BEGIN:VCARD
VERSION:2.1
N;CHARSET=iso-8859-15:Stampf;Gerhard;;;MBA
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
