Vilka är de viktigaste åtgärderna globalt för att få stopp på klimatförändringarna snabbt? Vilka lösningar har störst klimatpotential?
Lista: Lösningarna med störst klimatpotential enligt IPCC
Klimat Solenergi, minskad omvandling av skog och nya bränslen i industrin. Det är enligt IPCC de klimatåtgärder som är mest kostnadseffektiva och har störst global klimatpotential fram till 2030. Tillsammans med andra, relativt billiga åtgärder, skulle de kunna halvera klimatutsläppen till 2030 enligt IPCC. Här är de viktigaste lösningarna inom sektorerna energi, markanvändning och industri.

Här är lösningarna med störst klimatpotential globalt.
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Naturvårdsverket har i sin senaste rapport ”Begränsad klimatpåverkan – fördjupad utvärdering av miljömålen 2023” använt underlag från IPCC för att sammanställa det vetenskapliga kunskapsläget om klimatförändringen.
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


