BEGIN:VCARD
VERSION:3.0
N:José;Pedro
FN:Pedro Quartin Graça Simão José
ORG:ISCTE-Instituto Universitário de Lisboa
TITLE:Professor Auxiliar
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
TEL;TYPE=WORK,VOICE:(+351) 217650320
ADR;TYPE=WORK:;Avenida das Forças Armadas;Edifício ISCTE – Instituto Universitário de Lisboa;Sala D2.12;1649-026;Lisboa;Portugal
EMAIL:pedro.quartin@iscte-iul.pt
KIND:individual
URL:https://ciencia.iscte-iul.pt/authors/pedro-quartin-graca
END:VCARD
