попадание плохих “пробелов”. Важно совершенствовать механизмы отслеживания и обучения кадров, обращая внимание на политически образованных, способных и ответственных молодых кадров, ставя их в условия, где они смогут получить опыт, особенно важно уделять внимание практике на низовом уровне и в трудных районах. Молодые кадры должны проходить постепенное обучение и тестирование, чтобы их опыт становился богаче, а навыки – более прочными. Необходимо совершенствовать механизм своевременного использования кадров, применяя их в соответствующее время и с учетом их сильных сторон, отважно назначая их на ответственные должности, не занимаясь предрассудками и уравниловкой. Необходимо усовершенствовать механизм строгого управления, обращая особое внимание на управление ключевыми кадрами, а также кадрами, обладающим потенциалом для развития. Чем выше потенциал кадра, тем более строгие требования должны быть предъявлены к нему. Это поможет предотвратить назначение на должность без должной проверки и контроля, а также обеспечит более тщательное управление и обучение, которые не менее важны, чем экономические и профессиональные навыки. Также необходимо уделять должное внимание политическому образованию и развитию мышления, чтобы избежать несоответствия между уровнем экономических и профессиональных навыков и уровнем развития мышления и политического образования. В процессе активного развития и отбора талантливых молодых кадров необходимо усилить стратегическое обучение женщин-кадровых работников, кадровых работников из национальных меньшинств и кадровых работников вне партии, охватывая больше кандидатов, проводя многофункциональное обучение и тренировку, чтобы обеспечить достаточный запас кадров для будущего использования; грамотно использовать кадры всех возрастных категорий, обеспечивая, чтобы все ряды кадровых работников была полна энергии, стремления и надежды.
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)
Ван Вэйгуан принял участие в 18-м ежегодном собрании кожаной книги и выступил с речью 5 августа 2017 года
Преамбула II
Нижегородский региональный Комитета КПРФ и Нижегородское отделение Общероссийской общественной организации «РУСО» приветствуют появление в российском научном и политическом пространстве работы одного их крупнейших марксистов современности «Приверженность и развитие марксизма-ленинизма. Избранные труды Ван Вэйгуан». Издание в России научного труда товарища Ван Вэйгуана, безусловно будет способствовать укреплению дружбы и сотрудничества марксистов Китая и России, коммунистов КПК и КПРФ, а значит сохранению и развитию марксизма-ленинизма – главного идейно-теоретического и практического оружия коммунистического и рабочего движения в борьбе за сохранение человечества от угроз империалистического варварства, за торжество социализма.
Первый секретарь Нижегородского регионального Комитета КПРФ
кандидат