Vanligare med klimatberäkningar vid ombyggnad

Renovering Allt fler fastighetsbolag gör klimatberäkningar inför ombyggnationer.
– Vi gör det sedan årsskiftet för alla ombyggnationer som överstiger 50 miljoner kronor, säger Erik Florman som är Akademiska Hus hållbarhetschef.

Vanligare med klimatberäkningar vid ombyggnad
Foto: Adobe Stock

Johan Lindskog, projektutvecklingschef på AMF Fastigheter, säger att bolaget 2019  började göra  klimatkalkyler inför större byggprojekt, bland annat för att kunna styra mot klimatsmarta materialval.

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    Johan Lindskog, AMF Fastigheter

    – Idag gör vi klimatkalkyler inför alla byggprojekt som överstiger 1 000 kvadratmeter. Vi har ambition att göra klimatkalkyler vid samtliga byggprojekt och lokalanpassningar i vårt fastighetsbestånd, oavsett storlek, och hoppas kunna uppnå detta nästa år. Klimatberäkningar gör vi vid avslutat byggprojekt.

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