Science Based Targets initiative, SBTi, har presenterat ett nytt förslag till sin Net Zero-standard. Förändringarna syftar till att öka genomförbarheten av nettonoll-åtaganden och stärka kopplingen till andra regelverk.
En av de största förändringarna i den nya standarden är att företag delas in i två kategorier beroende på storlek och geografisk verksamhet:
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



