Camilla Söderquist, naturstrateg och strategisk samhällsplanerare på Uppsala kommuns stadsbyggnadsförvaltning, berättar att en första version är klar.
Ny modell för ekologisk kompensation snart klar
Hållbar stadsplanering En ny marknadsbaserad modell för ekologisk kompensation håller på att utvecklas i Uppsala. Modellen ska bidra till att stoppa förlust av biologisk mångfald.

Naturkrediter ska kunna säljas. Foto: 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.
– Det återstår en hel del arbete innan modellen kan tas i bruk. Men det ser hoppfullt ut.
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