[AVGDGP] Gap between actual and potential gross domestic product at 2015 reference levels
Updated on DBnomics on May 16, 2024 (1:43 AM).
[freq] Frequency
- [a] Annually
[unit] Unit
- [percentage-of-potential-gross-domestic-product-at-constant-prices] (Percentage of potential gross domestic product at constant prices)
[geo] Country
- [aut] Austria
- [bel] Belgium
- [bgr] Bulgaria
- [cyp] Cyprus
- [cze] Czechia
- [d-w] West Germany
- [da12] EA12 (including D_W West-Germany)
- [deu] Germany
- [dnk] Denmark
- [du15] EU15 (including D_W West-Germany)
- [ea12] Euro area (12 countries)
- [ea19] Euro area (19 countries)
- [ea20] Euro area
- [esp] Spain
- [est] Estonia
- [eu15] European Union (15 countries)
- [eu27] European Union
- [fin] Finland
- [fra] France
- [gbr] United Kingdom
- [grc] Greece
- [hrv] Croatia
- [hun] Hungary
- [irl] Ireland
- [ita] Italy
- [ltu] Lithuania
- [lux] Luxembourg
- [lva] Latvia
- [mlt] Malta
- [nld] Netherlands
- [pol] Poland
- [prt] Portugal
- [rom] Romania
- [svk] Slovakia
- [svn] Slovenia
- [swe] Sweden
- [usa] United States
Search filters
Frequency [freq] (1)
Unit [unit] (1)
Country [geo] (37)
This dataset has 37 series:
| Series code | 1965 | 1966 | 1967 | 1968 | 1969 | 1970 | 1971 | 1972 | 1973 | 1974 | 1975 | 1976 | 1977 | 1978 | 1979 | 1980 | 1981 | 1982 | 1983 | 1984 | 1985 | 1986 | 1987 | 1988 | 1989 | 1990 | 1991 | 1992 | 1993 | 1994 | 1995 | 1996 | 1997 | 1998 | 1999 | 2000 | 2001 | 2002 | 2003 | 2004 | 2005 | 2006 | 2007 | 2008 | 2009 | 2010 | 2011 | 2012 | 2013 | 2014 | 2015 | 2016 | 2017 | 2018 | 2019 | 2020 | 2021 | 2022 | 2023 | 2024 | 2025 |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| [POL.1.0.0.0.AVGDGP] | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | -0.9531907 | 0.9672744 | 2.514052 | 1.6287673 | 1.6701382 | 1.4775489 | -1.5874074 | -3.2758782 | -3.5585386 | -2.1748357 | -1.7224089 | 0.4843639 | 3.1149436 | 2.7666877 | 1.7939796 | 1.0599836 | 1.6678751 | -0.2782194 | -2.3121444 | -1.9135563 | -1.0571718 | -1.2308705 | 0.3871186 | 2.2890893 | 2.6831635 | -2.8295159 | 0.6559626 | 1.8132392 | -1.1118368 | -1.1696864 | -0.5978414 |
| [PRT.1.0.0.0.AVGDGP] | -3.3384737 | -3.3573706 | -3.8176079 | -3.4541851 | -5.4201965 | -1.9709641 | 3.0410878 | 8.1809685 | 7.968588 | 4.5891016 | -6.1079747 | -8.1806405 | -6.1115783 | -3.2868462 | 0.1437316 | 1.7495717 | 1.1715934 | 0.7379684 | -0.5351933 | -3.6278861 | -4.4148438 | -3.9979779 | -0.6295623 | 0.149559 | 2.1034346 | 5.2362956 | 4.4336387 | 3.7741782 | 0.174444 | -0.9439831 | -1.2335992 | -0.6380236 | 0.3375756 | 1.272361 | 1.6478263 | 2.0949442 | 1.1956293 | -0.0680593 | -2.2734862 | -1.7392372 | -1.7674294 | -0.9834415 | 0.8132724 | 0.5657578 | -2.3197871 | -0.513329 | -1.6207946 | -4.2796457 | -4.2608402 | -3.3906344 | -2.0645323 | -0.9914215 | 0.9257424 | 2.0689379 | 3.0575944 | -6.7314126 | -3.4137539 | 1.2644788 | 1.3755545 | 0.8975776 | 0.622543 |
| [ROM.1.0.0.0.AVGDGP] | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | 0.7364907 | 4.2971083 | -0.326556 | -2.2865443 | -3.218948 | -2.7454845 | -0.1289466 | 2.4366881 | 0.6963178 | 4.9787472 | 3.7827769 | 5.1497742 | 4.9795322 | 7.2285654 | -1.0728278 | -5.6376726 | -2.4646189 | -1.8065188 | -2.7628755 | -1.0078079 | -1.229221 | -2.2209439 | 0.5754413 | 1.6618285 | 1.234942 | -5.638968 | -2.7079141 | -1.263201 | -1.954652 | -1.4396761 | -1.0227613 |
| [SVK.1.0.0.0.AVGDGP] | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | 2.3203429 | 3.8190596 | 3.0660765 | -0.574466 | -2.311973 | -3.0360698 | -2.8313405 | -1.7878909 | -0.799975 | -0.1719295 | 1.8178665 | 6.0002463 | 5.5638475 | -2.977883 | 0.220311 | -1.1581103 | -2.1422027 | -3.3719116 | -2.6732249 | -0.47503 | -0.5565257 | 0.3195193 | 1.946952 | 1.9715206 | -2.7425938 | 0.3599141 | 0.565718 | -0.5854168 | -0.6862242 | -0.2542183 |
| [SVN.1.0.0.0.AVGDGP] | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | NA | -1.5220679 | -1.2459702 | 0.2274448 | 0.3410214 | 0.2191177 | 0.6102675 | 0.4438462 | 1.5838512 | 2.3340852 | 4.6393347 | 8.005386 | 7.6281897 | -2.8497289 | -2.8698016 | -2.9400773 | -6.1453436 | -7.8446702 | -6.2492012 | -5.1096213 | -2.9893248 | 0.3860888 | 2.8786485 | 3.9440087 | -2.6078148 | 2.8929521 | 2.9953271 | 1.5941581 | 1.0852198 | 0.8547867 |
| [SWE.1.0.0.0.AVGDGP] | -0.3551943 | -1.825283 | -1.9186792 | -1.7782654 | -0.4850166 | 2.1687278 | -0.1033383 | -0.6004595 | 0.8085963 | 1.630165 | 2.0111795 | 1.1002955 | -2.3009678 | -2.2119466 | -0.3779002 | 0.1139192 | -1.9011953 | -2.5483193 | -2.6465868 | -0.6841189 | -0.6676356 | -0.0420805 | 1.2615893 | 1.9662503 | 2.7379956 | 1.869383 | -0.4868216 | -2.6363483 | -5.6172922 | -3.7628186 | -2.2250413 | -2.8854671 | -2.362474 | -0.9570146 | 0.3223984 | 1.9613424 | 0.281645 | -0.5242532 | -1.1252514 | 0.3106159 | 0.4976318 | 2.3718123 | 3.1941097 | 0.5308772 | -5.2797725 | -1.3827201 | 0.0949162 | -1.9473009 | -2.3619639 | -1.6260125 | 0.6216145 | 0.4831825 | 0.6868471 | 0.358053 | 0.0880752 | -3.9901167 | -0.1617614 | 0.5671677 | -1.2794359 | -2.5195857 | -1.9456071 |
| [USA.1.0.0.0.AVGDGP] | NA | NA | 1.2412473 | 2.7590309 | 2.615428 | -0.2232722 | 0.0475118 | 2.0854783 | 4.5043254 | 0.9567722 | -1.9575637 | 0.3129218 | 1.6460202 | 3.7114893 | 3.595465 | 0.4571797 | -0.0990798 | -4.6539065 | -3.3698038 | -0.0067814 | 0.3822576 | 0.1809497 | 0.2122578 | 1.1357115 | 1.7340048 | 0.756766 | -1.9596402 | -1.2589602 | -1.4207767 | -0.6033684 | -1.2407771 | -1.0691102 | -0.405983 | 0.2363373 | 1.206912 | 1.7842892 | -0.247158 | -1.131148 | -0.9399971 | 0.2095709 | 1.0254752 | 1.3719884 | 1.3095817 | -0.2008366 | -3.8371793 | -2.3293752 | -2.0515169 | -1.2882918 | -1.0746406 | -0.6372221 | 0.059112 | -0.2858905 | -0.085342 | 0.7569709 | 0.7964466 | -3.622704 | -0.0903001 | -0.1310703 | 0.2675588 | 0.3752158 | 0.2422752 |
Showing results 31 - 37 / 37