Tumregeln 3-30-300 ska skapa mer hållbara städer

Hållbar stadsutveckling Hur många träd ser du från ditt fönster? Minst tre träd borde ditt svar vara, enligt professor Cecil Konijnendijk, som lanserat tumregeln 3-30-300 för grönare och mer hållbara städer.

Tumregeln 3-30-300 ska skapa mer hållbara städer
Forskaren Cecil Konijnendijk lanserar tumregeln 3-30-300 för mer hållbar stadsplanering. Foto: Stock Adobe

Fler träd behövs i våra städer när dessa måste bli mer robusta i spåren av klimatförändringarna, framhåller Cecil Konijnendijk, professor i Urban Forestry på University of British Columbia och medgrundare till Nature Based Solutions Institute (NBSI).

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    Cecil Konijnendijk på bilden har lanserat 3-30-300
    Cecil Konijnendijk. Foto: Jamie Myers Cecil Konijnendijk. Foto: Jamie Myers

    – Vi vet att träd och grönområden är avgörande för hälsosamma och resilienta städer. Den senaste forskningen gör det mycket tydligt att vi måste ha god tillgång till parker och andra grönområden, behöver bo i gröna kvarter med högt skydd av skuggande trädkronor och även behöver se träd och grönt från våra hem, skolor och arbetsplatser, förklarar Cecil Konijnendijk.

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