Vasskvalitet for friluftsbad blir i hovedsak vurdert ut i frå innhaldet av tarmbakteriar (termotolerante koliforme bakterier – (TKB) og intestinale enterokokker – (IE)).
Dette er bakteriar som er teikn på avføring fra mennesker eller pattedyr. I dei europeiske normene (2006) blir den bakteriologiske vasskvaliteten vurdert og delt i tre tilstandsklasser:
![](data:image/png;base64,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)
(Det er ulike grenseverdiar for ferskvatn og sjøvatn. Her er alt vurdert etter grenseverdiane som er for sjøvatn. Den er også strengare enn for ferskvatn.)
![](data:image/png;base64,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)
Prøvane er teke ut av Miljøretta helsevern og analysert av Nemko Norlab i Surnadal.