Science Based Targets for Nature (SBTN) är ett ramverk som hjälper företag och organisationer att sätta konkreta, vetenskapligt baserade mål för att skydda och återställa naturen. Verktyget hanterar områden som biologisk mångfald, markanvändning, vattenresurser och ekosystem. Nu börjar verktyget testas på svenska organisationer.
Praktikfall: Så använder du SBTN
Biologisk mångfald Allt fler företag börjar nu arbeta med att sätta vetenskapliga mål för naturen, Science Based Target for Nature eller SBTN. Två tidiga användare berättar nu om sina erfarenheter och ger sina bästa tips.

Wilma Vidmark och Louise Persson. Foto: Pressbild/ Adobe Stock
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Två personer som testat verktyget i grunden är Louise Persson och Wilma Vidmark som i sitt examensarbete inom industriell ekologi på Chalmers gjort en genomlysning av företaget Greenfoods verksamhet och nu kan dra ett antal viktiga lärdomar.
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


