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LANDWIRDSCHAFT UND INDUSTRIE
(52/207)
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Elias königsreiner
Mittwoch, 15. Februar 2012
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Bodenschätze
Eisenerz, Erz, bebaubares Land
Bodennutzung
bebaubares Land 23,94% ständige Ernten auf 0,39% andere Landnutzung 75,67% (includes Belgium) (2005)
Landwirtschaftliche Produkte
Gerste, Hafer, Kartoffeln, Weizen, Früchte bewirten Weintrauben, Viehprodukte
Waren
Mineralien, Metalle, Nahrungsmittel, hochwertige Konsumgüter
Industrien
Bankwesen, Eisen und Stahl, Nahrungsverarbeitung, Chemikalien, Metallprodukte, Technik, Reifen, Glas, Aluminium, Informationstechnologie, Tourismus und Bankwesen
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)
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Kategorie:
Luxemburg