Tras 4 meses consecutivos de bajada del IPC, se frena la línea descendente de los precios y este índice sobre la inflación nos deja una subida en octubre, con el dato confirmado de hoy.
Porque este jueves hemos conocido los datos definitivos del inflación del mes anterior, servidos por el Instituto Nacional de Estadística (INE).
El dato del IPC general deja un ascenso del 1,5% al 1,8%, 3 décimas más. La clave ha sido la subida del precio de los carburantes, la luz y el gas.
En todo caso, seguimos con cifras de IPC más bajas de los últimos 3 años (en concreto es la tasa más baja desde marzo de 2021). Ademas, hace tan sólo 5 meses estábamos con una tasa interanual del 3,6%.
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)
Por su parte, la inflación subyacente sube una décima este mes, del 2,4% al 2,5%, aunque siguen siendo números no vistos desde 2022.
Las cifras, a fondo
La subida del IPC general al 1,8% supone romper con una buena racha de bajadas. En septiembre bajó en 8 décimas, en agosto en 6, en julio también en 6 décimas y en junio, 2 décimas.
Los precios de consumo registran en octubre una tasa del 0,6% respecto al mes de septiembre. Por su parte, la tasa de variación anual estimada del IPCA se sitúa en el 1,8%, una décima por encima que la registrada el mes anterior. La variación mensual del IPCA fue del 0,4%.
Subidas por sectores
Los grupos de productos y servicios que más destacaron por su influencia en el descenso de la tasa anual de la inflación fueron:
- Vivienda, que situó su variación anual en el 4,2%, lo que supuso 1,3 puntos por encima de la del mes pasado. Este aumento se debió, en su mayor parte, a la subida de los precios de la electricidad y el gas, frente a la bajada en el mismo mes de 2023.
- Transporte, cuya tasa anual aumentó nueve décimas, hasta el -3,0%. Este comportamiento fue consecuencia de la subida de los precios de los carburantes y lubricantes para vehículos personales, frente a la bajada en octubre del año anterior.
También influyen, aunque en menor medida, estos productos:
- Vestido y calzado, que presentó una variación del 8,5%, que recoge el comportamiento de los precios al comienzo de la temporada de otoño-invierno. Este grupo repercutió 0,295 en el IPC general.
- Alimentos y bebidas alcohólicas, que presentó una variación del 1,4%, debida al aumento de los precios de las frutas y de las legumbres y hortalizas. Este grupo repercutió 0,265 en el IPC general.
Resultados por comunidades autónomas
El IPC registró tasas anuales positivas en todas las comunidades autónomas en octubre. País Vasco presentó la tasa más elevada (2,3%) y Castilla-La Mancha la más baja (1,4%).
Inflación en Europa y otros países
El último dato de IPC de la eurozona, el provisional de octubre, el cual recoge a los países que tienen el euro como moneda, fue de de una media de inflación del 1,8%, igual al anterior dato.
En Alemania, la inflación fue del 2,0%, 4 décimas al alza. En Francia del 1,2%, repitiendo tasa. En Italia, tercera economía de la UE, fue del 0,9%, una décima al alza.
Fuera de la eurozona, Reino Unido tiene una inflación del 1,7%. Estados Unidos experimentó un ligero ascenso, quedándose en el 2,6%.
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