The German business climate is being driven down by the prolonged recession in industry. Industrial production (in the broad sense, including construction) has contracted in 10 of the last 12 quarters (including a further negative quarter likely in Q4 2024), for a cumulative drop of 8.4% (-14.7% compared to the peak seen at the end of 2017, see chart). This momentum explains the low IFO index (reaching, in December and January, its lowest level since the 2008 crisis, excluding Covid).
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)
Industry and construction (one third of German GDP) have therefore impacted growth, explaining why growth returned to negative territory in Q4 and over 2024 as a whole (-0.2% each time), extending the near-stagnation that has lasted for 3 years. New factory orders (their 6-months moving average) recovered by 4% between August and December 2024. However, the sluggishness is set to continue in Q1 (forecast at +0.1% q/q), particularly under the effect of two areas of uncertainty.
The first relates to the federal election to be held on 23 February, the nature of the coalition that will be the outcome (the CDU/CSU dominate polls but a three-party coalition may be necessary, with the SPD and the Greens) and therefore, how quickly the next government will be able to act.
In particular, the two unfavourable evolutions affecting household confidence (-22.4 in February according to the GfK consumer confidence index, which has fallen lower in the last 3 months than in the previous 6 months) will have to be reversed: 1/ The rise in unemployment, moderate for the time being (to 3.4% in December 2024 compared to a low of 2.9% in mid-2023), but which is likely to continue; 2/ an increase in inflation compared to the rest of the euro zone (2.8% y/y in January in Germany compared to only 1.8% in France and 1.7% in Italy according to the harmonised index), particularly linked to a more pronounced rise in energy prices (compared to their 2021 level) and wages.
The second area of uncertainty relates to foreign trade. Foreign trade has failed to support German growth for almost five years. Exports of goods and services were close to their end-19 level in Q3 2024 and are expected to have fallen below this level in Q4, according to the preliminary comments by the Federal Statistical Office (compared to exports higher by 5.5% in France over the same period). And the possibility that President Trump would announce tariffs against Europe on 18 February could add to these issues, given that Germany accounts for nearly half of the European surplus with regard to the US, particularly on sectors that could be targeted (including automotive).
Stéphane Colliac, article completed on 05 February 2025