![Αποτέλεσμα εικόνας για Ο Γιάννης Φωκάς (1951)](data:image/jpeg;base64,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)
Ο Γιάννης Φωκάς (1951) γεννήθηκε στα Γιαννιτσά. Σπούδασε
στην Α.Σ.Κ.Τ. (1973-87) ζωγραφική με τον Γ. Μόραλη και τον Δ. Κοκκινίδη
και σκηνογραφία με τον Β. Βασιλιεάδη. Με υποτροφία του κληροδοτήματος
Σπ. Βικάτου συνέχισε σπουδές ζωγραφικής στην Ecole nationale superieure
des beaux-arts του Παρισιού (1979-83) με τον J. Lagrange. Από το 1995
είναι καθηγητής ζωγραφικής στο Τμήμα Εικαστικών και Εφαρμοσμένων Τεχνών
Θεσσαλονίκης. Το 1987 πήρε το Β' Βραβείο ζωγραφικής στη Biennale
Αλεξανδρείας. Είναι μέλος του Ε.Ε.Τ.Ε. και του Σ.Κ.Ε.Τ.Β.Ε.
Από το 1981 πραγματοποίησε δεκατέσσερις ατομικές εκθέσεις σε Ελλάδα,
Κύπρο, Ιταλία και Γαλλία και συμμετείχε σε πολλές ομαδικές μεταξύ των
οποίων: Salon des realites nouvelles, Παρίσι (1981-83), 42o Salon de
montrouge, Γαλλία (1997),κ.α..
![](http://www.mmca.org.gr/mmst/data/el/Photos/ObjThumb_953.jpg)
Ο Φωκάς ασχολήθηκε αρχικά με σπουδές
μοντέλου και τοπίου, πολύ γρήγορα όμως πέρασε σε ανεικονική ζωγραφική,
τα ρεύματα της οποίας είχε γνωρίσει και μελετήσει κατά την μακρόχρονη
παραμονή του στο Παρίσι. Έργα χωρίς συγκεκριμένο θέμα οργανώνονται με
διάφορα υλικά, (πανί, ακρυλικά, σπρέι, άμμο, γύψο, μέταλλο κ.ά.), σε ένα
σύστημα που βασίζεται στην ύπαρξη πολλαπλών επιπέδων. Μεγάλες,
ελεύθερες χειρονομίες, ροές και κηλίδες, εντάσεις και κορυφώσεις
συμβάλλουν καθοριστικά στην εξέλιξη της εικαστικής αφήγησης. Το χρώμα
λειτουργεί ως μέσο γραφής και ταυτόχρονα ως ύλη και συνεργάζεται με τα
υπόλοιπα υλικά γεννώντας φόρμα, φως και σκιά μέσα από βαθύνσεις και
εξάρσεις στη ζωγραφική επιφάνεια. Ο απόλυτος έλεγχος που ο Φωκάς ασκεί
στα εκφραστικά του μέσα είναι ιδιαίτερα εμφανής σε έργα μεγάλων
διαστάσεων στα οποία η διήγηση εκτείνεται σε περισσότερα του ενός
ζωγραφικά επεισόδια.
[www.mmca.org.gr]
Δεν υπάρχουν σχόλια:
Δημοσίευση σχολίου