El Producto Interior Bruto (PIB) aumentó un 0,8% en el tercer trimestre respecto al trimestre anterior. Esta tasa fue similar a la del segundo trimestre de 2024.
La demanda nacional contribuyó con 1,0 puntos al crecimiento intertrimestral del PIB. Por su parte, la demanda externa aportó -0,2 puntos.
Por agregados de demanda, el gasto en consumo final de los hogares creció un 1,2% y el de las Administraciones Públicas un 2,5%. Por su parte, la formación bruta de capital registró una variación del -0,9%.
Las exportaciones de bienes y servicios presentaron una tasa intertrimestral del 0,4%, similar a la del segundo trimestre. Por su parte, las importaciones registraron una variación del 0,9%, con un incremento de cinco décimas respecto al trimestre precedente.
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)
Por sectores
Por el lado de la oferta, todos los grandes sectores presentaron tasas positivas en su valor añadido, salvo la Construcción.
Las ramas industriales crecieron un 0,2% intertrimestral. Dentro de las mismas, la industria manufacturera desaceleró su tasa en 1,6 puntos respecto al trimestre precedente, hasta un crecimiento próximo a cero.
El valor añadido bruto de la Construcción disminuyó 1,5% intertrimestral, 2,2 puntos menos que en el trimestre anterior. Y el de los Servicios se desaceleró una décima, hasta el 1,0%.
Por su parte, las ramas primarias registraron una variación intertrimestral del 1,1%, frente al -2,6% del trimestre anterior.
PIB en volumen: evolución interanual
La variación interanual del PIB fue del 3,3% este trimestre, una décima más que la del trimestre precedente.
La demanda nacional contribuyó con 2,8 puntos al crecimiento interanual del PIB. Por su parte, la demanda externa aportó 0,5 puntos.
PIB a precios corrientes, deflactor implícito y rentas
El PIB a precios corrientes aumentó un 6,8% interanual, 3 décimas más que en el trimestre precedente. En tasa intertrimestral, se incrementó un 1,3%.
El deflactor del PIB subió un 3,3% interanual, tasa una décima superior a la del trimestre anterior. En tasa intertrimestral, se incrementó un 0,5%.
En cuanto a las rentas, la remuneración de los asalariados creció un 7,3% en tasa interanual, con aumentos del 2,4% del número de puestos equivalentes a tiempo completo de asalariados y del 4,8% de la remuneración media por puesto equivalente a tiempo completo. En tasas intertrimestrales, la remuneración total se incrementó un 1,8% y el número de puestos equivalentes a tiempo completo de asalariados un 1,1%. La remuneración media tuvo un crecimiento del 0,7%.
Por su parte, el excedente de explotación bruto / renta mixta bruta se incrementó un 5,9% interanual, cinco décimas menos que en el segundo trimestre. En tasa intertrimestral, el excedente creció un 0,1%.
Finalmente, la cuantía devengada en impuestos sobre la producción y las importaciones netos de subvenciones registró un crecimiento interanual del 8,0%, frente al 0,8% del trimestre anterior. En tasa intertrimestral aumentó un 4,0%.
Empleo y productividad
El número de horas efectivamente trabajadas aumentó un 0,9% interanual este trimestre, 1,4 puntos menos que en el precedente. En términos intertrimestrales, varió un 0,2%.
Los puestos de trabajo equivalentes a tiempo completo se incrementaron un 1,9% en tasa interanual, dos décimas menos que en el trimestre precedente. En términos intertrimestrales crecieron un 0,9%.
Por su parte, la productividad por puesto de trabajo equivalente a tiempo completo registró este trimestre una tasa interanual del 1,4%, y la productividad por hora efectivamente trabajada, del 2,5%. En términos intertrimestrales estas tasas fueron del -0,1% y del 0,6%, respectivamente.
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