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
Průvodce o spotřebě pohonných hmot a emisích oxidu uhličitého (CO2 ), který obsahuje údaje o všech značkách, typech, variantách a verzích nových automobilů, je bezplatně dostupný na místě prodeje.
Kromě schopností efektivního využití pohonných hmot, které jsou dány konstrukcí vozidly, hrají při určování spotřeby pohonných hmot a emisí oxidu uhličitého (CO2 ) roli také netechnické faktory, jako je způsob jízdy s vozidlem. Oxid uhličitý (CO2 ) je hlavní plyn podporující vznik skleníkového efektu a významně přispívá k celosvětovému oteplování.