BEGIN:VCARD
VERSION:3.0
N:McLeod;James
FN:James Lindsay Afonso de Brito McLeod
ORG:ISCTE-Instituto Universitário de Lisboa
TITLE:Bolseiro de Investigação
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
EMAIL:James_Lindsay_Afonso_Brito_Mcleod@iscte-iul.pt
KIND:individual
URL:https://ciencia.iscte-iul.pt/authors/james-mcleod
END:VCARD
