BEGIN:VCARD
VERSION:3.0
FN:Hollenthoner Jakobitsch Steuerberatung GmbH & Co KG
ORG:Hollenthoner Jakobitsch Steuerberatung GmbH & Co KG;
TEL;type=WORK;type=VOICE:+4313709090
TEL;type=WORK;type=FAX:+431370909090
ADR;type=WORK:;;Grohgasse 3/Bräuhausgasse 1;Wien;;1050;Österreich
URL;type=WORK:www.gh-stb.at
EMAIL;type=WORK;type=INTERNET:gh@gh-stb.at
PHOTO;TYPE=image/png;ENCODING=BASE64:
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
END:VCARD