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конечно сукин сын, но он наш сукин сын" - такой логикой часто руководствуются демократические правительства, когда ведут отношения с диктаторами. Но почему демократии вообще 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мире существует то ли 193, то ли 203, то ли 210 государств, и никто не может дать точный ответ на вопрос - а что именно такое государство? Сегодня в ролике на канале Полуполитолог посмотрим на...","preview":{"posterSrc":"data:image/png;base64,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онлайн Видео от Алексея Береговского 2 с. 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«Росатом» «Отраслевой центр капитального строительства», кандидат архитектуры К выступлению приглашены: «Моделирование территории: общие задачи и системные принципы». Наринский 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онлайн Видео от Андрея Береговского 1 мин 43 с. 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Полуполитолог: https://t.me/half_polit_sci Задать вопрос: https://forms.gle/fpBT9SD6oK6KGdct6 - на любую интересующую вас тему. Созвон будет в моём телеграм-канале...","preview":{"posterSrc":"data:image/png;base64,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ноября 2020 года США выбирает президента и Конгресс. Демократы или республиканцы? В новом специальном ролике Полуполитолога считаем голоса, смотрим статистику, демографию и 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Это ещё большой 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В сегодняшнем ролике я разбираю, что такое популизм, откуда взялось это понятие, какими были первые популистские...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"31","reqid":"1765536499761592-6550791154394218213-balancer-l7leveler-kubr-yp-vla-47-BAL","isAdultDoc":false,"relatedParams":{"text":"Что такое популизм и всегда ли он опасен?","promo":"pumpkin","related_orig_text":"Полуполитолог // Андрей Береговский","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Полуполитолог \\/\\/ Андрей 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Модель Рэя Фэйра: https://fairmodel.econ.yale.edu/vote2... Соцопрос New York Times/Siena...","preview":{"posterSrc":"data:image/png;base64,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Полуполитолог: https://t.me/half_polit_sci Задать вопрос: https://forms.gle/fpBT9SD6oK6KGdct6 - на любую интересующую вас тему. 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Полуполитолог: https://t.me/half_polit_sci Задать вопрос: https://forms.gle/fpBT9SD6oK6KGdct6 - на любую интересующую вас тему. Созвон будет в моём телеграм-канале...","preview":{"posterSrc":"data:image/png;base64,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демократии проводят выборы, если на них выигрывает не самый достойный, а самый разпиарившийся? Гарантируют ли выборы, что должность займёт политик, который лучше всего подходит на эту...","preview":{"posterSrc":"data:image/png;base64,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