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
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– Det återstår en hel del arbete innan modellen kan tas i bruk. Men det ser hoppfullt ut.
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