COC – klimatmåttet som kan förändra kalkylerna i grunden

Klimatberäkning I nya matmärkningen Cool Food Meals från WRI ingår en faktor för alternativ markanvändning (COC). Den ökar klimatbelastningen för ett mål mat flera gånger om, och påverkar synen på markanvändning. Faktorn föreslås ingå i framtida versioner av GHG-protokollet.

COC – klimatmåttet som kan förändra kalkylerna i grunden
COC påverkar synen på markanvändning. Foto: StockAdobe

WRI, World Resources Insitute, står bakom en ny märkning av mat: Cool Food Meals. Märkningen omfattar klimatbelastning och näringsvärde och är tänkt för kompletta måltider, inte enskilda livsmedel.

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I den nya märkningen, som än så länge bara används av en amerikansk restaurangkedja, ingår även en ny faktor: COC. COC står för Carbon Opportunity Cost (koldioxidkostnad för mark) och anges i koldioxidekvivalent (CO2e) per kilo av ett visst livsmedel, till exempel vete, majs eller ost. Det handlar om vilka utsläpp den förändrade markanvändningen orsakar.

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