1. ”1,5-gradersmålet” för biologisk mångfald
Konventionen om biologisk mångfald, Convention on Biodiversity (CBD) undertecknades vid FN:s konferens om miljö och utveckling i Rio 1992. CBD planerar nu att genomföra det 15:e partsmötet i Kina i oktober 2021 och ska då besluta om nya globala mål för biologisk mångfald. Målen förutspås bli lika enande som 1,5-gradersmålet för klimatet blev i samband med Parisavtalet 2015.
2. EU:s strategi för biologisk mångfald
Den 20 maj 2020 tog EU-kommissionen beslut om en ny strategi för biologisk mångfald. De tidigare målen om att stoppa förlusten av biologisk mångfald och ekosystemtjänster samt restaurera dem så långt som möjligt har inte nåtts. Den nya strategin har en större tydlighet, beslutsamhet och insikt om behovet att involvera alla samhällsaktörer.
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