What is the current inflation rate in Montenegro?

Montenegro inflation was 3.20% in 2026, the most recent year in this dataset, measured as the change in the annual average consumer price index from 2025.

How much has Euro lost in value since 2005?

€100.00 in 2005 has the same purchasing power as €197.29 in 2026. That is cumulative inflation of 97.29% over 21 years, an average of 3.29% per year.

What years does this Montenegro inflation calculator cover?

This calculator covers 22 years, from 2005 to 2026. You can convert an amount between any two years in that range.

Can Euro inflation be negative?

Yes. Negative inflation, or deflation, means prices fell and Euro gained purchasing power over that year. Montenegro recorded deflation in 3 of the 21 years measured here, most recently in 2020. The steepest fall was -0.71% in 2014.

What is the difference between CPI and the inflation rate?

The consumer price index (CPI) is a level: it measures the cost of a fixed basket of goods and services in a given year. The inflation rate is the percentage change in that level between two periods. This calculator uses the ratio of CPI values for your two chosen years to convert an amount between them.

Euro Inflation Calculator

€100.00 in 2005 has the same buying power as €197.29 in 2026.

€197.29€100.00 in 2005 is now

97.29%Cumulative inflation

3.29%Average per year

22Years of data

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€100.00 in 2005 is worth €197.29 in 2026

Annual inflation rate 3.29%

Cumulative inflation 97.29%

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Inflation in Montenegro

This page covers 22 years of Montenegro consumer price data, from 2005 to 2026. Series that begin this late usually do so because the country, the currency or the statistical agency behind the index did not exist in its current form before then. The steepest single year on record was 2022, when consumer prices in Montenegro rose 13.0%.

Prices fell in 3 of those 21 years, including in recent decades — about 14% of the time — most sharply in 2014, when they dropped 0.7%. In a year like that money gained purchasing power rather than losing it. By decade, the 2020s were the most inflationary stretch, averaging 4.9% a year, while the 2010s were the calmest at 1.6%. Over the last ten years inflation has averaged 4.0% a year, above the 3.3% average across the whole record.

Montenegro CPI and inflation rate by year

The full annual series behind this calculator, from 2005 to 2026. The final column shows what €100.00 in that year is worth in 2026 money.

Montenegro consumer price index and annual inflation, 2005–2026
Year	CPI index	Inflation	€100.00 then, in 2026
2026	146.08	3.20%	€100.00
2025	141.55	3.90%	€103.20
2024	136.24	3.34%	€107.22
2023	131.84	8.58%	€110.80
2022	121.41	13.04%	€120.31
2021	107.41	2.41%	€136.00
2020	104.88	-0.26%	€139.28
2019	105.15	0.36%	€138.93
2018	104.77	2.61%	€139.43
2017	102.10	2.38%	€143.07
2016	99.73	-0.27%	€146.47
2015	100.00	1.55%	€146.08
2014	98.47	-0.71%	€148.34
2013	99.18	2.21%	€147.29
2012	97.04	4.15%	€150.53
2011	93.18	3.45%	€156.77
2010	90.07	0.65%	€162.18
2009	89.48	3.47%	€163.25
2008	86.48	8.76%	€168.91
2007	79.52	4.35%	€183.70
2006	76.21	2.92%	€191.68
2005	74.04	—	€197.29

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Montenegro inflation FAQ

What is the current inflation rate in Montenegro?: Montenegro inflation was 3.20% in 2026, the most recent year in this dataset, measured as the change in the annual average consumer price index from 2025.
How much has Euro lost in value since 2005?: €100.00 in 2005 has the same purchasing power as €197.29 in 2026. That is cumulative inflation of 97.29% over 21 years, an average of 3.29% per year.
What years does this Montenegro inflation calculator cover?: This calculator covers 22 years, from 2005 to 2026. You can convert an amount between any two years in that range.
Can Euro inflation be negative?: Yes. Negative inflation, or deflation, means prices fell and Euro gained purchasing power over that year. Montenegro recorded deflation in 3 of the 21 years measured here, most recently in 2020. The steepest fall was -0.71% in 2014.
What is the difference between CPI and the inflation rate?: The consumer price index (CPI) is a level: it measures the cost of a fixed basket of goods and services in a given year. The inflation rate is the percentage change in that level between two periods. This calculator uses the ratio of CPI values for your two chosen years to convert an amount between them.

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