25 листопада 2017 року на базі Глибоцького ліцею проходить ІІ етап Всеукраїнської олімпіади з інформатики.
Було заявлено 28 учасників, з’явилося - 16. На олімпіаді присутня Мельник Галина Василівна, асистент кафедри інформатики та прикладної математики ЧНУ ім. Ю. Федьковича.
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)
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