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	<title>Precio &#8211; Panel de noticias de Adriano</title>
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		<title>ELECTRICIDAD 2014</title>
		<link>http://www.adrianosi.com/blog/electricidad-2014/</link>
					<comments>http://www.adrianosi.com/blog/electricidad-2014/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 09 Oct 2014 23:23:20 +0000</pubDate>
				<category><![CDATA[Hogar]]></category>
		<category><![CDATA[Precio]]></category>
		<category><![CDATA[AHORRO]]></category>
		<category><![CDATA[EFICIENCIA ENERGETICA]]></category>
		<category><![CDATA[INFORMACIÓN]]></category>
		<guid isPermaLink="false">http://www.adrianosi.com/blog/?p=1784</guid>

					<description><![CDATA[¿Cómo han evolucionado el precio del Kw en los últimos años? ¿Cómo son las tarifas eléctricas para particulares? Tenemos básicamente dos tarifas : &#8211; Tarifa de Último Recurso (TUR) : Cuando el mercado eléctrico se abrió a la competencia, el gobierno creo una tarifa de precio controlado. Ha estado en general en precios bajos pero poco a poco han ido surgiendo ofertas con mejor precio que la TUR. &#8211; Tarifa de Libre Mercado : Estas tarifas son ofertdas por las compañías electricas y por tanto no están reguladas. ¿Cuáles son los conceptos de una facturación eléctrica? Suele llevar estos apartados. ENERGÍA : Potencia facturada: es el importe de un término fijo que se calcula multiplicando la potencia contratada (kW) por el número de días del período de facturación y por el precio del kW. Consumo facturado: es el importe del consumo que has realizado durante el período facturado. Se obtiene multiplicando el consumo de dicho periodo (kWh) por el precio del kWh. Descuentos: se indica el ahorro obtenido en caso de que corresponda aplicarlos. Impto. sobre electricidad: es un impuesto de los denominados especiales, como los que gravan el alcohol, tabaco o hidrocarburos. Se calcula de la forma establecida por la Ley 38/1992 de Impuestos Especiales, multiplicando lo que se paga por el consumo y la potencia facturados por 5,1127%. SERVICIOS Y OTROS CONCEPTOS : Alquiler equipos de medida: se calcula multiplicando el nº de días del período de facturación por el precio del alquiler del contador, salvo que el contador sea propiedad del cliente, que en tal caso no se factura. Su precio está regulado por la Administración. Pueden aparecer otro tipo de servicios como  el seguro de Protección de Pagos , así como descuentos, si corresponde su aplicación. TOTAL ENERGÍA, SERVICIOS Y OTROS CONCEPTOS: recoge el importe total a facturar de energía, servicios y demás conceptos detallados en los apartados anteriores. Sobre este importe se añade el IVA IVA: Impuesto sobre el Valor Añadido. Se aplica el tipo vigente sobre la suma de los conceptos anteriores. En el caso de Canarias, aplicaría el IGIC al tipo vigente y en el caso de Ceuta y Melilla el IPSI al tipo vigente. TOTAL IMPORTE FACTURA: es el importe final de factura a pagar. Hay que tener en cuenta que a veces estos conceptos pueden tener dos líneas si hay discriminación horaria o se ha producido un cambio de tarifas en el periodo. ¿Cuánta potencia eléctrica tenemos instalada en España? ¿Por qué sube tanto el precio de la electricidad? El precio lo empujan varios factores : &#8211; La materia prima (gas, uranio) sube y por tanto acaba tirando del precio para arriba. &#8211; Las primas a las renovables, aunque recortadas pesan en el sistema. &#8211; Se ha añadido algunos impuestos y la parte regulada el gobierno la ha ido subiendo. &#8211; La obligación de comprar carbón nacional que es más caro que el importado. &#8211; El sistema, tal cual está diseñado es un oligopolio, porque las empresas que generan electricidad también actúan de mayoristas eléctricas. Es decir, un día te compro yo y mañana me compras tú, así que el acuerdo de precios es fácil (en contra del que no esta en esa mesa que es el consumidor). ¿Cómo se puede ahorrar? Además de lo dicho en : http://www.adrianosi.com/blog/ahorro-electrico-en-una-casa  usar la web : http://comparadorluz.com/ y muy en especial : http://comparador.comparadorluz.com .]]></description>
										<content:encoded><![CDATA[<p style="text-align: justify;"><strong>¿Cómo han evolucionado el precio del Kw en los últimos años?</strong><br />
<iframe src="http://cf.datawrapper.de/PcfF2/1/" width="648" height="1000" frameborder="0" allowfullscreen="allowfullscreen"></iframe><br />
<iframe src="http://cf.datawrapper.de/eNKOU/1/" width="700" height="440" frameborder="0" allowfullscreen="allowfullscreen"></iframe><br />
<iframe src="http://cf.datawrapper.de/mXLEi/1/" width="700" height="440" frameborder="0" allowfullscreen="allowfullscreen"></iframe><br />
<strong>¿Cómo son las tarifas eléctricas para particulares?</strong></p>
<p style="text-align: justify;">Tenemos básicamente dos tarifas :</p>
<p style="text-align: justify;">&#8211; Tarifa de Último Recurso (TUR) : Cuando el mercado eléctrico se abrió a la competencia, el gobierno creo una tarifa de precio controlado. Ha estado en general en precios bajos pero poco a poco han ido surgiendo ofertas con mejor precio que la TUR.</p>
<p style="text-align: justify;">&#8211; Tarifa de Libre Mercado : Estas tarifas son ofertdas por las compañías electricas y por tanto no están reguladas.</p>
<p style="text-align: justify;"><strong>¿Cuáles son los conceptos de una facturación eléctrica?</strong></p>
<p style="text-align: justify;">Suele llevar estos apartados.</p>
<p style="text-align: justify;">ENERGÍA :</p>
<ul class="listaElementos" style="text-align: justify;">
<li class="elementoNivel1"><span class="negrita_texto">Potencia facturada:</span> es el importe de un término fijo que se calcula multiplicando la potencia contratada (kW) por el número de días del período de facturación y por el precio del kW.</li>
<li class="elementoNivel1"><span class="negrita_texto">Consumo facturado</span>: es el importe del consumo que has realizado durante el período facturado. Se obtiene multiplicando el consumo de dicho periodo (kWh) por el precio del kWh.</li>
<li class="elementoNivel1"><span class="negrita_texto">Descuentos</span>: se indica el ahorro obtenido en caso de que corresponda aplicarlos.</li>
<li class="elementoNivel1"><span class="negrita_texto">Impto. sobre electricidad</span>: es un impuesto de los denominados especiales, como los que gravan el alcohol, tabaco o hidrocarburos. Se calcula de la forma establecida por la Ley 38/1992 de Impuestos Especiales, multiplicando lo que se paga por el consumo y la potencia facturados por 5,1127%.</li>
</ul>
<p style="text-align: justify;">SERVICIOS Y OTROS CONCEPTOS :</p>
<ul class="listaElementos" style="text-align: justify;">
<li class="elementoNivel1"><span class="negrita_texto">Alquiler equipos de medida</span>: se calcula multiplicando el nº de días del período de facturación por el precio del alquiler del contador, salvo que el contador sea propiedad del cliente, que en tal caso no se factura. Su precio está regulado por la Administración.</li>
<li class="elementoNivel1">Pueden aparecer otro tipo de servicios como  el seguro de Protección de Pagos , así como descuentos, si corresponde su aplicación.</li>
</ul>
<p style="text-align: justify;"><span class="negrita_texto"><span class="standard verde">TOTAL ENERGÍA, SERVICIOS Y OTROS CONCEPTOS</span></span>: recoge el importe total a facturar de energía, servicios y demás conceptos detallados en los apartados anteriores. Sobre este importe se añade el IVA</p>
<ul class="listaElementos" style="text-align: justify;">
<li class="elementoNivel1"><span class="negrita_texto">IVA</span>: Impuesto sobre el Valor Añadido. Se aplica el tipo vigente sobre la suma de los conceptos anteriores. En el caso de Canarias, aplicaría el IGIC al tipo vigente y en el caso de Ceuta y Melilla el IPSI al tipo vigente.</li>
<li class="elementoNivel1"><span class="negrita_texto">TOTAL IMPORTE FACTURA</span>: es el importe final de factura a pagar.</li>
</ul>
<p style="text-align: justify;">Hay que tener en cuenta que a veces estos conceptos pueden tener dos líneas si hay discriminación horaria o se ha producido un cambio de tarifas en el periodo.</p>
<p style="text-align: justify;"><strong>¿Cuánta potencia eléctrica tenemos instalada en España?</strong><br />
<iframe src="http://cf.datawrapper.de/vBqJJ/1/" width="600" height="400" frameborder="0" allowfullscreen="allowfullscreen"></iframe></p>
<p style="text-align: justify;"><strong>¿Por qué sube tanto el precio de la electricidad?</strong></p>
<p style="text-align: justify;">El precio lo empujan varios factores :</p>
<p style="text-align: justify;">&#8211; La materia prima (gas, uranio) sube y por tanto acaba tirando del precio para arriba.</p>
<p style="text-align: justify;">&#8211; Las primas a las renovables, aunque recortadas pesan en el sistema.</p>
<p style="text-align: justify;">&#8211; Se ha añadido algunos impuestos y la parte regulada el gobierno la ha ido subiendo.</p>
<p style="text-align: justify;">&#8211; La obligación de comprar carbón nacional que es más caro que el importado.</p>
<p style="text-align: justify;">&#8211; El sistema, tal cual está diseñado es un oligopolio, porque las empresas que generan electricidad también actúan de mayoristas eléctricas. Es decir, un día te compro yo y mañana me compras tú, así que el acuerdo de precios es fácil (en contra del que no esta en esa mesa que es el consumidor).</p>
<p style="text-align: justify;"><strong>¿Cómo se puede ahorrar?</strong></p>
<p style="text-align: justify;">Además de lo dicho en :<a href="http://www.adrianosi.com/blog/ahorro-electrico-en-una-casa" class="broken_link"> http://www.adrianosi.com/blog/<span id="editable-post-name" title="Haz clic para editar esta parte del enlace permanente">ahorro-electrico-en-una-casa</span></a>  usar la web : <a href="http://comparadorluz.com/">http://comparadorluz.com/</a> y muy en especial : <a href="http://comparador.comparadorluz.com">http://comparador.comparadorluz.com</a> .</p>
]]></content:encoded>
					
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		<post-id xmlns="com-wordpress:feed-additions:1">1784</post-id>	</item>
		<item>
		<title>NUEVA TARIFA ELÉCTRICA</title>
		<link>http://www.adrianosi.com/blog/nueva-tarifa-electrica/</link>
					<comments>http://www.adrianosi.com/blog/nueva-tarifa-electrica/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 25 Apr 2014 20:01:48 +0000</pubDate>
				<category><![CDATA[Hogar]]></category>
		<category><![CDATA[Precio]]></category>
		<category><![CDATA[AHORRO]]></category>
		<category><![CDATA[EFICIENCIA ENERGETICA]]></category>
		<category><![CDATA[INFORMACIÓN]]></category>
		<guid isPermaLink="false">http://www.adrianosi.com/blog/?p=785</guid>

					<description><![CDATA[¿Cuándo ha variado? El uno de Abril de 2014, pero hay un periodo transitorio de tres meses para que las compañías eléctricas adapten sus equipos e infraestructuras. ¿Cómo ha variado la tarifa eléctrica? Esencialmente pasamos de un sistema de subastas trimestrales a un sistema de precio por hora. Las compra-ventas de electricidad se producen continuamente entre compañías productoras y suministradoras en un mercado de subasta continuo. El nuevo modelo va a un sistema de facturación por horas vinculado al mercado mayorista, es decir, a cada hora se fija el precio del kw/h para la aplicación al día siguiente. Por tanto el precio de la electricidad va a variar a lo largo del día y el consumidor va a saber a través de las paginas web de las compañías (y previsiblemente de servidos de terceros que van a nacer), el precio por hora de la electricidad que van a pagar el día siguiente, sin embargo, dado que sólo hay 7 millones de contadores inteligentes instalados (que detallan el consumo por hora), hasta que todos los contadores sean actualizados (el plazo es 2018) el precio se calculará de forma media en el trimestre a partir de las medias diarias. Es decir, a futuro todos pagaremos por la luz según el precio por hora, pero mientras se realiza la actualización de contadores vamos a un sistema transitorio de medias trimestrales. ¿Desde cuándo aplica el cambio? Desde el uno de Abril de 2014, pero las compañías disponen de tres meses para adaptarse al nuevo sistema. Algunas como EON ya ha realizado los cambios necesarios. Otras como Iberdrola o Endesa están en proceso. Las compañías informarán a sus clientes cuando la adaptación de sus sistemas esté realizada. ¿Cómo va  a afectar el nuevo cambio a la factura? En teoría al tomar precios de cada hora (que proceden de subasta mayorista) va a ser más realista que el sistema actual de subasta trimestral. Sin embargo, dado que el número de empresas que intervienen en la subasta es bajo y que esas mismas empresas unos días compran y otros venden (porque es  común el papel de productor y de suministrador en la misma compañía) el régimen de cuasi oligopolio no varía significativamente. Aún así, se espera que el precio del kilowattio baje en torno a un 3%. ¿El nuevo sistema afectará a todos los consumidores? Al los que están acogidos a la tarifa de último recurso (TUR) que es la única tarifa eléctrica que determina el Gobierno, al margen del bono social diseñado para familias con especiales dificultades económicas. A esta tarifa están acogidos unos 16 millones de consumidores con una potencia contratada de menos de 10 kilovatios (kw). No afectará a quienes estén en el mercado libre inicialmente, aunque la tarifa TUR influye en las demás. Las comercializadoras, además, estarán obligadas a incorporar una modalidad anual de tarifa, con un único precio estable para todo el año. Quienes elijan esta opción saldrán de la tarifa pero siempre tienen la opción de volver al precio regulado. ¿Cómo se desglosa la factura de la electricidad ahora mismo ?  En tres partes: el energético, con el que se paga la generación de energía y que se fija con criterios de mercado; los peajes de acceso, que determina el Gobierno para retribuir las actividades reguladas (transporte, distribución, primas renovables, pagos por capacidad o costes extrapeninsulares, entre otros), y los impuestos. En una factura de 50 euros, se pagan 20,6 euros de peajes, 18,7 euros de energía y 10,7 euros de impuestos. ¿Se espera mucha diferencia de precio entre las distintas horas del día? Sí. Actualmente puede haber diferencias de hasta 4 veces en precio eléctrico en mayoristas en distintas horas. No hay razón para que esto no vaya a continuar así. ¿Qué horas van a ser las mas baratas y las mas caras? La noche, de 3 a 5 de la mañana serán las baratas y las 20:30-22:30 las más caras. Insistir en que la eléctrica sólo nos factura por horas si tenemos contador inteligente, en caso contrario iremos por precio medio por día.]]></description>
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<p style="text-align: justify;"><strong>¿Cuándo ha variado?</strong></p>
<p style="text-align: justify;">El uno de Abril de 2014, pero hay un periodo transitorio de tres meses para que las compañías eléctricas adapten sus equipos e infraestructuras.</p>
<p style="text-align: justify;"><strong>¿Cómo ha variado la tarifa eléctrica?</strong></p>
<p style="text-align: justify;">Esencialmente pasamos de un sistema de subastas trimestrales a un sistema de precio por hora. Las compra-ventas de electricidad se producen continuamente entre compañías productoras y suministradoras en un mercado de subasta continuo. El nuevo modelo va a un sistema de facturación por horas vinculado al mercado mayorista, es decir, a cada hora se fija el precio del kw/h para la aplicación al día siguiente. Por tanto el precio de la electricidad va a variar a lo largo del día y el consumidor va a saber a través de las paginas web de las compañías (y previsiblemente de servidos de terceros que van a nacer), el precio por hora de la electricidad que van a pagar el día siguiente, sin embargo, dado que sólo hay 7 millones de contadores inteligentes instalados (que detallan el consumo por hora), hasta que todos los contadores sean actualizados (el plazo es 2018) el precio se calculará de forma media en el trimestre a partir de las medias diarias. Es decir, a futuro todos pagaremos por la luz según el precio por hora, pero mientras se realiza la actualización de contadores vamos a un sistema transitorio de medias trimestrales.</p>
<p style="text-align: justify;"><strong>¿Desde cuándo aplica el cambio?</strong></p>
<p style="text-align: justify;">Desde el uno de Abril de 2014, pero las compañías disponen de tres meses para adaptarse al nuevo sistema. Algunas como EON ya ha realizado los cambios necesarios. Otras como Iberdrola o Endesa están en proceso. Las compañías informarán a sus clientes cuando la adaptación de sus sistemas esté realizada.</p>
<p style="text-align: justify;"><strong>¿Cómo va  a afectar el nuevo cambio a la factura?</strong></p>
<p style="text-align: justify;">En teoría al tomar precios de cada hora (que proceden de subasta mayorista) va a ser más realista que el sistema actual de subasta trimestral. Sin embargo, dado que el número de empresas que intervienen en la subasta es bajo y que esas mismas empresas unos días compran y otros venden (porque es  común el papel de productor y de suministrador en la misma compañía) el régimen de cuasi oligopolio no varía significativamente. Aún así, se espera que el precio del kilowattio baje en torno a un 3%.</p>
<p style="text-align: justify;"><strong>¿El nuevo sistema afectará a todos los consumidores?</strong></p>
<p style="text-align: justify;">Al los que están acogidos a la tarifa de último recurso (TUR) que es la única tarifa eléctrica que determina el Gobierno, al margen del bono social diseñado para familias con especiales dificultades económicas. A esta tarifa están acogidos unos 16 millones de consumidores con una potencia contratada de menos de 10 kilovatios (kw).</p>
<p style="text-align: justify;">No afectará a quienes estén en el mercado libre inicialmente, aunque la tarifa TUR influye en las demás.</p>
<p style="text-align: justify;">Las comercializadoras, además, estarán obligadas a incorporar una modalidad anual de tarifa, con un único precio estable para todo el año. Quienes elijan esta opción saldrán de la tarifa pero siempre tienen la opción de volver al precio regulado.</p>
<p style="text-align: justify;"><strong>¿Cómo se desglosa la factura de la electricidad ahora mismo ?</strong></p>
<p style="text-align: justify;"> En tres partes: el energético, con el que se paga la generación de energía y que se fija con criterios de mercado; los peajes de acceso, que determina el Gobierno para retribuir las actividades reguladas (transporte, distribución, primas renovables, pagos por capacidad o costes extrapeninsulares, entre otros), y los impuestos.</p>
<p style="text-align: justify;">En una factura de 50 euros, se pagan 20,6 euros de peajes, 18,7 euros de energía y 10,7 euros de impuestos.</p>
<p style="text-align: justify;"><strong>¿Se espera mucha diferencia de precio entre las distintas horas del día?</strong></p>
<p style="text-align: justify;">Sí. Actualmente puede haber diferencias de hasta 4 veces en precio eléctrico en mayoristas en distintas horas. No hay razón para que esto no vaya a continuar así.</p>
<p style="text-align: justify;"><strong>¿Qué horas van a ser las mas baratas y las mas caras?</strong></p>
<p style="text-align: justify;">La noche, de 3 a 5 de la mañana serán las baratas y las 20:30-22:30 las más caras. Insistir en que la eléctrica sólo nos factura por horas si tenemos contador inteligente, en caso contrario iremos por precio medio por día.</p>
]]></content:encoded>
					
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		<post-id xmlns="com-wordpress:feed-additions:1">785</post-id>	</item>
		<item>
		<title>FACTORES EN EL CAMBIO DE TENDENCIA DE LOS PRECIOS DE LA VIVIENDA</title>
		<link>http://www.adrianosi.com/blog/factores-en-el-cambio-de-tendencia-de-los-precios-de-la-vivienda/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 15 Jul 2013 18:10:41 +0000</pubDate>
				<category><![CDATA[Precio]]></category>
		<category><![CDATA[INFORMACIÓN]]></category>
		<guid isPermaLink="false">http://www.adrianosi.com/blog/?p=442</guid>

					<description><![CDATA[¿Cuál ha sido la evolución del precio de la vivienda en los últimos años? Se puede observar que, a partir del año 1998, la vivienda empieza a crecer de manera casi desbocada hasta 2008 (años de la burbuja) y que en 2008 empieza a caer rápidamente. Año 1998 1999 2000 2001 2002 2003 2004 2005 2006 2007 Var. Precio VIv. % 5,1 9,0 12,5 8,8 14,7 15,8 18,4 10,1 9,8 5,1 IPC 1,4 2,9 4,0 2,7 4,0 2,6 3,2 3,7 2,7 4,2 Todos los años de la burbuja, el precio de la vivienda sube mucho más que el índice de precios al consumo (IPC). La caída  : AÑO 2008 2009 2010 2011 2012 2013 (Junio) Var. Precio VIv. % -6,6 -5,7 -3,2 -4,0 -7,0 -5,0 (JUNIO) IPC 1,4 0,8 3,0 2,4 2,9  1,2 (JUNIO) Hay que tener en cuenta que en este caso las inflaciones y las caídas de precio de vivienda se acoplan, es decir, que los precios suben mientras las viviendas bajan, con lo que se amplifica el efecto de la caída. Descontada la inflacción (euros constantes), el precio de la vivienda está casi a niveles de 2004. ¿Cuál ha sido la evolución de los salarios en los últimos años? (fuente agarzon) Se puede observar como los salarios han ido creciendo (línea azul), pero que el crecimiento de la capacidad adquisitiva (línea marrón) es, desde los años 90, casi 0. Por tanto, los salarios llevan estancados en su capacidad de compra desde los años 90. Si los salarios no crecían, ¿por qué se infló la burbuja? Por tres motivos que actuaron al unísono: &#8211; La bajada del desempleo desde finales de los 90 a 2007. (fuente wikipedia) &#8211; La bajada del interés bancario (Euribor), que hacía el crédito más barato. (fuente gurublog) &#8211; Se creó efecto riqueza en el comprador al pensar que compraba caro, pero que vendería aún más caro. Es decir, más gente trabajando (aumentó de la capacidad de compra colectiva, pero no individual) y precios de crédito menores. La mayoría de la gente confió en tener empleo o que podría conseguir otro y le era barato endeudarse. Se compró a crédito barato (sin dinero real en los salarios) en base a expectativas de empleo y valor de lo comprado. Cuando el esfuerzo de compra rebasó todas las capacidades de endeudamiento (hipotecas a 40 años&#8230;), el castillo de precios se derrumbó. ¿Cómo evolucionó el esfuerzo de compra en los últimos años? Esta cifra es muy significativa porque se considera un muy buen índice para saber si el mercado inmobiliario está infra o sobrevalorado. (fuente idealista) Se considera que el mercado inmobiliario está en su punto de equilibrio cuando el esfuerzo de compra está entorno a 4 años de salario bruto. Obsérvese que, hasta aproximadamente el año 2000, el esfuerzo era de ese orden pero que se dispara rápidamente hasta que llega a casi 8 en el año 2007. Ésto, de modo abreviado, quiere decir que en 2007 los compradores cobraban la mitad de lo que deberían o que las casas valían el doble de lo que deberían (o algo entre ambas opciones). Pero, en 2013 seguimos por encima de 4, por tanto, dado que no es previsible una ganancia generalizada de poder adquisitivo, a la vivienda aún le queda un recorrido hacia abajo de entorno a un 30%. ¿Cuánto stock de vivienda hay acumulado? Éste es el otro problema de mercado inmobiliario. Hay un sobrestock de vivienda construida disponible. (fuente investorsconundrum) El mercado español necesitaba alrededor de 350.000 &#8211; 400.000 viviendas nuevas para absorber la demanda. Durante los años de la burbuja se construyeron hasta el doble de las necesarias (durante varios años). La vivienda construida al final de su ciclo expansivo ha quedado sin vender y se junta además con las ejecuciones hipotecarias de ciudadanos que, no pudiendo pagar su vivienda, han sido desahuciados. Este stock, sobre el que no hay un pleno consenso de su cantidad, se estima entorno a 700.000 viviendas actualmente. Combinando estos factores, ¿cuándo tocará suelo el precio de la vivienda? De modo resumido: cuando la oferta y la demanda se encuentren en precio. Y para esto van a contar : &#8211; Repunte sostenido del empleo &#8211; Ajuste del esfuerzo familiar de compra a 4 años (en lugar de los 6 actuales) &#8211; Liquidación del stock pendiente que atasca todo el sistema inmobiliario (en buena medida es uno de los objetivos del Sareb) Si nos tuviéramos que mojar: 2-3 años de ajuste por delante todavía. Si usted tuviera que comprar o pensara invertir en mercado inmobiliario, haga la siguiente cuenta: mire el precio medio de la zona por metro cuadrado y quítele el 30%. Si a ese precio rebajado por metro cuadrado se la venden, quizás acabe haciendo un buen negocio &#8230; con paciencia.]]></description>
										<content:encoded><![CDATA[<p><strong>¿Cuál ha sido la evolución del precio de la vivienda en los últimos años?</strong></p>
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" /></p>
<p>Se puede observar que, a partir del año 1998, la vivienda empieza a crecer de manera casi desbocada hasta 2008 (años de la burbuja) y que en 2008 empieza a caer rápidamente.</p>
<table border="1" align="center">
<tbody>
<tr>
<th>Año</th>
<th></th>
<th>1998</th>
<th>1999</th>
<th>2000</th>
<th>2001</th>
<th>2002</th>
<th>2003</th>
<th>2004</th>
<th>2005</th>
<th>2006</th>
<th>2007</th>
</tr>
<tr>
<th>Var. Precio VIv. %</th>
<th></th>
<th>5,1</th>
<th>9,0</th>
<th>12,5</th>
<th>8,8</th>
<th>14,7</th>
<th>15,8</th>
<th>18,4</th>
<th>10,1</th>
<th>9,8</th>
<th>5,1</th>
</tr>
<tr>
<th>IPC</th>
<th></th>
<th>1,4</th>
<th>2,9</th>
<th>4,0</th>
<th>2,7</th>
<th>4,0</th>
<th>2,6</th>
<th>3,2</th>
<th>3,7</th>
<th>2,7</th>
<th>4,2</th>
</tr>
</tbody>
</table>
<p>Todos los años de la burbuja, el precio de la vivienda sube mucho más que el índice de precios al consumo (IPC).</p>
<p>La caída  :</p>
<table class="wikitable" border="1" align="center">
<tbody>
<tr>
<th>AÑO</th>
<th>2008</th>
<th>2009</th>
<th>2010</th>
<th>2011</th>
<th>2012</th>
<th>2013 (Junio)</th>
</tr>
<tr>
<th>Var. Precio VIv. %</th>
<th>-6,6</th>
<th>-5,7</th>
<th>-3,2</th>
<th>-4,0</th>
<th>-7,0</th>
<th>-5,0 (JUNIO)</th>
</tr>
<tr>
<th>IPC</th>
<th>1,4</th>
<th>0,8</th>
<th>3,0</th>
<th>2,4</th>
<th>2,9</th>
<th> 1,2 (JUNIO)</th>
</tr>
</tbody>
</table>
<p style="text-align: justify;">Hay que tener en cuenta que en este caso las inflaciones y las caídas de precio de vivienda se acoplan, es decir, que los precios suben mientras las viviendas bajan, con lo que se amplifica el efecto de la caída.</p>
<p style="text-align: justify;">Descontada la inflacción (euros constantes), el precio de la vivienda está casi a niveles de 2004.</p>
<p><strong>¿Cuál ha sido la evolución de los salarios en los últimos años?</strong></p>
<p><img alt="" 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" /></p>
<p>(fuente agarzon)</p>
<p style="text-align: justify;">Se puede observar como los salarios han ido creciendo (línea azul), pero que el crecimiento de la capacidad adquisitiva (línea marrón) es, desde los años 90, casi 0. Por tanto, los salarios llevan estancados en su capacidad de compra desde los años 90.</p>
<p><strong>Si los salarios no crecían, ¿por qué se infló la burbuja?</strong></p>
<p>Por tres motivos que actuaron al unísono:</p>
<p>&#8211; La bajada del desempleo desde finales de los 90 a 2007.</p>
<p><img alt="" src="data:;base64,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" /></p>
<p>(fuente wikipedia)</p>
<p>&#8211; La bajada del interés bancario (Euribor), que hacía el crédito más barato.</p>
<p><img alt="" 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" /></p>
<p>(fuente gurublog)</p>
<p>&#8211; Se creó efecto riqueza en el comprador al pensar que compraba caro, pero que vendería aún más caro.</p>
<p style="text-align: justify;">Es decir, más gente trabajando (aumentó de la capacidad de compra colectiva, pero no individual) y precios de crédito menores. La mayoría de la gente confió en tener empleo o que podría conseguir otro y le era barato endeudarse. Se compró a crédito barato (sin dinero real en los salarios) en base a expectativas de empleo y valor de lo comprado. Cuando el esfuerzo de compra rebasó todas las capacidades de endeudamiento (hipotecas a 40 años&#8230;), el castillo de precios se derrumbó.</p>
<p><strong>¿Cómo evolucionó el esfuerzo de compra en los últimos años?</strong></p>
<p>Esta cifra es muy significativa porque se considera un muy buen índice para saber si el mercado inmobiliario está infra o sobrevalorado.</p>
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" /></p>
<p>(fuente idealista)</p>
<p style="text-align: justify;">Se considera que el mercado inmobiliario está en su punto de equilibrio cuando el esfuerzo de compra está entorno a 4 años de salario bruto. Obsérvese que, hasta aproximadamente el año 2000, el esfuerzo era de ese orden pero que se dispara rápidamente hasta que llega a casi 8 en el año 2007. Ésto, de modo abreviado, quiere decir que en 2007 los compradores cobraban la mitad de lo que deberían o que las casas valían el doble de lo que deberían (o algo entre ambas opciones). Pero, en 2013 seguimos por encima de 4, por tanto, dado que no es previsible una ganancia generalizada de poder adquisitivo, a la vivienda aún le queda un recorrido hacia abajo de entorno a un 30%.</p>
<p><strong>¿Cuánto stock de vivienda hay acumulado? </strong></p>
<p>Éste es el otro problema de mercado inmobiliario. Hay un sobrestock de vivienda construida disponible.</p>
<p><img alt="" 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" /></p>
<p>(fuente investorsconundrum)</p>
<p style="text-align: justify;">El mercado español necesitaba alrededor de 350.000 &#8211; 400.000 viviendas nuevas para absorber la demanda. Durante los años de la burbuja se construyeron hasta el doble de las necesarias (durante varios años). La vivienda construida al final de su ciclo expansivo ha quedado sin vender y se junta además con las ejecuciones hipotecarias de ciudadanos que, no pudiendo pagar su vivienda, han sido desahuciados. Este stock, sobre el que no hay un pleno consenso de su cantidad, se estima entorno a 700.000 viviendas actualmente.</p>
<p><strong>Combinando estos factores, ¿cuándo tocará suelo el precio de la vivienda? </strong>De modo resumido: cuando la oferta y la demanda se encuentren en precio. Y para esto van a contar :</p>
<p>&#8211; Repunte sostenido del empleo</p>
<p>&#8211; Ajuste del esfuerzo familiar de compra a 4 años (en lugar de los 6 actuales)</p>
<p>&#8211; Liquidación del stock pendiente que atasca todo el sistema inmobiliario (en buena medida es uno de los objetivos del Sareb)</p>
<p>Si nos tuviéramos que mojar: 2-3 años de ajuste por delante todavía.</p>
<p style="text-align: justify;">Si usted tuviera que comprar o pensara invertir en mercado inmobiliario, haga la siguiente cuenta: mire el precio medio de la zona por metro cuadrado y quítele el 30%. Si a ese precio rebajado por metro cuadrado se la venden, quizás acabe haciendo un buen negocio &#8230; con paciencia.</p>
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