BEGIN:VCARD
VERSION:2.1
N;CHARSET=iso-8859-15:Sorger;Harald;;;
ADR;CHARSET=iso-8859-15:WORK:;;Rathausplatz 1;Leobersdorf;;2544;Österreich
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TITLE;CHARSET=iso-8859-15:geschäftsführender Gemeinderat
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


END:VCARD
