Привітання з нагоди Дня хіміка
Привітання з нагоди Дня хіміка
May 28, 2017
навчальний корпус №2
Нехай вас не підводять реактиви. 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)
Величезного успіху, ініціативи.
Завдань вам важких, а ще таких,
Достойно щоб вирішити вам їх.
Робота щоб була прекрасна,
Щоб вдача супроводжувала незгасно.
В експериментах підтверджених міркувань,
Величезного успіху без питань.
Колектив кафедри загальної хімії