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Ведь вы моете только одну сторону окна, а вторую автоматически очищает щетка. Процесс мойки проходит вдвое быстрее! •... | Вступай в группу 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Ведь вы моете только.. 2021 | ВКонтакте","promo":"pumpkin","related_orig_text":"Уменьшение времени мытья в 2 раза","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Уменьшение времени мытья в 2 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что раньше не понимал, что все так просто! 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Мой сайт: https://shebby-shik.ru/ Почта для 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Лягте на спину. 2. Положите свёрнутое валиком полотенце (диаметр валика около 15 см) точно под пупком. 3. Соедините большие пальцы обеих ступней, а пятки разведите на 20 или более см, так...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"21","reqid":"1765560457154969-1367602209175360874-b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обратиться за консультацией или сопровождением. Знание работы системы позволит выбрать для вас правильную модель взаимодействия с налоговыми органами и избавит вас от незаконных претензий 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Присоединяйся - мы сделаем тебе максимальный результат :) Хочу, чтобы у тебя была возможность готовиться даже самостоятельно. Изучай материалы с канала, смотри видеоразборы нужных тебе задач.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"32","reqid":"1765560457154969-1367602209175360874-balancer-l7leveler-kubr-yp-sas-130-BAL","isAdultDoc":false,"relatedParams":{"text":"Центростремительное 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автора «Ваш Учитель» в Дзене 🎦: ✅ Видео по теме: Попробуй решить! Задача на уменьшение числа в несколько раз Хотите, чтобы я помогла Вашему ребёнку индивидуально или в мини-группе...","preview":{"posterSrc":"data:image/png;base64,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важный и ценный ресурс для предпринимателя - время! Чем лучше оптимизированы бизнес-процессы, тем выше ваши результаты!","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"41","reqid":"1765560457154969-1367602209175360874-balancer-l7leveler-kubr-yp-sas-130-BAL","isAdultDoc":false,"relatedParams":{"text":"Как 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автора «ReshuVse» в Дзене 🎦: Физика Период полураспада элемента 1 в два раза меньше периода полураспада элемента 2. За некоторое время число атомов элемента 1 уменьшилось в 256 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Тест. Задачи на уменьшение, увеличение в несколько раз. 2 класс. Урок. Задача на уменьшение, увеличение в несколько раз - • Урок. Задачи. На уменьшение, увеличение 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онлайн «Оптимизация GC Python: Как одна строка кода уменьшила время ответа ML-сервиса в 2 раза» от автора AvitoTech. Хорошее качество видео без регистрации в бесплатном видеокаталоге...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"49","reqid":"1765560457154969-1367602209175360874-balancer-l7leveler-kubr-yp-sas-130-BAL","isAdultDoc":false,"relatedParams":{"text":"Оптимизация 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