BEGIN:VCARD
VERSION:2.1
N;CHARSET=utf-8:Martin Käser
FN;CHARSET=utf-8:Martin Käser
ORG;CHARSET=utf-8:
TITLE;CHARSET=utf-8:Head of Geophysical & Parametric Risks
TEL;WORK;VOICE;CHARSET=utf-8:
TEL;CELL;VOICE;CHARSET=utf-8:
TEL;WORK;FAX;CHARSET=utf-8:
EMAIL;CHARSET=utf-8:mkaeser@munichre.com
URL;WORK;CHARSET=utf-8:
ADR;WORK;PREF;CHARSET=utf-8:;;
PHOTO;TYPE=JPEG;ENCODING=BASE64:
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

END:VCARD