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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