BEGIN:VCARD
VERSION:2.1
N;CHARSET=iso-8859-15:Dax;Daniel;;;
ADR;CHARSET=iso-8859-15:WORK:;;;;;;Österreich
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TITLE;CHARSET=iso-8859-15:Weg-, Wasser-, Kanalausschuss
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


END:VCARD
