SOVEREIGN · METHOD AND FIGURES BELOW
The repricing wall
A government carries the rates it issued at, not the rate the market charges today. Both numbers are published. The distance between them is a cost that has already been incurred and has not yet appeared in the accounts — and it arrives mechanically, as the stock rolls.
The largest wall in the sample belongs to Greece, at +3.00 points of GDP — the permanent rise in its interest bill once the debt it holds today has repriced at the yield the market charged it in September 2026, the latest month published.
The fastest is France, at 0.42 points a year. Those are different questions: a large wall on a long maturity profile arrives over decades, and a smaller one on a short profile lands in the next budget.
Ranked by what the bill becomes
Debt multiplied by the gap between the market rate and the rate the standing stock carries. Debt-to-GDP ranks the level and spreads rank the market's opinion; this ranks the transition, which is the part already determined.
| COUNTRY | DEBT % GDP | CARRIES | MARKET · SEP 2026 | GAP | COMMITTED | OVER |
|---|---|---|---|---|---|---|
| Greece | 143.5 | 2.13% | 4.22% | +209bp | +3.00pp | 43.8y |
| France | 117.6 | 1.90% | 4.44% | +254bp | +2.98pp | 7.1y |
| Belgium | 109.1 | 2.06% | 4.12% | +206bp | +2.25pp | 6.9y |
| Italy | 138.9 | 2.84% | 4.36% | +153bp | +2.12pp | 12.8y |
| Finland | 89.7 | 1.84% | 3.80% | +196bp | +1.76pp | 7.0y |
| Portugal | 91.0 | 2.01% | 3.85% | +184bp | +1.67pp | 28.4y |
| Spain | 101.6 | 2.34% | 3.93% | +159bp | +1.61pp | 13.2y |
| Austria | 83.3 | 1.94% | 3.69% | +175bp | +1.45pp | 8.6y |
| Slovenia | 64.8 | 1.91% | 3.86% | +195bp | +1.26pp | 10.2y |
| Poland | 61.6 | 4.30% | 6.23% | +193bp | +1.19pp | 7.0y |
| Cyprus | 54.6 | 1.85% | 3.92% | +207bp | +1.13pp | 181.0y |
| Romania | 60.1 | 4.84% | 6.71% | +187bp | +1.12pp | 5.9y |
| Germany | 64.4 | 1.75% | 3.47% | +172bp | +1.11pp | 8.7y |
| Slovakia | 62.5 | 2.40% | 4.16% | +176bp | +1.10pp | 13.0y |
| Czechia | 44.1 | 2.99% | 5.24% | +225bp | +0.99pp | 9.5y |
| Netherlands | 43.8 | 1.61% | 3.56% | +195bp | +0.86pp | 7.0y |
| Latvia | 46.9 | 2.39% | 4.15% | +176bp | +0.83pp | 18.8y |
| Ireland | 37.0 | 1.44% | 3.59% | +215bp | +0.80pp | 369.0y |
| Luxembourg | 29.2 | 1.14% | 3.70% | +256bp | +0.75pp | 14.6y |
| Malta | 45.9 | 2.58% | 4.19% | +161bp | +0.74pp | 8.3y |
| Croatia | 58.4 | 2.45% | 3.59% | +114bp | +0.67pp | 6.1y |
| Hungary | 77.7 | 5.05% | 5.69% | +63bp | +0.49pp | 7.2y |
| Estonia | 25.2 | 2.13% | 4.09% | +196bp | +0.49pp | 3.8y |
| Sweden | 34.9 | 1.77% | 3.19% | +142bp | +0.49pp | 3.7y |
| Bulgaria | 28.5 | 2.95% | 4.09% | +114bp | +0.32pp | 8.1y |
| Lithuania | 42.3 | 2.26% | 2.88% | +62bp | +0.26pp | 23.5y |
| Denmark | 26.8 | 2.80% | 3.29% | +49bp | +0.13pp | 25.8y |
Ranked by what arrives next year
The same committed total, divided by the years the stock takes to turn over. This is the figure a finance ministry feels, and it orders the list differently: a long maturity profile spreads even a large wall thin.
| COUNTRY | PER YEAR | TOTAL | TURNS OVER IN |
|---|---|---|---|
| France | 0.42pp | +2.98pp | 7.1 years |
| Belgium | 0.32pp | +2.25pp | 6.9 years |
| Finland | 0.25pp | +1.76pp | 7.0 years |
| Romania | 0.19pp | +1.12pp | 5.9 years |
| Poland | 0.17pp | +1.19pp | 7.0 years |
| Austria | 0.17pp | +1.45pp | 8.6 years |
| Italy | 0.17pp | +2.12pp | 12.8 years |
| Sweden | 0.13pp | +0.49pp | 3.7 years |
| Estonia | 0.13pp | +0.49pp | 3.8 years |
| Germany | 0.13pp | +1.11pp | 8.7 years |
| Slovenia | 0.12pp | +1.26pp | 10.2 years |
| Netherlands | 0.12pp | +0.86pp | 7.0 years |
| Spain | 0.12pp | +1.61pp | 13.2 years |
| Croatia | 0.11pp | +0.67pp | 6.1 years |
| Czechia | 0.10pp | +0.99pp | 9.5 years |
| Malta | 0.09pp | +0.74pp | 8.3 years |
| Slovakia | 0.09pp | +1.10pp | 13.0 years |
| Hungary | 0.07pp | +0.49pp | 7.2 years |
| Greece | 0.07pp | +3.00pp | 43.8 years |
| Portugal | 0.06pp | +1.67pp | 28.4 years |
| Luxembourg | 0.05pp | +0.75pp | 14.6 years |
| Latvia | 0.04pp | +0.83pp | 18.8 years |
| Bulgaria | 0.04pp | +0.32pp | 8.1 years |
| Lithuania | 0.01pp | +0.26pp | 23.5 years |
| Cyprus | 0.01pp | +1.13pp | 181.0 years |
| Denmark | 0.01pp | +0.13pp | 25.8 years |
| Ireland | 0.00pp | +0.80pp | 369.0 years |
How it is computed
The rate a stock carries is its interest bill divided by the debt it is paid on. Both are published as shares of GDP, so GDP cancels and what is left is a rate. The market rate is the ECB's long-term convergence yield, a monthly average — the latest published is September 2026. It trails the screen by a few weeks, and when yields have moved since, the wall has moved with them. Committed is debt multiplied by the difference.
The denominator is the average stock across the interest year, not the latest one. Interest is a flow across a year and a debt ratio is a level at a date; dividing one by the other mixes two different objects, and the error is signed. At 2026-Q1 Romania's stock stood 2.30 points above its 2025 average and Greece's stood 6.70 points below, so the end-of-period stock flatters a country whose debt is rising and penalises one whose debt is falling — backwards along the very axis this ranks, and enough to swap the top two places.
This is not a forecast of rates, a default probability, or a rating opinion. A government can refinance more cheaply if yields fall, lengthen its maturity profile, or run a surplus. The wall is what the arithmetic commits to if none of that happens — the baseline every one of those choices is measured against.
- debt
- eurostat:gov_10q_ggdebt/GD
- interest paid
- eurostat:gov_10dd_edpt1/D41PAY
- market yield
- ecb:IRS/M.GR.L.L40.CI.0000.EUR.N.Z
- as of
- 2025-12-31
Absent from the tables, and why: Serbia — no published debt, interestPaid, marketYield; Ukraine — no published debt, interestPaid, marketYield; Türkiye — no published debt, interestPaid, marketYield; China — no published debt, interestPaid, marketYield; Japan — no published debt, interestPaid, marketYield; Switzerland — no published debt, interestPaid, marketYield; India — no published debt, interestPaid, marketYield; United States — no published debt, interestPaid, marketYield. A country missing here is one the sources do not cover on this basis, not one without a repricing problem.
Machine-readable: /api/prime/repricing · method