What pensioners received in 13 payments in 2012 is now received in 7 payments.
Falzon's '13 → 7 payments' framing implies today's pension is roughly 13/7 ≈ 1.86× the 2012 level. Cumulative 2013-2026 pension increases (COLA + above-COLA + supplementary) total ~€80-110/week on a 2012 base of ~€115/week — an 80-95% nominal rise, closely matching the implied 86% multiplier. True in nominal terms; real-terms gains are materially smaller after adjusting for cumulative inflation since 2012.
Falzon's '13 → 7 payments' framing implies today's pension is roughly 13/7 ≈ 1.86× the 2012 level. Cumulative 2013-2026 pension increases (COLA + above-COLA + supplementary) total ~€80-110/week on a 2012 base of ~€115/week — an 80-95% nominal rise, closely matching the implied 86% multiplier. True in nominal terms; real-terms gains are materially smaller after adjusting for cumulative inflation since 2012.
We tested Falzon's claim against (1) the Department of Social Security pension-rate schedule across Budgets 2013-2026, (2) the cumulative COLA + above-COLA + supplementary-pension increase ledger documented in successive Maltese Budget speeches, (3) Eurostat HICP inflation index for Malta 2012-2025, and (4) NSO Malta cost-of-living and pension-payment series.
Mostly True. The '13 → 7 payments' is a rhetorical way of saying today's pension is roughly twice the 2012 level (13/7 ≈ 1.86×). Cumulative pension increases 2013-2026 — COLA, above-COLA top-ups, and supplementary measures — total roughly €80-110/week. On a 2012 base of approximately €115/week, that's an 80-95% nominal rise, which matches the 13/7 framing closely. The claim is True in nominal terms. Limitations: real-terms gains are smaller after stripping cumulative HICP inflation (Maltese prices rose roughly 30-35% over the same window), so in purchasing-power terms the increase is closer to 35-45% rather than the headline ~86% the framing implies. The rhetorical comparison works arithmetically but flatters real welfare improvements.
Do pensioners really now receive in 7 payments what they once received in 13
Falzon's '13 payments to 7 payments' line is a rhetorical compression of a real numerical relationship. Let's unpack it.
Decoding the framing
If a 2012-era annual pension level is now reached in just 7 of today's payments instead of 13, that means today's payment-per-period must be 13/7 ≈ 1.86× the 2012 payment. Equivalently: today's pension is ~86% higher in nominal terms than 2012's.
Is that arithmetic right? Maltese state pension is paid every 4 weeks (so 13 payments per year × 4 weeks = 52 weeks). 'Same annual amount in 7 payments' means each payment must cover ~13/7 of the 2012 weekly rate — i.e., today's weekly rate is 13/7 of 2012's.
Where 2012's pension level sat
In 2012, the typical Maltese state contributory pension was roughly €115/week for a full-rate retiree (depending on contribution history). Multiplying by 52 weeks: ~€5,980/year.
Where 2026's pension sits
After 14 years of COLA, ~€42/week of above-COLA discretionary increases, supplementary allowance restructurings, and pre-1962 anomaly corrections, the typical full-rate pension in 2026 sits at roughly €210–€225/week. Multiplying by 52 weeks: ~€11,000–€11,700/year.
Ratio: 2026 / 2012 ≈ 11,000 / 5,980 ≈ 1.84× — almost exactly the 13/7 ≈ 1.86 implied by Falzon's framing.
What this means in real terms
The 1.84× nominal multiplier is gross of inflation. Cumulative inflation 2012–2026 is roughly 30–35% in Malta (HICP basket). Adjusting:
- Nominal: 1.84× (Falzon's 13/7 framing).
- Real (inflation-adjusted): 1.84 / 1.32 ≈ 1.39× — a 39% real-terms purchasing-power gain.
So the rhetorical framing captures the nominal reality but elides that a meaningful share of the gain is matched against inflation. The real-terms gain is smaller but still substantial — ~39% above 2012 in purchasing power terms.
What the framing also conceals
- Different pensioner cohorts have seen different multipliers. Pre-1962 pensioners (who got anomaly corrections) have multipliers above 2×; service pensioners and means-tested non-contributory pensioners have somewhat different trajectories.
- The framing doesn't account for changes in non-pension benefits, tax treatment, or supplementary allowances — which can move the effective income picture in either direction.
So is the claim accurate?
The arithmetic underlying Falzon's '13 to 7' framing tracks the documented nominal pension trajectory closely. Mostly True — nominal pension is ~1.84× the 2012 level, matching the 13/7 ratio. Real-terms gains are smaller (~39%) but still material.