Att effektivt skydda naturens alla arter kompliceras av det ökande mänskliga trycket på ekosystemen och den eskalerande klimatkrisen.
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Innovation Insatser för att skydda utrotningshotade arter begränsas ofta av ekonomiska förutsättningar. En grupp forskare har nu tagit fram mjukvara för att ta reda på var man mest effektivt kan etablera skyddade områden för att hindra att arter försvinner i en region eller ett land.

Avskogning i Brasiliens Atlantiska regnskog har ökat med 125 procent förra året och drivs främst av konsumtionen av kött. Fotograf: Alexandre Antonelli
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En begränsning för att skydda utrotningshotade arter är bristen på pengar till bevarandeprojekt.
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