[AVGDGT] Gap between actual and trend gross domestic product at 2015 reference levels
Updated on DBnomics on May 16, 2023 (6:33 AM).
[freq] Frequency
- [a] Annually
[unit] Unit
- [percentage-of-trend-gross-domestic-product-at-constant-prices] (Percentage of trend 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 |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| [EA12.1.0.0.0.AVGDGT] | 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 | 2.6812198 | 1.7296733 | -1.2154329 | -1.0814122 | -1.0562449 | -1.6936189 | -1.3808836 | -0.7205441 | -0.0464187 | 1.5566702 | 1.618783 | 0.5366313 | -0.6635185 | -0.0925749 | 0.014224 | 1.8376348 | 3.6320815 | 3.0833862 | -2.2280696 | -0.7942698 | 0.2125553 | -1.3562952 | -2.3233711 | -1.8076549 | -0.7661948 | 0.0357838 | 1.5104344 | 2.1085978 | 2.4845276 | -5.0305229 | -1.2197124 | 0.8560723 | 0.5459775 | 0.6739484 |
| [EA19.1.0.0.0.AVGDGT] | 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 | -1.2789307 | -1.1452288 | -1.0932415 | -1.7031478 | -1.3529754 | -0.6897389 | -0.0636576 | 1.5054731 | 1.5575162 | 0.4947135 | -0.667734 | -0.0929626 | 0.0506348 | 1.9074781 | 3.7735341 | 3.2210854 | -2.2296022 | -0.8163828 | 0.1825991 | -1.3694746 | -2.3493013 | -1.8379955 | -0.7913334 | -0.000036 | 1.4798388 | 2.1024982 | 2.493208 | -4.9744399 | -1.1681767 | 0.864281 | 0.5362774 | 0.6645487 |
| [EA20.1.0.0.0.AVGDGT] | 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 | -1.0965378 | -1.6954026 | -1.3369133 | -0.6817052 | -0.0758508 | 1.4841102 | 1.5337426 | 0.4841195 | -0.6644148 | -0.0876041 | 0.0622206 | 1.9227043 | 3.7954352 | 3.249452 | -2.2154079 | -0.8158288 | 0.1773097 | -1.3790673 | -2.3578066 | -1.8532244 | -0.8047573 | -0.0075843 | 1.4732745 | 2.0969325 | 2.4914147 | -4.9918729 | -1.160139 | 0.8792427 | 0.5477097 | 0.673968 |
| [ESP.1.0.0.0.AVGDGT] | -1.9402001 | -0.896594 | -2.5363832 | -2.0288593 | 0.7192385 | -0.7120926 | -1.5033367 | 1.3030441 | 4.2683177 | 5.6725739 | 2.4815252 | 2.6304029 | 2.7859698 | 1.9574091 | 0.0079487 | -0.4997528 | -2.3536611 | -2.9057843 | -3.0966587 | -3.4749501 | -3.5692293 | -3.0048728 | -0.4519398 | 1.620548 | 3.4439177 | 4.2869398 | 3.947247 | 2.0308243 | -1.7971414 | -2.2912103 | -2.5497523 | -3.0504657 | -2.7258499 | -1.8816622 | -1.0167614 | 0.5709524 | 0.9868034 | 0.3863815 | 0.2558243 | 0.5496382 | 1.7148838 | 3.7587694 | 5.8045426 | 5.5285704 | 0.7943202 | 0.482798 | -0.6405648 | -3.8325114 | -5.4956933 | -4.6320103 | -1.6033633 | 0.6022627 | 2.7022076 | 4.0879661 | 5.1404248 | -7.7193653 | -3.7611327 | 0.1579695 | 0.6578847 | 1.1228818 |
| [EST.1.0.0.0.AVGDGT] | 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 | 5.5462021 | -1.9111701 | -3.1763731 | -4.1296187 | 2.1666704 | 0.4362193 | -5.8047812 | -2.3497771 | -2.4700551 | -1.7351687 | 0.0485892 | 1.5314135 | 6.2502408 | 12.1903538 | 16.9684677 | 8.2871616 | -9.3484314 | -8.7565025 | -3.8345675 | -2.5487615 | -3.0844497 | -2.3208906 | -2.8378781 | -2.2752748 | 0.6898307 | 1.7369806 | 2.7802482 | -0.3825914 | 4.9721603 | 1.2176929 | -1.3884285 | -0.5047039 |
| [EU15.1.0.0.0.AVGDGT] | 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 | 1.9492374 | 0.7817108 | -1.6532972 | -1.2354501 | -1.1924859 | -1.7590062 | -1.1396442 | -0.5550881 | 0.0314023 | 1.5691536 | 1.4504966 | 0.4317324 | -0.3910257 | 0.1534094 | 0.4032928 | 2.0103755 | 3.624938 | 2.8284155 | -2.5989645 | -1.1394641 | -0.3460264 | -1.5945013 | -2.2614794 | -1.5016506 | -0.4190105 | 0.3905492 | 1.7882405 | 2.3691243 | 2.7764691 | -5.4583675 | -1.2440742 | 0.9767663 | 0.4139498 | 0.497275 |
| [EU27.1.0.0.0.AVGDGT] | 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 | -1.0064934 | -1.462866 | -1.2101828 | -0.6310822 | -0.0962306 | 1.4135356 | 1.3329421 | 0.3108981 | -0.7743495 | -0.0724801 | 0.1352092 | 2.0670103 | 3.897549 | 3.3805561 | -2.0855199 | -0.812495 | 0.1755442 | -1.420938 | -2.453095 | -1.9431805 | -0.8414151 | -0.1358391 | 1.3614202 | 2.0705701 | 2.4979808 | -4.6656323 | -0.9166493 | 1.056156 | 0.5347456 | 0.655637 |
| [FIN.1.0.0.0.AVGDGT] | 2.2719301 | -0.1264439 | -2.6846868 | -5.094057 | -0.8855796 | 1.5253944 | -0.8660806 | 2.0278878 | 4.4831524 | 3.4992145 | 2.8442177 | -0.4254371 | -3.6352978 | -4.050124 | -0.6691233 | 1.4117508 | -0.5677835 | -0.6851091 | -0.6798201 | -0.4211077 | 0.3061497 | 0.4652829 | 1.6605616 | 4.7688273 | 8.124782 | 7.1415825 | -0.6361292 | -5.3803207 | -7.676869 | -6.075085 | -4.6103773 | -4.0154433 | -1.2586954 | 0.5164187 | 1.1751649 | 3.2124846 | 2.2621916 | 0.6199089 | -0.4691296 | 0.6572665 | 0.9436817 | 2.8426116 | 6.489158 | 5.96995 | -3.4773116 | -1.0811994 | 0.9018858 | -0.9528095 | -2.2808502 | -3.1328138 | -3.2108064 | -1.2333369 | 1.0471396 | 1.2434296 | 1.4649157 | -1.960282 | -0.0888188 | 0.8202515 | -0.1747272 | -0.0257499 |
| [FRA.1.0.0.0.AVGDGT] | -1.0314464 | -1.0619214 | -1.3929195 | -2.0946822 | -0.2894946 | 0.7236734 | 1.1715523 | 1.0803797 | 3.0427431 | 3.3378181 | -1.2946208 | -0.3897647 | -0.0871483 | 0.9497422 | 1.7985429 | 0.8947666 | -0.3532229 | -0.0887114 | -1.0093778 | -1.6540617 | -2.2226904 | -2.1576508 | -1.9288546 | 0.3626923 | 2.3316905 | 2.9758955 | 1.8084265 | 1.2628348 | -1.460632 | -1.2430814 | -1.3109581 | -2.106594 | -2.0721716 | -0.8816099 | 0.1578805 | 1.7454713 | 1.5218951 | 0.5781756 | -0.529691 | 0.4773995 | 0.5022408 | 1.4742109 | 2.6069862 | 1.7183596 | -2.186765 | -1.2006349 | 0.0743167 | -0.4770314 | -0.7637354 | -0.6888543 | -0.479893 | -0.3084111 | 1.028208 | 1.9469641 | 2.8398183 | -6.098033 | -0.766124 | 0.6207052 | 0.148121 | 0.3290084 |
| [GBR.1.0.0.0.AVGDGT] | -0.1476205 | -1.5293459 | -1.7352627 | 0.6509243 | -0.3062591 | -0.428713 | 0.3317996 | 2.0458797 | 6.1699159 | 1.3123379 | -2.1817321 | -1.2728619 | -0.7519733 | 1.4883379 | 3.3226625 | -0.7069115 | -3.4674121 | -3.6751608 | -1.9662297 | -2.2649289 | -0.9108537 | -0.5818867 | 1.8992607 | 4.8358625 | 4.7507327 | 2.8996027 | -0.6915372 | -2.6983306 | -2.7410021 | -1.5926293 | -1.7938809 | -2.1268257 | -0.1641871 | 0.0525794 | 0.1588601 | 1.3934696 | 0.8609481 | 0.1101843 | 0.8705793 | 1.0797835 | 1.8365611 | 2.3243561 | 3.4416204 | 1.9812696 | -3.7415811 | -2.5224226 | -2.6343078 | -2.4388075 | -1.9441556 | -0.1465875 | 0.8987774 | 1.7848361 | 3.0541614 | 3.7036726 | 4.3602614 | -7.9884337 | -1.9241111 | 1.1020401 | -0.1228908 | -0.1396871 |
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