El Banco de España ha mejorado este martes sus previsiones de crecimiento de la economía española, concretamente hasta el 2,3% del PIB para este 2024.
Considera que en los últimos meses, a escala global, la actividad económica ha experimentado una aceleración, a la vez que se ha prolongado el proceso de descenso de la inflación.
Además, destaca en lo negativo que en los últimos meses, los precios del petróleo y del gas en los mercados internacionales se han situado por encima de lo esperado, debido a las tensiones geopolíticas.
Anteriormente al Banco de España también subieron sus previsiones de crecimiento para España otras instituciones como el FMI, la Comisión Europea, la OCDE...
Datos de España
![](data:image/png;base64,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)
Respecto a España, la institución monetaria considera que la actividad económica registró un elevado dinamismo en el primer trimestre del año, por encima de lo esperado, y los indicadores disponibles para el segundo
trimestre sugieren que el PIB seguiría mostrando un ritmo de expansión apreciable.
En comparación con las proyecciones de marzo, el crecimiento del PIB en 2024 se revisa al alza en 0,4 puntos porcentuales (pp), hasta el 2,3%.
En cuanto a 2025, se prevé un crecimiento del +1,9%, manteniéndose igual que en el anterior informe del Banco de España. Para 2026 se espera un crecimiento del +1,7%.
Sin embargo, la mala noticia viene con la inflación, que se prevé que cierre el año en el 3,0%, 0,3 puntos porcentuales (pp) más de lo esperado anteriormente. Ya en 2025 será del 2,0% y en 2026, del 1,8%.
Crecimiento
La economía española registró en los primeros 3 meses del año un ritmo de crecimiento intertrimestral del 0,7% -frente al 0,4% previsto por el Banco de España en marzo-, de acuerdo con el avance de la Contabilidad Nacional Trimestral (CNTR).
La sorpresa positiva en la actividad se debió, fundamentalmente, al dinamismo de las exportaciones de servicios turísticos, en un contexto de notable afluencia de turistas, cambios en los patrones estacionales de las llegadas, mayor diversificación de destinos y gasto medio por turista más elevado.
Por su parte, los indicadores coyunturales más recientes sugieren que el avance del PIB mantendría un ritmo apreciable en el segundo trimestre del año, de modo que la tasa de crecimiento intertrimestral podría situarse en el 0,5%.
El principal factor que explica la revisión de la tasa media de avance del producto este año es el efecto arrastre positivo resultante de los nuevos datos recogidos en el avance de la CNTR, tanto de la revisión al alza de las tasas de crecimiento de los últimos trimestres de 2023 como del crecimiento por encima de lo esperado en el primer trimestre del año.
Si quieres recibir más temas como éste, puedes suscribirte a nuestras alertas gratuitas de noticias de Whatsapp o Telegram. También tenemos un boletín gratuito de noticias que llegarán a tu e-mail. Además, nos puedes seguir en Google News.