Cirkularitet i byggprojekt kan handla om väldigt olika saker. Är byggnaden anpassningsbar och har förutsättningar att stå kvar länge? Innehåller den återbrukade byggdelar? Kanske har stor vikt lagts vid biobaserade material?
Cix ger koll på cirkulariteten i byggprojektet
Cirkulär ekonomi
Hur stor är byggprojektets cirkularitet? Med hjälp av gratisverktyget Cix kan den cirkulära kakan skäras på både längden och bredden och projektägaren får koll på mer än bara återbruk.

Med hjälp av Cix-verktyget kan hus utformas enligt den cirkulära ekonomins principer, som i det här fallet. Illustration: Ettelva Arkitekter
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Cix – ett verktyg för cirkularitet i byggprojekt

Att få koll på helheten är inte det lättaste, vilket Ettelva Arkitekter och konsultföretaget Bengt Dahlgren tagit fasta på. Nyligen lanserades därför verktyget Cix, en gratis webbtjänst.
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


