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
Någonting är fel
Du är inloggad som prenumerant hos förlaget Pauser Media, men nånting är fel. På din profilsida ser du vilka av våra produkter som du har tillgång till. Skulle uppgifterna inte stämma på din profilsida – vänligen kontakta vår kundtjänst.
Miljö & Utveckling premium
Läs vidare – starta din prenumeration
- Magasinet Miljö & Utveckling - 6 nummer per år
- Full tillgång till allt digitalt material
Redan prenumerant? Logga in och läs vidare.
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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


