Skolområdena med mest och minst grönt på marken

Ekosystemtjänster Skolgårdarnas ytor för barn att leka och röra fritt på sig utomhus fortsätter att minska.
Hur grönt är det på skolområden i din kommun?

Skolområdena med mest och minst grönt på marken
Tillbaka till skolan. Men hur mycket grönt finns det på skolområdet? Foto: Adobe Stock

På uppdrag av Boverket har SCB kartlagt hur Sveriges skolområden ser ut. Förutom att sammanställa skolområdenas friytor och yta per elev går det också att se vilket marktäcke som finns på landets skolområden.

Någonting är fel

Du är inloggad som prenumerant hos förlaget Pauser Media, men nånting är fel. På din profilsida ser du vilka av våra produkter som du har tillgång till. Skulle uppgifterna inte stämma på din profilsida – vänligen kontakta vår kundtjänst.
Hållbart samhällsbyggande premium

Läs vidare – starta din prenumeration

    Redan prenumerant?

    Grundskolornas skolområden består i genomsnitt till 43 procent av hårdgjord mark och till 51 procent av vegetationsklädd mark, både öppen och trädbärande mark.

    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
    Hämtar fler artiklar
    Till startsidan