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.

Ny modell för ekologisk kompensation snart klar
Naturkrediter ska kunna säljas. Foto: Adobe Stock.

Camilla Söderquist, naturstrateg och strategisk samhällsplanerare på Uppsala kommuns stadsbyggnadsförvaltning, berättar att en första version är klar.

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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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