Image
LIOTSAKIS VASILEIOS
ASSISTANT PROFESSOR
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
DEPARTMENT OF PHILOLOGY - KALAMATA
Ε-mail: v.liotsakis (at) uop (dot) gr
Phone: 27210-65-119