Energiministern om reduktionsplikten: Vi kommer att kunna nå klimatmålet

Transport Regeringens paket för att lindra effekterna av de höga el- och drivmedelspriserna innebär bland annat en frysning av reduktionsplikten, alltså kravet att blanda in förnybara bränslen i drivmedlen. ”Bedömningen är att vi kommer att kunna nå våra klimatmål” säger energiminister Khashayar Farmanbar (S) till Miljö & Utveckling.

Energiministern om reduktionsplikten: Vi kommer att kunna nå klimatmålet
Khashayar Farmanbar, energiminister. Foto: Magnus Liljegren

Regeringen presenterade nyligen ett paket på 14 miljarder kronor för att mildra effekterna av de höjda energipriserna. Bland de många förslagen ingår en frysning av reduktionsplikten på årets nivå under 2023. Reduktionsplikten anger hur mycket förnybart som ska blandas i drivmedlen. Den var planerad att öka från 30,5 till 35 procent för diesel år 2023 och för bensin från 7,8 till 10,1 procent.

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Eftersom biodrivmedel har ett högre pris än fossila drivmedel skulle detta också göra drivmedlen dyrare, något som regeringen nu vill försöka undvika.

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