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Хорошее качество видео без регистрации в 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Simple experiments with Arduino. Methods of technical magic. If You need code write comments! Ардуино датчик цвета. Простые эксперименты с 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доброго времени суток в данном видео рассмотрим оптический датчик. Как выглядит, как настраивается и какое напряжение и куда подается. Расскажу также как определить тип датчика двумя...","preview":{"posterSrc":"data:image/png;base64,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