Открытая лекция PhD доцента кафедры «Пищевая инженерия» Серикулы Ж.


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" style="height:314px; width:418px" />

28.01.2019, в 12-50, в аудитории 121АБ прошло открытое занятие для группы ЖТ-16-3р по дисциплине “Технология перерабатывающих производств”.  Лекцию прочитал PhD доцент кафедры «Пищевая инженерия» Серикулы Ж. на тему «Технология мукомольного производства: Хлебопекарные помолы пшеницы развитой схемой технологического процесса»

 


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