BEGIN:VCARD
VERSION:2.1
N;CHARSET=iso-8859-15:Rieder;Herbert;;;
ADR;CHARSET=iso-8859-15:WORK:;;Oberndorferstraße  1;Kirchbichl;;6322;Österreich
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TITLE;CHARSET=iso-8859-15:Bürgermeister
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


END:VCARD
