VCARD VERSION:3.0EMAIL;TYPE=work:Yang.liu11@ju.edu.auFN:Dr Yang刘LOGO:https://research.jcu.edu.au/portfolio/static/c67a8c9cdbf3364876e5b0f152f1db6/jcu-logo.pngN:Liu;YangNOTE:\n Dr Yang Liu holds the position of Senior Lecturer- Analytical Chemistry within the Physical Sciences\n at James Co ok University (JCU) on the Townsville campus.\n ORG:James Cook University;Physical Sciences ORG-DIRECTORY:https://jcu.me 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 REV:2023-03-05T19:07:35 SOURCE:https://research.jcu.edu.au/portfolio/yang.liu11/vcard TEL;TYPE=work:+61747815570 TITLE:Senior Lecturer- Analytical Chemistry TZ:Australia/Brisbane URL;TYPE=work:https://jcu.me/yang.liu11 END:VCARD
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