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автора «White Siberia Электротранспорт» в Дзене 🎦: В этом выпуске я покажу вам новейший электрический трицикл White Siberia IKRA F. 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Изящно подстриженный газон - это не только приятный взгляд, но и ощущение гармонии и порядка. Однако, чтобы поддерживать его в таком состоянии, необходимы...","preview":{"posterSrc":"data:image/png;base64,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автора «Ресанта» в Дзене 🎦: Если вам нужно провести штробление для электропроводки, водопровода или отопления, или если вы профессиональный строитель, то этот ролик для вас. Мы расскажем...","preview":{"posterSrc":"data:image/png;base64,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При движении в электрическом поле скорость электрона увеличилась с 1000 до 5000 км/с. Какую разность потенциалов прошел электрон? Электроемкость. Энергия Электрического Поля. Физика 10...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"33","reqid":"1765943588841749-12212464528649899886-balancer-l7leveler-kubr-yp-sas-173-BAL","isAdultDoc":false,"relatedParams":{"text":"Физика При движении в электрическом поле скорость электрона увеличилась с 1000 до 5000 км/с. 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автора «Мастер Покупок» в Дзене 🎦: В этом видео я покажу вам самые мощный электротранспорт в 2024 году. Это будет подборка, где вы увидите лучшие электрические фэтбайки 2024. Я расскажу...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"34","reqid":"1765943588841749-12212464528649899886-balancer-l7leveler-kubr-yp-sas-173-BAL","isAdultDoc":false,"relatedParams":{"text":"Самый мощный электротранспорт в 2024 году! 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и определениям теории графов: • Задача о максимальном потоке в сети, часть 1 📚 В нашей подборке больше видеоуроков по работе с Microsoft Excel: http://bit.ly/2MecPWZ И НЕ 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автора «Жизнь между городом и дачей» в Дзене 🎦: Сегодня на нашей стройке будет проведен новый эксперимент. Проверим насколько удачной будет идея отапливать частный дом электрическим...","preview":{"posterSrc":"data:image/png;base64,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путь к эффективным строительным решениям с электрическими турами от "Вектор". Разберем, как использовать туры для ускорения строительства. Подробности на сайте: 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этом видео я покажу, как правильно настроить схему электропитания на Windows 11 для максимальной производительности. Вы узнаете, какие параметры нужно изменить, чтобы ускорить работу системы...","preview":{"posterSrc":"data:image/png;base64,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производительность на windows 11 - настройка схемы электропитания","promo":"pumpkin","related_orig_text":"Максимальные Электрические Решения","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Максимальные Электрические 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автора «Компания Электромотор» в Дзене 🎦: Основные ошибки при выборе электрического счетчика Более подробную информацию Вы найдете на сайте Компании Электромотор Киев. Контактный телефон...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"42","reqid":"1765943588841749-12212464528649899886-balancer-l7leveler-kubr-yp-sas-173-BAL","isAdultDoc":false,"relatedParams":{"text":"счетчик 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газонокосилки считаются самым бюджетным типом техники по сравнению с бензиновыми и аккумуляторными. Какую же модель лучше купить: компактную или более массивную и мощную, с мягким...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAAAAMEBQYHAggB/8QAMhAAAQMDAwMDAwMDBQEAAAAAAQIDBAAFEQYSIQcTMSJBYRRRcQgVMlKBwRYzQnKRof/EABoBAAIDAQEAAAAAAAAAAAAAAAACAQMFBAb/xAAtEQABAwIFAwIFBQAAAAAAAAABAAIRAwQFEiFBUTFhcQYiExQjkaFygcHR8P/aAAwDAQACEQMRAD8A8rIFdYpNCq7BzQoRX0c18r6DihKuuKPY0A5oPg0ICEjNGw/ahBwaWSM0J1who06ZaP2rplsk+KestGhCSaZz7U6aZwOaWZZ4pw218UIXEaL3W3VJeZaLad2HN3I98YB8ea7EF1X+3JhOn2SHCkn8bgBUlFahC0ye6Cp9foSkEjg/4+9NCzhJwP7UsGeqlMi2pK1trQpC0HC0qGCk/NFSExhv6xxba1LBCUgkYwEpAA/tiimChMOkqNFuy7urWsVT8RqAtyOUvuNlDwBKMlAPCjx6sD5rUXrR+nxspLLz0pt5zttuNyZWxDZDxS7ktjc4drIU3/EFXBPOIv8AStr9rRdkv0mVatXXaKHO65Dttu78N4Bogh1YUkoVj+vejaSdmcEXTTPWOHEvsTTkbTOtVWm1osrtpt7dtKnSzHLypD/aCvTvLiAkjIIQMkYrvpXrWUwzIDG/OqubVAEQsr6hW3psx09s72lVyV6jXI2TmHUulzb6iDs5Qg4A9KSonk5wDWc9h8YBjSQVeAWF8/8AyvTc/rVYpVk1Sv8AbNamJOk9lV8btiwu0n6NbJWlTjzmHAohBSVpOxa8FJ4MBprrXerUdPJvcbWlwes1hmWqUy626juXR5ThjeoKC0qLZSkKGFgD0g4qi5r/AB35soHjyT/MeFXUdnMxCwFJyraEOFRUU4Das5HkePI9x7V0kFRKUtuqPAwG1E8jI9vcc/Nem9P9dQ3OZd1X06vLGoE3R8zBHtjilQY0mMhhsI3q3KedW02krXgkFeMk4qJ0N1mYs0G2XvWWg71apUe6QESrlDivKbmiJFfjAEOKCEOJ3JG1GM+rOCK50kLz2hJSpwKbdSW07nAWlDYPurjgfJpywQc4S4duM4aUcZGRnjjjn8c16I1V1ZhKRemVo6jaccKxcVyolp2uXKOqMmOluQJDjhS2lf8AFRUtJ3nACsU+jdV7PcNQ2RxzSWumY+mkKZusKJaiRN7trEfuPAKBQ6gjakqyO2cjB4oUrzxCw8pKWEOulQBTsaUrIPg8DxweaesgZ8V6J0l10tZiLD+ldV2p1dmt0ENW60OqZjFpUp1LadjzatnZdb2nPqCVHbivO7DUhLLD70eQ03JR3WFOtKQHUEkBadwG5PyMihCdNDPinjbLv0zshLS1ttY3FI9z4H5P+DSEdFSETd21BClbVcHB4IqDOyAuUR1hgLIBQkeQRx+a6DW1HcIwTwj5+5/t4/P4pbtAggY3fjOPmnl3kia+hbcduMyyyhhlhBJDaEjxk8kklSifcqNKS7MBGimBChlpxRSjw4NFOoTTpHqiY10/d0tDs2pZjX+pIt0ujlpUU74SGVtuMEgjlefB4wPitavnWSyv6mtGv7xoDWtoTEYfi9xDrTrMlh10OsIWFBAUlJ37Uf8AHKSCrbzkPQI3C8RZOnodnbuK4cxu7MJF2TBcU6hJGzkHuJIGdo5GCR71aNT9MOpWo4sC1uWq1NTY82ROdQm8N4c+pkJTtCM5SG3AUK59JOODVjbW5fDmt9p8f3yuIG+dWgMGSevaD3506fdWub1RmymJKjoLW7d0XEujUK2mSFW+W1LcUovSkFO5biO6M48kI5GKWnddXkXWfeU9M7i1CTqBlQfbipakYTFcjL7jqc7pKVOZQrHBAFU3qD1EkaX1v+03rTTsWXDbdTKRGuLbmS6GyAFFopUB2x6lAqOf5VWW+sjTKjLiaXZYmIcUhlIlH6ZDCpIfKS3t5cyMb8++cVyP+YYcrm6rM+bxgRmoCfI5PfxytXtHWxnTdza0q1ovWNxkJt0eHFeuzyVXN9H1DrzrpWPCkJWoNFOdpTkn7cPdWXLOI64eg9ZzZ62Ydvbtl3eSbd2oTiHu8lsAkPqQ3knwkqUrJrF3OosVOtLJeYljeRBtDL7bcd+X3XXC6XFKKnCnwFOcDHgYrt7qfc5GkrnbFxcT57aI/eQtKGIzCQU7Wmgn0qKSpJOeQfgUpdX0hoTOucVluWk2CBMnckjk6AQ4jXgE9Vqty6qR9Lyrpdl6Y1zcm7pAeahjVMxD8dmY5IRIRsRjAbQWwrGSV7RkCvjv6grQjWCrxb7DfUMXC8KuV3CpTaVvBNvMRppIScFO5RcVu98Y8Vm+sdf2nVVvYhydLOtKZG5D4mIC0LDWxOMNglGfUUqJzgYIqoxGM44qyi57m+8QV3YbWuq1GbqnkfxII/BK3qF11sci46QlTtK3kI0ygNBmNKaS3OQu3/Sul5JV/MKA2LHIQSnAqs9QNcu69Xp+U9bE25+22z6FxlsJDKQHVqQGgk8IShSUjPPpqpaT0/Pvd1YtlsjKkSnjhKRwAPdRPsB7mvQelOjGnmbely7SLjJlqQQtGQyhCvuAPV+Mn8isrF/UFlhLQbh2p2Gp/wB5W3a2Na6P0xpzssjZsF2Flbu5t8n9vWop+o7Z2ADySfbnjP5pa3SrFa32VX36h9OAoRIqkhah7blHhI+Bk/itOQ7ozSbIip1PPmwFsusOW1W6U1L48E8hKvUDkEJIzwOahdRq02uSxf7jpB2PpS2wUSGHWm1F24KUMBrG7AweSSckJ84NZFL1G6vIdScGunKQMpPDRmI936Z5kQY7n4Z8Po4SOo6/vpt5U/ofTFu1nCi32QzBjW1QWwLfDSQWQk+kd3OS5nJUVAg5A4xVR6lWrT9r1A5F0/PTIaSMPMBfcMZf9JV75HOPI96pGsOu2pJ8VVns8CLp+1p9KWWAUu9v2SVcbR/1A/NRXT6cqaqaO06lBCV7in07skEZ+/NX4Jh+J067q91VIZrlpyDA2k7kdtTueabyvbuYGU2yd3dPsFLyhgGiu5ycA0V6pZiy/RWs9S6NfmPaaua7e5NZ7EhSG0qLjZ8pO4Hg+9WQdaeqC23GlatmLQ4GgsKbbVu7Z3IzlPscnP3JJ5qkIin7UsiLVzbiq0QHGECo4CAUvqi+3nVN7evV/nOTrg8Ehx5YAKgkYSMDjgAAfAFMW2CfIp63Gx9qcNx/iq3OLjJKQkkyUxQx8ZpduP8AFSDUfI8U7ZifFKgJnEi+ocVMQoqVONtFaW960o3KwAnJAyc/bNdxIhHAFOnba4+goGMGhOtK6eayT03buttuejyiaXkgOfUAPH2CXFK4wf5Daec+KUv/AFD6j6uP7bpezsxWylSnGWMuOFI/rWoBISScYHB8GqGyJyY0NN0iCcmEpIafBX30NY27ODhQCSQkkZSPB9qtqLhckPRhpB523vNNJZfmFsLS4lKQAApwZV7jBHGM+TXmq3p63qVH3ZpNNc7uJLZG8SYH5C0qeIPYBSzEM7RKm9N9JdU3a07ri63a33GgA2pAV2zxkKwfzwngcfmoTqbJtly6kW+xRbq/LstujfThkStjCHm2wn0HGNwwTxnKuM1LKTqq6xyxfNWXOUwsYWwhYabUPsQgJyPg0tGsFpZYS19DHWhH8QtsED/2rLPDr6pcNuL97TlnK1gMCepJOpOnaEtS5pMY5lAH3dSev4VQ1PpyBqK9CbGSO0ynG9R3FzOCAeAEkDgpGQDnnzTiJAMKOGhgJSOB7Vb3ktto2IQlKQMAAYAqDuiwAcV6FZ6r84+RRSMxXJooQswQkfalcCiipSLtsDml2gDRRUITyOkZxinjAGfFFFCApGEkE1MREp3DiiihOpmEBU3E/iKKKEKQYJx5pRSjjzRRQhMJS1YVzVfuS1c80UUBCr8onJooooQv/9k=","isBase64Poster":true},"target":"_blank","position":"43","reqid":"1765943588841749-12212464528649899886-balancer-l7leveler-kubr-yp-sas-173-BAL","isAdultDoc":false,"relatedParams":{"text":"ТОП-5: 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автора «Выбор Покупателей» в Дзене 🎦: 🎁 Покупай со скидками и акциями в нашем Telegram https://t.me/tut_pokupki В этом видео мы покажем вам ТОП-5 Электрических триммеров для сада до 10 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электрический Hummer 2026: ещё быстрее, умнее и «крабовее». • Новый электрический Hummer делится зарядо... Новый электрический Hummer делится зарядом, разворачивается на месте.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"45","reqid":"1765943588841749-12212464528649899886-balancer-l7leveler-kubr-yp-sas-173-BAL","isAdultDoc":false,"relatedParams":{"text":"Новый электрическии Hummer делится зарядом, разворачивается на месте. 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