Average wage growth reached 6.3% in Q4 2023, slowing from 7.1% in the previous quarter. According to Reuters, the analysts' consensus was 6.5% and the CNB's estimate was 6.2%, so today's figure ended very close to the aforementioned estimates. Average annual inflation accelerated to 7.6% in the last quarter, hence real wages fell by 1.2% year-on-year (Chart 1). However, on a quarter-on-quarter basis, they have risen for the third quarter in a row. The average wage was CZK 46 013 and the median wage was CZK 39 685. For the whole of 2023, wage growth reached 7.5%, while the CBA forecast expects nominal wages to grow by 6.5% this year and the CNB by just under 6%. In real terms, they should grow by around 4%.
The fastest wage growth in Q4 was in the mining and quarrying and accommodation, catering and hospitality sectors, where the annual growth rate exceeded 10%, see table. On the other hand, the slowest growth was in public administration (+3.9%) and agriculture. In these two sectors, growth was also the weakest in terms of development since the end of 2019, with average wages rising by 25.6%, while in public administration by 17% (Table 1, last column).
In the end, wage growth was slightly stronger in market sectors (6.8%) and weaker in non-market sectors (4.1%), Figure 2, but the differences are only slight. Within the market sectors, the main contributor to the slowdown in wage growth was the weighted manufacturing sector, where wage growth slowed from 8.2% to 7.1% yoy. For non-market sectors, the slowdown was mainly driven by public administration (slowing from 7.1% to 3.9%), with education (rising from 3.4% to 4.8% yoy) acting in the opposite direction.
In quarter-on-quarter terms (seasonally adjusted), wages rose by 1.5% and have also been rising quarter-on-quarter in real terms over the past 3 quarters, as quarter-on-quarter growth outpaced quarter-on-quarter inflation. However, despite moderate real wage growth, wage levels remained more than 10% below their peak in 2021 last year.
Over the whole of last year, nominal wages grew by 7.5% (Chart 3), but given double-digit annual inflation, the year-on-year decline in real wages continued, albeit at a much milder rate (-2.9%) compared to 2022. This year, real wages are expected to rise, by around 4%, but part of the increase in net terms will be offset by the impact of the consolidation package.
Wage growth
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)
blue: real wages
red: nominal wages
Wage developments in market and non-market sectors
red: nominal wages
green: market sector
blue: non-market sector