Выборы: управление избирательной кампанией. Ростислав Агеев

Скачать книгу

А. В. Модель удовлетворенности потребителя Н. Кано как основа развития концепции инновационного подхода к управлению в 1990-е годы // Стратегии бизнеса, 2019. – № 7 (63).

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

Скачать книгу