After growing four times faster than the Eurozone in 2024 (3.2% as an annual average versus 0.8% respectively), the Spanish economy is set to maintain its dynamism throughout 2025. On the back of growth of 0.8% q/q in the last three quarters of the year, real GDP is set to continue its momentum, with expected growth of 0.7% q/q in Q1 2025, marking the seventh consecutive quarter of growth above or equal to 0.7%.
The European Commission's Economic Sentiment Indicator (ESI) is in line with this, continuing its upward trend in January (104.4; +1.5 pts over one month). However, the Manufacturing PMI pointed to weaker growth in activity in the sector this month (50.9; -2.4 pts): production (50.2; -4.2 pts) and new orders (51.3; -1.6 pts) in particular grew at significantly lower rates than last month.
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)
On the labour market front, the trend is still positive: in December, the unemployment rate fell back below 11% for the first time since 2008 (10.6%; -1.3 pts y/y). Although still high by European standards, it fell more among women than among men (11.9% (-1.5 pts y/y) versus 9.5% (-1 pt) respectively). Finally, unsurprisingly, and not least because of the record tourist arrivals recorded during the year, the service sector recorded the biggest fall in the unemployment figures in Q4 (-34,400), followed by agriculture (-16,200) and industry (-12,100).
Harmonised inflation rose for the fourth consecutive month in January (2.9% y/y; +0.1 pp over one month). The base effect on fuel prices, the abolition of the reduced VAT rate on basic foodstuffs and tax cuts on electricity contributed to this rise. The underlying component continues to slow down (2.4%; -0.2 pp).
Growth in negotiated wages (3.1% y/y in Q4) and the 4.4% increase in the minimum wage approved in January should enable private consumption to remain the driving force behind Spanish growth. But this support will be dampened by the negative contribution of foreign trade due to the greater rise in imports, as was already the case in the last two quarters of 2024 (see chart).
Lucie Barette, article completed on 3 February 2025