The momentum of consumption and industrial production remains unfavourable. Retail sales (excluding motor-fuel) were down by 0.5% m/m in December and by 1.1% in Q4 compared to Q3. The momentum of industrial production, which had posted three consecutive months of decline between September and November, remains very sluggish at the start of 2025. Although the manufacturing PMI is improving (+1.3 points to 48.3), as is the monthly CBI survey, thequarterly CBI data worsened sharply again in Q1 (-23 points to -47, the lowest level since Q4 2022). This survey generally anticipates trend reversals better than monthly figures. In addition, household confidence (GfK index) has been deteriorating since last August, with January posting a 13-month low.
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)
While the deterioration remained contained in 2024, the labour market is gradually starting to bend under the weight of the economic slowdown, the persistently high rise in labour costs and fears about the effects of the restrictive fiscal measures that will come into force on 1 April. The number of employees fell by 0.3% over the last two months of 2024, the biggest drop post-COVID[1]. Wages, on the other hand, are still very buoyant, with indicators (Indeed wage tracker, PAYE, average weekly earnings) posting a a year-on-year increase of 6% or more in November-December (chart). While the rise is slow to abate for now, it should eventually become more moderate due to the easing of labour market pressures and less support for public sector wages in 2025. Inflation fell slightly at the end of the year (from 2.6% in November to 2.5%), with a significant slowdown in services (from 5.0% to 4.4%), half of which was attributable to the drop in airfares.
Our growth forecasts for 2025 continue to predict a slight strengthening, of 1.1% as an annual average (compared to 0.8% in 2024) in favour of the continuation of the gradual cycle of monetary easing. The BoE has just cut its key rates by 25 basis points; three further cuts are expected by the end of the year, at a rate of one per quarter. However, the risks around the inflation scenario are rising, given the developments on the labour market and the introduction of protectionist measures in the United States. Even if the United Kingdom was spared sanctions, the country would suffer the indirect negative impacts of a trade war between the United States and the European Union.
Guillaume Derrien, article completed on 3 February 2025