De fyra partierna S, L, C och MP har kommit överens om 73 punkter för den framtida politiken. Cirka 20 punkter handlar om miljö- och hållbarhetsområdet. Punkterna är numrerade enligt 73-listan.
Hela listan: Så blir den nya hållbarhetspolitiken
Politik Sverige får troligtvis en ny regering på fredag. Miljö & Utveckling har samlat de 20 punkter på 73-listan som handlar om miljö och hållbarhet.

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4. En omfattande skattereform genomförs.
Reformen ska öka sysselsättningen och antalet arbetande timmar med sänkt skatt på jobb och företagande, bidra till att klimat och miljömål nås, stärka Sveriges konkurrenskraft, utjämna dagens växande ekonomiska klyftor, sänka marginalskatten och uppnå att färre betalar statlig inkomstskatt.
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


