7 hållbarhetsnyheter på veckans EU-agenda

EU-svepet Veckans viktigaste nyheter inom hållbarhetsområdet på EU-nivå. Läs mer om:
✔ Expertgrupp föreslår ändringar i taxonomin
✔ ECB dömer ut CSRD och taxonomin i ny rapport
✔ EU:s hållbarhetsregler hotas av amerikansk kritik och politiskt tryck
✔ Snart införs EU:s lönedirektiv – därför ska du smygstarta redan nu
✔ Biljättar går samman för att undvika utsläppsböter
✔ Här är miljöprojekten som får EU:s pandemipengar

✔ Förslag på nya kategorier för gröna fonder

7 hållbarhetsnyheter på veckans EU-agenda
Veckans hållbarhetsnyheter i EU. Foto: EC - Audiovisual Service, Adobe Stock

Expertgrupp föreslår ändringar i taxonomin

EU:s plattform för hållbara finanser, en expertgrupp i EU-kommissionen, föreslår flera ändringar i unionens taxonomi. Det uttalade syftet är att förbättra och förenkla användbarheten, utvidga taxonomin och höja ambitionsnivån.

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Dessa ändringar föreslås:

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