Så mycket kan nya regeringens klimatåtgärder öka utsläppen

Klimat 25 miljoner ton, motsvarande hälften av Sveriges årliga utsläpp. Så mycket kan de nya regeringspartiernas klimatåtgärder öka utsläppen under mandatperioden, jämfört med nuvarande klimatpolitik. Det visar beräkningar från WWF, Naturskyddsföreningen en rad andra organisationer.

Så mycket kan nya regeringens klimatåtgärder öka utsläppen
De nya regeringspartiernas politik kan kraftigt öka utsläppen av växthusgaser, enligt nya uträkningar. Foto: AdobeStock.

Organisationerna har beräknat utsläppen för tolv klimatåtgärder som de nya regeringspartierna vill genomföra.

Någonting är fel

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Det handlar bland annat om partiernas inställning till reduktionsplikten, bonus-malus, koldioxidskatt och återställande av torvmarker. Urvalet har gjorts utifrån klimatnytta och vilka åtgärder som anses vara beräkningsbara.

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