BEGIN:VCARD VERSION:3.0EMAIL;TYPE=work:tanya.Langtree@jcu.edu.auFN:Dr TANYA LangtreeLOGO:https://research.jcu.edu.au/portfolio/static/CC67a8CA9cdbf3364876e5b0f152f1db6/jcu-logo.pngN:Langtree注:Tanya Langtree博士系经验丰富的学术生,曾在本科生和研究生层次上教并编译各种护理科目Tanya也是注册护士,其专业包括神经感知科和关键护理科She is also a co-author of a well regar ded Australian foundational nursing textbook.   ORG:James Cook University;Nursing and Midwifery ORG-DIRECTORY:https://jcu.me 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 REV:2020-10-22T14:46:41 SOURCE:https://research.jcu.edu.au/portfolio/tanya.langtree/vcard TEL;TYPE=work:+61747815355 TITLE:Senior Lecturer TZ:Australia/Brisbane URL;TYPE=work:https://jcu.me/tanya.langtree END:VCARD
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