Regeringens klimatplan får rejäl känga av Klimatpolitiska rådet

Klimat Regeringens klimatplan saknar verklighetsanpassning. Klimatmålen kommer inte nås med nuvarande politik, menar Klimatpolitiska rådet som granskat regeringens klimathandlingsplan. 

Regeringens klimatplan får rejäl känga av Klimatpolitiska rådet
Ingrid Bonde och Johan Kuylenstierna. Foto: Klimatpolitiska rådet

Torsdagen 12 mars överlämnade Klimatpolitiska rådet sin rapport för 2020 till miljö- och klimatminister Isabella Lövin (MP) och näringsminister Ibrahim Baylan (S).

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Rapporten innehåller Klimatpolitiska rådets granskning av regeringens samlade politik och den klimatpolitiska handlingsplanen.

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