12 juli 2020 trädde EU:s nuvarande taxonomiförordning i kraft. Företag som träffas av förordningen, behöver kunna rapportera i vilken utsträckning deras aktiviteter uppfyller kraven kring vad som är hållbart. Samtidigt ska de också kunna visa att samma aktiviteter inte gör någon avsevärd skadlig påverkan på de övriga fem miljömålen.
Det här handlar EU:s nya taxonomiförordningar om
EU Vad är en social taxonomi? Och vad innebär EU:s förslag om en utvidgning av den befintliga taxonomiförordningen? Miljö & Utveckling reder ut vad EU:s kommande taxonomier innebär för företag och finansmarknaden.

Plattformen för hållbara investeringar jobbar med nya regelverk kring taxonomiförordningen. Foto: Adobe Stock
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– Det är ett sätt att säkerställa att man inte sticker iväg inom ett miljömål på bekostnad av andra, förklarar Karl-Oskar Olming, chef för hållbarhetsstrategi- och policyfrågor på SEB samt medlem i EU:s plattform för hållbar finansiering.
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


