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 är på väg att införas i Uppsala.
– Vi tror att det effektivaste sättet att värna naturen är att tilldela den ett ekonomiskt värde, säger Camilla Söderquist på Uppsala kommuns stadsbyggnadsförvaltning.

Naturkrediter ska kunna säljas.
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.
Hållbart samhällsbyggande premium
Läs vidare – starta din prenumeration
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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