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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