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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