ЭЛЕСТА: поиск лучших решений

26-09-2016 <div><b>Директор по научным исследованиям и разработкам <a href="http://elesta.ru/" >компани</a></b><b><a href="http://elesta.ru/" >и Элеста </a>посетит одну из самых известных и престижных международных выставок TAITRONICS.</b> Шоу пройдет на Тайване, в городе Тайбей с 6 по 9 октября в 42-й раз. На нем будут представлены инновации в области электронного оборудования и компонентов.<b> Цель поездки – поиск самых последних разработок в области электронных компонентов для применения их в собственных разработках.</b></div><div><img 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