Ännu bättre att bevara än att cirkulera

Cirkularitet Den mest hållbara ombyggnationen är den som inte behöver göras. Att ta hand om och vårda det som redan finns är avgörande för att fastihetssektorn ska bli hållbar. Det menar en hållbarhetschef på ett stort saneringsföretag.

Ännu bättre att bevara än att cirkulera
Linus Berg, hållbarhetschef på Ocab. Foto: Ocab

Sanerings- och avfuktingsföretaget Ocabs affärsidé bygger på att sanera och restaurera befintliga värden i fastigheter lösöresegendom. Företagets hållbarhetschef, Linus Berg, tycker att diskussionen om cirkularitet i byggsektorn är viktig. Samtidigt menar han att grunden för att göra byggsektorn hållbar också handlar om att ta hand om och vårda det som redan finns.

Någonting är fel

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