Sevgili Öğrencilerimiz,
Mitoloji dersi ara sınavına katılamayan ve mazeretlerini belirten öğrencilerimizin, ilgili mazeret sınavının detaylı bilgileri aşağıda verilmiştir. Lütfen ilgili tarih ve saatte belirtilen derslikte olunuz.
Sınavınızda başarılar dileriz.
*Diğer dersler için mazeret talebinde bulunan öğrencilerimizin ilgili dersin öğretim elemanı ile görüşmesi gerekmektedir.
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)