El Banco de España ha revisado 3 décimas al alza sus previsiones de crecimiento del PIB nacional, de nuevo mejorando sus anteriores pronósticos.
En concreto, la institución, que ahora dirige el ex ministro José Luis Escrivá, considera que la economía española crecerá un 3,1% en este 2024.
Su anterior previsión era del +2,8% y se debe al aumento del consumo privado.
Además, proyecta un crecimiento del 2,5% para el año próximo, 2025, y del 1,9% para 2026. Supone una mejora de previsiones de 3 para 2025 y la misma para 2026. Además, apunta a que en 2027 se crecerá un 1,7%.
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)
Origen de los buenos datos
La revisión al alza de la tasa de crecimiento del producto en 2024, de 3 décimas, se debe al efecto arrastre positivo que resulta de los nuevos datos de la Contabilidad Nacional Trimestral publicados por el Instituto Nacional de Estadística a finales de septiembre y a un dinamismo de la actividad en el segundo semestre del año más intenso de lo esperado.
Por su parte, la tasa de avance del PIB prevista para 2025 también se revisa al alza en 3 décimas como resultado de 2 factores: en primer lugar, del efecto arrastre positivo asociado a un vigor de la actividad en los últimos trimestres de 2024 mayor que el anticipado, y en segundo lugar, del mayor crecimiento previsto ahora para el PIB durante el primer semestre de 2025, en gran parte debido al mencionado impulso fiscal que habría de resultar de las diversas medidas de apoyo desplegadas en respuesta a la DANA.
El Banco de España enumera varias de las razones por las cuales han mejorado las previsiones de crecimiento de nuestra economía:
- En los últimos meses no se han observado cambios significativos en el patrón de comportamiento de la actividad económica global
- El proceso de desaceleración de la inflación se consolida
- De cara a los próximos trimestres, las previsiones del consenso de los analistas no anticipan cambios sustanciales en el ritmo de expansión de la actividad económica global
- No obstante, este escenario central está rodeado de una incertidumbre excepcionalmente elevada, asociada, de modo fundamental, a las tensiones geopolíticas en curso
- En España, tras el elevado dinamismo de la actividad registrado en el tercer trimestre, los indicadores disponibles apuntan a que el ritmo de expansión del PIB se mantendría robusto en el último trimestre del año, pese al impacto negativo -previsiblemente transitorio- de la DANA de Valencia y zonas cercanas
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