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.

Praktikfall: Så använder du SBTN
Wilma Vidmark och Louise Persson. Foto: Pressbild/ Adobe Stock

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.

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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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