”Svenska storbolag underskattar sin miljöpåverkan”

Biologisk mångfald 40 av Sveriges största bolag uppger att förlusten av biologisk mångfald i någon grad hotar deras verksamhet. Trots det har bara en tredjedel satt konkreta mål för att minska sin påverkan på biologisk mångfald, det visar en ny rapport.

”Svenska storbolag underskattar sin miljöpåverkan”
Foto: Adobe Stock.

Hela 60 procent av svenska storbolag anser att de har låg eller ingen påverkan på den biologiska mångfalden i Sverige – och endast 20 procent bedömer sin påverkan som stor. Det visar en ny undersökning från WWF.

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Enligt WWF uppskattar företagen sin miljöpåverkan som mindre än vad den egentligen är. Rapporten visar dock att företag i sektorer med direkt koppling till naturen, som skog, jordbruk och energi, i större utsträckning har insikt om sin påverkan på den biologiska mångfalden än vad företag i andra sektorer har, som industri och läkemedel.

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