strong> hay que recurrir de nuevo a los <strong>precios de la energía</strong>, que son los que más han influido en la caída. El descenso sirve además para confirmar la tendencia desinflacionista que se venía registrando desde noviembre de 2012.</p>
<p>Según los datos del INE, los <strong>grupos que más han influido</strong> en la evolución del IPC son los siguientes:</p>
<ul>
<li><strong>Vivienda</strong>: registra una variación negativa de un punto porcetual hasta el 4,4% debido a la bajada de los precios de la electricidad frente a la estabilidad registrada el año pasado. Y todo ello pese a la subida de las tarifas de último recurso (TUR).</li>
<li><strong>Transporte</strong>: registra una caída de nueve décimas con una variación anual del 2,2% porque los precios de los carburantes y lubricantes<br />
aumentaron más en enero de 2012 que este mes.</li>
<li><strong>Medicina</strong>: registra una variación del 12,1%, más de un punto inferior a la del mes pasado por la suspensión del euro por receta en Cataluña.</li>
<li><strong>Bebidas alcohólicas y tabaco</strong>: registra una tendencia positiva con una subida de casi tres puntos hasta el 8,0% por la subida de los precios del tabaco, frente a la estabilidad registrada el año pasado.</li>
<li><strong>Comunicaciones</strong>: registra una subida de nueve décimas respecto a diciembre con una tasa anual del –1,8% por la bajada de los precios de los servicios telefónicos, que ha sido menor que en 2012.</li>
</ul>
<p>Esta es ha sido la evolución gráfica de los grupos en tasa interanual (pinchar en la imagen para hacer más grande):</p>
<p style="text-align: center;"><a href="http://www.ipcblog.es/wp-content/uploads/2013/02/ipc-enero-2013-grupos.jpg"><img class="wp-image-1612 aligncenter" title="ipc enero 2013 grupos" src="http://www.ipcblog.es/wp-content/uploads/2013/02/ipc-enero-2013-grupos-300x217.jpg" alt="" width="300" height="217" /></a></p>
<p>Por su parte, la<a title="inflación subyacente" href="http://www.ipcblog.es/inflacion-subyacente/"><strong> inflación subyacente</strong></a>, que mide el índice general sin contar con los precios de la energía y los alimentos no elaborados, sube una décima hasta el 2,2%, por lo que la diferencia con el IPC general disminuye hasta las cinco décimas porcentuales. Se trata de una evolución contraria a la de diciembre.</p>
<h3>IPC en tasa mensual</h3>
<p>En enero la tasa de <strong>variación mensual del IPC general fue del –1,3%</strong>.</p>
<p>Los <strong>grupos que ejercieron una presión negativa </strong>durante ese periodo fueron <strong>Vestido y calzado</strong>, con una tasa del –14,7%, por el efecto de las rebajas de invierno; <strong>Ocio y cultura</strong>, cuya variación mensual del –2,2% está relacionada con el descenso de los precios del viaje organizado; <strong>Vivienda</strong>, con una tasa mensual del –0,7% que se explica por la bajada de los precios de la electricidad, como consecuencia de la finalización del ajuste realizado el año pasado para regularizar las TUR.</p>
<p>En el lado contrario, <strong>presionaron al alza</strong> al índice general los grupos de <strong>Transporte</strong>, con una variación del 0,9%, por la subida de los precios de los carburantes y lubricantes; <strong>Bebidas alcohólicas y tabaco</strong>, cuya tasa mensual del 2,7% es consecuencia de la subida de los precios del tabaco y <strong>Alimentos y bebidas no alcohólicas</strong>, que presenta una tasa del 0,4% por las subidas de los precios de las frutas frescas y el pescado fresco. Cabe señalar también la bajada de los precios de los otros productos<br />
lácteos y las legumbres y hortalizas frescas.</p>
<p>El siguiente gráfico recoge la evolución del IPC en tasa mensual:</p>
<div>
<p><a href="http://www.ipcblog.es/wp-content/uploads/2013/02/ipc-enero-tasa-mensual-2013.jpg"><img class="size-medium wp-image-1613 aligncenter" title="ipc enero tasa mensual 2013" src="http://www.ipcblog.es/wp-content/uploads/2013/02/ipc-enero-tasa-mensual-2013-300x149.jpg" alt="" width="300" height="149" /></a></p>
<h3>El IPC por CCAA</h3>
<p>El IPC cae en todas las comunidades autónomas a excepción de Asturias, donde la inflación se mantiene estable en el 2,6%, y Navarra, donde una décima su variación hasta el 2,8%.</p>
<p>En el resto de regiones se registran caídas de mayor o menor medida. Destacan las sufridas por Valencia (2,5%), con un descenso de cinco décimas, e Illes Balears (2,8%) y Cataluña (3,3%), con retrocesos de tres décimas en ambos casos.</p>
<p>&nbsp;</p>
</div>
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		</item>
		<item>
		<title>El IPC sube hasta el 3,3% en enero</title>
		<link>http://www.ipcblog.es/el-ipc-sube-hasta-el-33-en-enero/</link>
		<comments>http://www.ipcblog.es/el-ipc-sube-hasta-el-33-en-enero/#comments</comments>
		<pubDate>Mon, 31 Jan 2011 08:17:34 +0000</pubDate>
		<dc:creator>IPCBlog</dc:creator>
				<category><![CDATA[ipc 2011]]></category>
		<category><![CDATA[IPC Enero]]></category>
		<category><![CDATA[Previsión IPC]]></category>
		<category><![CDATA[inflaciónm]]></category>

		<guid isPermaLink="false">http://www.ipcblog.es/?p=295</guid>
		<description><![CDATA[El IPC de Enero subirá cuatro décimas hasta el 3,3% según el dato adelantado de IPC publicado por el Instituto [...]]]></description>
				<content:encoded><![CDATA[<p>El <strong><a href="http://ipcblog.es/ipc-enero-2011">IPC de Enero</a> </strong>subirá cuatro décimas hasta el <strong>3,3%</strong> según el <strong>dato adelantado de IPC</strong><a href="http://www.ine.es/daco/daco42/daco4218/ipce0111.pdf"> publicado por el Instituto Nacional de Estadística. </a></p>
<p><img class="aligncenter" src="http://financialred.com/wp-content/uploads/2011/01/ipc-enero-2011.jpg" alt="ipc adelantado enero 2011" width="408" height="218" /></p>
<p>En esta ocasión los principales causantes del aumento son <strong>el precio de la electricidad</strong> con motivo de la <a href="http://comoahorrardinero.com/subida-de-la-luz-2011">subida de la tarifa de la luz</a>,y <strong>el grupo de alimentos y bebidas no alcohólicas</strong>. De confirmarse el dato estaríamos ante el nivel de inflación más alto e los dos últimos años.</p>
<p>Por su parte el IPCA adelantado se sitúa en el 3%, apenas una décima por encima del dato de diciembre.</p>
<p>En cualquier caso habrá que esperar hasta el 15 de diciembre para conocer el dato definitivo de IPC enero 2011 y empezar a tener más clara la senda del <a href="http://ipcblog.es/ipc-2011"><strong>IPC 2011</strong></a>.</p>
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		<slash:comments>6</slash:comments>
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		<item>
		<title>IPC Febrero 2012</title>
		<link>http://www.ipcblog.es/ipc-febrero-2012/</link>
		<comments>http://www.ipcblog.es/ipc-febrero-2012/#comments</comments>
		<pubDate>Sun, 04 Jul 2010 05:49:14 +0000</pubDate>
		<dc:creator>Daniel</dc:creator>
				<category><![CDATA[Dato IPC]]></category>
		<category><![CDATA[ipc 2012]]></category>
		<category><![CDATA[IPC Enero]]></category>
		<category><![CDATA[funcas]]></category>
		<category><![CDATA[ine]]></category>
		<category><![CDATA[ipc]]></category>
		<category><![CDATA[IPC Febrero 2012]]></category>
		<category><![CDATA[precios 2012]]></category>

		<guid isPermaLink="false">http://www.ipcblog.es/?p=298</guid>
		<description><![CDATA[El IPC de Febrero 2012 se mantiene en el 2% en tasa internaul, sin cambios respecto al dato de enero [...]]]></description>
				<content:encoded><![CDATA[<h3><a href="http://www.ipcblog.es/wp-content/uploads/2010/07/inflacion-febrero-2012.jpg"><img class="alignleft size-full wp-image-425" title="inflacion febrero 2012" src="http://www.ipcblog.es/wp-content/uploads/2010/07/inflacion-febrero-2012.jpg" alt="" width="240" height="160" /></a>El IPC de Febrero 2012 se mantiene en el 2% en tasa internaul, sin cambios respecto al dato de enero 2012, frenando así la sangría de caídas que venía registrando la inflación desde <a href="http://ipcblog.es/ipc-noviembre-2011">noviembre de 2011</a>.</h3>
<p>Se calman las <strong>presiones desinflacionistas </strong>sobre la economía española. Según los<a href="http://www.ine.es/daco/daco42/daco421/ipc0212.pdf"> últimos datos del Instituto Nacional de Estadística </a>(INE) el <strong>IPC de Febrero 2012 permanece sin cambios en el 2%</strong> en tasa internaual. Hace más de dos años que el IPC no registraba tasas tan bajas. Concretamente fue en agosto 2012, cuando se situó en el 1,8%.<br />
<span id="more-298"></span><br />
<a href="http://www.ipcblog.es/wp-content/uploads/2010/07/ipc-febrero-2012.jpg"><img class="aligncenter size-medium wp-image-422" title="ipc febrero 2012" src="http://www.ipcblog.es/wp-content/uploads/2010/07/ipc-febrero-2012-300x153.jpg" alt="" width="300" height="153" /></a></p>
<p>Para entender por qué se mantiene la inflación nada mejor que recurrir a la evolución de los principales grupos y subgrupos y a los que más han incidido en el IPC este mes:</p>
<p><strong>Alimentos y bebidas no alcohólicas</strong>, cuya variación anual aumenta tres décimas y se sitúa en el 2,6%. Las parcelas que más destacan por su influencia en este incremento son las legumbres y hortalizas frescas y la leche.<br />
<strong>Otros bienes y servicios</strong>, con una tasa anual del 2,3%, tres décimas inferior a la del mes pasado, a consecuencia de que la subida de los precios de los seguros ha sido menor este mes que en febrero del pasado año.<br />
Instituto Nacional de Estadística<br />
<strong>Ocio y cultura</strong>, que presenta una tasa anual del 0,4%, tres décimas por debajo de la registrada en enero. Esta variación se explica por el comportamiento de los precios del viaje organizado, que suben menos este año, y de los servicios recreativos y deportivos, que bajan este mes frente a la subida registrada en enero de 2011.<br />
<strong>Vivienda</strong>, con una variación anual del 3,3%, una décima inferior a la del mes pasado, debida, en su mayoría, a que la subida del precio del gasóleo para calefacción ha sido menor este mes que en febrero del pasado año.</p>
<p><a href="http://www.ipcblog.es/wp-content/uploads/2010/07/ipc-febrero-2012-grupos.jpg"><img class="aligncenter size-medium wp-image-423" title="ipc febrero 2012 grupos" src="http://www.ipcblog.es/wp-content/uploads/2010/07/ipc-febrero-2012-grupos-300x233.jpg" alt="" width="300" height="233" /></a></p>
<p>Por su parte,<strong> la <a href="../inflacion-subyacente/">inflación subyacente</a>,</strong> que <strong>mide el IPC general sin los datos de energía y alimentos no elaborados</strong>, suna décima y se sitúa en el 1,2%, con lo que aumenta su diferencia con el índice general, situándola en ocho décimas.</p>
<h3>Tasa mensual</h3>
<p>En terminos mensuales el panorama es bien difernte y el IPC sube un punto porcentual entero hasta el 0,1%.</p>
<p>Los grupos que más han influido en esta subida son <strong>Transporte</strong>, que presenta una variación del 0,8% por la subida de los precios de los carburantes y lubricantes; <strong>Otros bienes y servicios</strong>, con una tasa mensual del 0,3% debida al incremento de los precios de los seguros; <a href="http://hipotecashipotecas.es"><strong>Vivienda</strong></a>, cuya variación mensual del 0,2% es consecuencia del aumento de los precios del gasóleo para calefacción, los otros servicios relativos a la vivienda y la distribución de agua; <strong>Alimentos y bebidas no alcohólicas</strong>, con una tasa del 0,1%, por las subidas de los precios de las legumbres y hortalizas frescas y, en menor medida, de la leche. En el lado contrario, presionaron a la baja el IPC General  <strong>Vestido y calzado</strong>, con una variación del –1,7%, que recoge el comportamiento de los precios al final del periodo de rebajas de invierno y <strong>Menaje</strong>, con una tasa del –0,1%.</p>
<p>Resultados por CCAA</p>
<p>Por Comunidades Autónomas, el <strong>IPC de Febrero</strong> disminuye en cuatro comunidades. Destaca Illes Balears, que la sitúa en el 1,4%, siete décimas por debajo del mes pasado. Por su parte, las comunidades autónomas que aumentan su tasa anual son Canaria (1,5%), Comunitat Valenciana (2,0%) y Comunidad Foral de Navarra (2,4%), con un incremento de una décima. En el resto permanece invariable.</p>
<p><a href="http://www.ipcblog.es/wp-content/uploads/2010/07/ipc-febrero-2012-ccaa.jpg"><img class="aligncenter size-medium wp-image-424" title="ipc febrero 2012 ccaa" src="http://www.ipcblog.es/wp-content/uploads/2010/07/ipc-febrero-2012-ccaa-271x300.jpg" alt="" width="271" height="300" /></a></p>
<p>Habrá que seguir atentos la evolución del <a href="http://ipcblog.es/ipc-2012">IPC 2012</a> para saber el rumbo que toma tras este descanso.</p>
<p>Imagen &#8211; <a href="http://www.flickr.com/photos/polycart/">Polycart</a> en Flick</p>
<div id="_mcePaste" style="position: absolute; left: -10000px; top: 1468px; width: 1px; height: 1px; overflow: hidden;"><img 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" alt="" /></div>
]]></content:encoded>
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		</item>
		<item>
		<title>IPC Enero 2010</title>
		<link>http://www.ipcblog.es/ipc-enero-2010/</link>
		<comments>http://www.ipcblog.es/ipc-enero-2010/#comments</comments>
		<pubDate>Fri, 12 Feb 2010 07:00:16 +0000</pubDate>
		<dc:creator>IPCBlog</dc:creator>
				<category><![CDATA[IPC Enero]]></category>
		<category><![CDATA[inflación ipca]]></category>
		<category><![CDATA[IPC 2010]]></category>
		<category><![CDATA[ipc enero 2010]]></category>

		<guid isPermaLink="false">http://www.ipcblog.es/?p=172</guid>
		<description><![CDATA[La inflación sube dos décimas en enero hasta el 1% en tasa interanual según los datos del Instituto Nacional de [...]]]></description>
				<content:encoded><![CDATA[<p><a href="http://tasadeparo.com/wp-content/uploads/2010/01/ipca-adelantado-enero-2010.jpg"></a><a href="http://tasadeparo.com/wp-content/uploads/2010/01/epa-4t09.jpg"></a></p>
<p style="text-align: center;"><img src="http://impuestosrenta.com/wp-content/uploads/2010/02/ipc-enero2010.jpg" alt="" width="354" height="248" /></p>
<p>La <strong>inflación sube dos décimas en enero hasta el 1%</strong> en tasa interanual según los <a href="http://www.ine.es/daco/daco42/daco421/ipc0110.pdf">datos del Instituto Nacional de Estadística</a> (INE). Se trata de la tercera subida consecutiva del IPC, de nuevo motivada por al evolución del precio de la energía y más en concreto de los carburantes.</p>
<p>Una vez más, <strong>el IPC general avanza una décima por debajo del IPCA</strong> y de las <a href="http://www.ipcblog.es/ipca-adelantado-enero-2010/">previsiones del mismo.</a> Estos datos alejan un poco más los fantasmas de la <a href="http://www.finanzzas.com/deflacion">deflación </a>a corto plazo pese a la caída de la demanda, aunque vuelven a poner de manifiesto la excesiva dependencia de la inflación respecto a los productos energéticos. De hecho, la <a href="http://www.ipcblog.es/inflacion-subyacente/">inflación subyacente</a>, que mide índice general sin alimentos no elaborados ni productos energéticos, disminuye dos décimas hasta el 0,1%, con lo que sitúa su diferencia con la tasa del índice general en 0,9 puntos.</p>
<p>Los grupos que más han influido en el aumento del IPC de enero en tasa interanual son:<br />
<strong></strong></p>
<p><strong>Transporte</strong>, cuya tasa anual alcanza el 6,3%, casi dos puntos y medio más que la registrada en diciembre. Esta subida se explica en su mayoría por el aumento del precio de los carburantes y lubricantes, frente a la bajada que experimentaron en enero de 2009.<br />
<strong></strong></p>
<p><strong>Vivienda</strong>, con una tasa anual del 1,2%, cuatro décimas superior a la del mes anterior. Este aumento se debe a la subida de los precios del gas y del gasóleo para calefacción. A pesar de la subida de la tasa anual, cabe destacar el descenso de la tasa anual del grupo:<br />
<strong></strong></p>
<p><strong>Ocio y cultura</strong>, que sitúa su tasa anual en el –1,6%, cinco décimas por debajo de la registrada en diciembre de 2009. La parcela que más destaca por su influencia en esta variación es el viaje organizado, cuyos precios descienden más este año de lo que lo hicieron en enero del año pasado.</p>
<p><img src="http://impuestosrenta.com/wp-content/uploads/2010/02/ipc-enero2010-01.jpg" alt="" width="403" height="314" /></p>
<p>Las perspectivas de inflación cambian radicalmente cuando nos fijamos en el desarrollo mensual del IPC, es decir, cuando se compran los precios de enero con los de diciembre. Así, en enero la tasa de variación mensual del IPC general es del –1,0%.</p>
<p>Transporte, cuya tasa del 1,7% repercute 0,246, fue uno de los que más incidencia tuvo. Esta variación se debe en su mayoría a la subida de precios de los carburantes y lubricantes. Cabe destacar también la subida de precios de los otros servicios de transporte. Por su parte, vivienda experimentó una variación mensual del 0,8% que repercute 0,091 en el IPC general, en tanto que Otros bienes y servicios, registraron una tasa del 0,6%, debida en su mayor parte a la subida de los precios de los seguros, habitual a comienzos de año. Su repercusión en el índice general es de 0,053.<br />
Por el contrario, los grupos con mayor repercusión mensual negativa en el mes de enero fueron Vestido y calzado, con una tasa mensual del –14,1% y una repercusión de –1,222 -debido a las rebajas-,  Ocio y cultura, con una tasa del –1,9%, que repercute –0,148 en el índice general, y Menaje, cuya tasa del –0,9% refleja las disminuciones de precios habituales en el mes de enero.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>La inflación cae al 0,8% en enero</title>
		<link>http://www.ipcblog.es/ipc-enero-2009/</link>
		<comments>http://www.ipcblog.es/ipc-enero-2009/#comments</comments>
		<pubDate>Fri, 13 Feb 2009 07:01:36 +0000</pubDate>
		<dc:creator>IPCBlog</dc:creator>
				<category><![CDATA[IPC 2009]]></category>
		<category><![CDATA[IPC Enero]]></category>
		<category><![CDATA[Previsión IPC]]></category>
		<category><![CDATA[delfación]]></category>
		<category><![CDATA[inflación]]></category>
		<category><![CDATA[ipc enero 2009]]></category>
		<category><![CDATA[petróleo]]></category>
		<category><![CDATA[rebajas]]></category>

		<guid isPermaLink="false">http://www.ipcblog.es/?p=119</guid>
		<description><![CDATA[Se confirma el escenario deflacionario después de que la tasa interanual de IPC en enero cayese seis décimas respecto a [...]]]></description>
				<content:encoded><![CDATA[<p>Se confirma el escenario deflacionario después de que la tasa interanual de IPC en enero cayese seis décimas respecto a diciembre hasta el 0,8%, lo que la sitúa como la más baja desde junio de 1969. La variación mensual es del 1,2%, lo que también supone la mayor caída histórica del índice en el mes de enero según los datos del <a href="http://www.ine.es/">Instituto Nacional de Estadística</a> (INE)</p>
<p>En líneas generales el abaratamiento del petróleo y las fuertes rebajas han sido los principales causantes del <strong>fuerte descenso del IPC en enero</strong>, aunque también han incidido el declive del sector inmobiliario que hasta hace bien poco era uno de los que sostenía el crecimiento del índice. En concreto, los grupos que más han influido en esta disminución son:</p>
<ul>
<li><strong>Vestido y calzado</strong>, cuya tasa anual se reduce más de dos puntos, hasta el <strong>-1,7%</strong>, situándose en niveles negativos por primera vez desde enero de 1978. Esta bajada se explica por la mayor incidencia de las rebajas de temporada este año que en enero de 2008.</li>
<li><strong>Vivienda</strong>, con una tasa anual del <strong>4,6%</strong>, más de un punto inferior a la del mes de diciembre. Esta reducción se debe a la bajada de los precios del <em>gas </em>y del gasóleo para calefacción.</li>
<li><strong>Alimentos y bebidas no alcohólicas</strong>, que sitúa su tasa anual en el <strong>1,9%</strong>, cinco décimas por debajo de la registrada el mes anterior. Las parcelas que más destacan por su influencia en esta variación son el pescado fresco, el pan, los aceites y las frutas frescas.</li>
<li><strong>Transporte</strong>, cuya tasa anual es seis décimas inferior a la del mes de diciembre y alcanza el <strong>-6,2%</strong>. Esta bajada se explica casi en su totalidad por la reducción del precio de los carburantes y lubricantes, frente a la subida que experimentaron en enero de 2008.</li>
</ul>
<p> </p>
<p>La tasa de variación interanual de la <strong>inflación subyacente </strong>(índice general sin alimentos no elaborados ni productos energéticos) disminuye cuatro décimas hasta el <strong>2,0%</strong>, con lo que sitúa su diferencia con la tasa del índice general en 1,2 puntos.</p>
<p><strong>Tasas de variación mensuales</strong></p>
<p>En enero la tasa de variación mensual del IPC general es del <strong>-1,2%</strong>. Esta bajada es la mayor registrada en el mes de enero en toda la serie histórica del IPC.</p>
<p>Entre los grupos con repercusión positiva en el índice general los más relevantes son:</p>
<ul>
<li><strong>Otros bienes y servicios</strong>, cuya tasa del <strong>0,9% </strong>repercute <strong>0,083</strong>. Esta variación se debe en su mayor parte a la subida de los precios de los <em>seguros</em>, habitual a comienzos del año.</li>
<li><strong>Bebidas alcohólicas y tabaco</strong>, con una tasa del <strong>2,1%</strong>, que repercute <strong>0,054 </strong>en el índice general, debido principalmente al aumento de los precios del <em>tabaco</em>.</li>
<li><strong>Vivienda</strong>, con una variación mensual del <strong>0,5% </strong>que repercute <strong>0,051 </strong>en el IPC general.</li>
<li>Esta evolución se explica en su mayoría por la subida de los precios de la electricidad y la distribución de agua.</li>
<li>Del mismo modo, los grupos con mayor repercusión mensual negativa en el mes de enero son los siguientes:</li>
<li><strong>Vestido y calzado</strong>, con una tasa mensual del <strong>-13,8% </strong>y una repercusión de <strong>-1,216</strong>, que recoge el efecto de las rebajas de invierno.</li>
<li><strong>Ocio y cultura</strong>, con una tasa del <strong>-1,4%</strong>, que repercute <strong>-0,108 </strong>en el índice general, debido principalmente a la reducción de los precios del viaje organizado.</li>
<li><strong>Transporte</strong>, cuya tasa del <strong>-0,6% </strong>se explica por la disminución de los precios de los carburantes y lubricantes<em> </em>y de los automóviles. Su repercusión respecto al mes anterior es de <strong>-0,089</strong>.</li>
</ul>
<p><a href="http://www.ine.es/daco/daco42/daco421/ipc0109.pdf">Nota de prensa del INE (pdf)</a></p>
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		<title>IPC enero 2009: el dato que nos espera</title>
		<link>http://www.ipcblog.es/ipc-enero-2009-el-dato-que-nos-espera/</link>
		<comments>http://www.ipcblog.es/ipc-enero-2009-el-dato-que-nos-espera/#comments</comments>
		<pubDate>Tue, 10 Feb 2009 08:08:25 +0000</pubDate>
		<dc:creator>IPCBlog</dc:creator>
				<category><![CDATA[IPC Enero]]></category>
		<category><![CDATA[Previsión IPC]]></category>
		<category><![CDATA[deflación]]></category>
		<category><![CDATA[inflación]]></category>
		<category><![CDATA[IPC 2009]]></category>

		<guid isPermaLink="false">http://www.ipcblog.es/?p=121</guid>
		<description><![CDATA[El ejercicio 2008 terminó camino de la deflación y todo apunta a que en 2009 se confirmará esa senda. La [...]]]></description>
				<content:encoded><![CDATA[<p>El ejercicio <strong>2008 terminó camino de la deflación</strong> y todo apunta a que <strong><a href="http://www.ipcblog.es/ipc-2009">en 2009 se confirmará esa senda</a></strong>. La caída de la inflación está siendo más rápida de lo previsto y si las primeras estimaciones apuntaban a que el IPC caería por debajo del 1% a mediados de año, parece que no habrá que esperar tanto para alcanzar esas cotas que incluso podríamos verlas ya reflejadas en el <strong>IPC de Enero 2009</strong>.</p>
<p>El <strong>IPCA adelantado cayó al 0,8%</strong> según los <a href="http://www.ine.es/daco/daco42/daco4218/ipce0109.pdf">datos del Instituto Nacional de Estadística</a> (INE). Aunque el IPC Armonizado puede diferir respecto al IPC general, lo cierto es que suele ser una buena guía sobre el posible comportamiento de la inflación. Además, en los últimos meses las diferencias siempre han sido ‘favorables&#8217; al IPCA, ya que la inflación general ha caído en esos casos por encima del otro indicador.</p>
<p>La crisis está obligando a muchos comercios a bajar precios, lo que, unido a las rebajas, se dejará notar en el <strong>IPC de Enero 2009</strong>. Enero es generalmente un mes de caídas para la inflación y en este caso el precio del crudo seguirá colaborando para que así sea.</p>
<p>En cualquier caso habrá que esperar hasta el 13 de febrero para conocer el dato definitivo y certificar la que sería la sexta caída consecutiva del IPC, que en apenas un año ha perdido cerca de 3 puntos porcentuales y más de cuatro desde el máximo registrado en mayo de 2008.</p>
<p><a href="http://www.ipcblog.es/wp-content/uploads/2009/01/ipcaenero09.jpg"><img class="aligncenter size-full wp-image-117" title="ipcaenero09" src="http://www.ipcblog.es/wp-content/uploads/2009/01/ipcaenero09.jpg" alt="" width="279" height="217" /></a></p>
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		<item>
		<title>El IPCA se desploma siete décimas hasta el 0,8%</title>
		<link>http://www.ipcblog.es/el-ipca-se-desploma-siete-decimas-hasta-el-08/</link>
		<comments>http://www.ipcblog.es/el-ipca-se-desploma-siete-decimas-hasta-el-08/#comments</comments>
		<pubDate>Fri, 30 Jan 2009 08:57:20 +0000</pubDate>
		<dc:creator>IPCBlog</dc:creator>
				<category><![CDATA[IPC Enero]]></category>
		<category><![CDATA[Previsión IPC]]></category>
		<category><![CDATA[deflación]]></category>
		<category><![CDATA[IPC Armonizado]]></category>
		<category><![CDATA[IPCA]]></category>

		<guid isPermaLink="false">http://www.ipcblog.es/?p=116</guid>
		<description><![CDATA[Aunque las previsiones del IPC 2009 ya hablan de deflación lo que pocos podían esperar es que el proceso fuese [...]]]></description>
				<content:encoded><![CDATA[<p><a href="http://www.ipcblog.es/wp-content/uploads/2009/01/ipcaenero09.jpg"><img class="aligncenter size-full wp-image-117" title="ipcaenero09" src="http://www.ipcblog.es/wp-content/uploads/2009/01/ipcaenero09.jpg" alt="" width="279" height="217" /></a></p>
<p>Aunque las previsiones del IPC 2009 ya hablan de deflación lo que pocos podían esperar es que el proceso fuese tan rápido. En principio, la inflación debía situarse por debajo del 1% a mediados de año y sin embargo parece que no hará falta esperar tanto. <strong>El IPCA adelantado bajó siete décimas en enero</strong> hasta el 0,8% según los <a href="http://www.ine.es/daco/daco42/daco4218/ipce0109.pdf">datos del Instituto Nacional de Estadística</a> (INE).</p>
<p>Esta caída sitúa al índice en su nivel histórico más bajo y a nuestra economía a las puertas de la deflación. Según la definición del Fondo Monetario Internacional (FMI) <strong>un país entra en recesión cuando los precios caen de manera consecutiva dos trimestres</strong>. En el caso español, el IPCA acumularía con esta su sexto descenso consecutivo tras el 5,3% registrado en mayo. En apenas un año la inflación armonizada ha caído 3,6 puntos.</p>
<p>Habrá que esperar hasta<strong> el 13 de febrero </strong>para conocer el dato del <strong>IPC de enero</strong>. Sin embargo, el dato suele coincidir con el del IPCA, si bien en los últimos meses el índice general ha estado por debajo del armonizado. Así, <a href="http://www.ipcblog.es/ipc-diciembre2008/">el IPC de diciembre cayó al 1,4%</a>, una décima por debajo del IPCA, que se paró en el 1,5%.</p>
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