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Площадь одного из маленьких...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"20","reqid":"1765557514367007-11188203065085145608-balancer-l7leveler-kubr-yp-vla-262-BAL","isAdultDoc":false,"relatedParams":{"text":"Математическая Вертикаль | 1.4 | Геометрия 7 класс | Волчкевич | ГДЗ | Прямоугольник разрезали на 7 семь квадратов так, как это показано на | МатВертикаль - 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Наши ученики успешно принимают... | Вступай 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автора «Политическая Россия» в Дзене 🎦: Помощь редакции и Нашим на Украине https://politrussia.com/donate/ Спасибо! Россия запустила новый зимовочный полярный комплекс «Восток». 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этом видео мы задали несколько вопросов архитектору строительной компании "Вертикаль" Айыыне Кобяковой. Строительная компания "Вертикаль" занимается не только строительством час...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAQQDAQAAAAAAAAAAAAAABwADBAYCBQgB/8QAPRAAAQMDAwEGAwYEAwkAAAAAAQIDBAAFEQYSITEHExQiQVEyYXEIFSOBkaEzQrHRFpLBJUNSU2JygqLx/8QAGgEAAgMBAQAAAAAAAAAAAAAAAQMCBAUGAP/EADERAAEDAgQDBQcFAAAAAAAAAAEAAgMEERIhMUEFE1EGFDJhcRVCgZGhwfAiUnKx0f/aAAwDAQACEQMRAD8A6X7p49NppxuPI9h/mqYAke360gSOg/erXOVblndNtNPp6pP+angHR6K/WvQtYHAFZArPt+tDFdSAssN6x1zXi3ihClrUEpSMqUTgAe5NOBKz1/rQv+1Dc4dv7Hbs3LfWlLy46XW2slxbPfI7wYHONgVnPGOD1oFwAui0ElEe23GJcYwlQJUeZHUSA6w8lxBI68gkVJ3K9UqrmH7JOp7Ie0bUmm7G2E2iXGblNKaG1hL6VFJCRwE7kEcAZJR8q6dcaQlJUpzan3JwKDJARdTkjLHFt7rJKx6k1Tu1W9v2m1tOxEKcfQVLCFh1LboxgpDiEkBQGT5hjj86ZvXajom0F5Ll9jy1sp3LRG/ExjPqPL+9V5vtr0Fe41xhR5rqFpjrCCsbd6thwB+frTI5G4gkStdgNslS75qjVM7Tbr6opYjPQyN4uAWUpKSd5CUZyQR6/nQxtlxt4tDT0uaW5DDqkpaS1ncCopBOOTwTW/u91ba02yzH1HPJ8OlHhQtklCgMAfBnA6YznpyaiWXQ+rZmnGFQtNRZLb6w8iSuS0FbCrcOpyMD0+dMfOeUQev+pApxjFun3Cna11jq6X2PPwbOmP8AdAiKYeBijvSwDhRzncFZA544yaGmlvGt3xxhq8/eK3orbiXFLUpJyUqWOT8SRkfMir7fOzTtAuVqTbU2hphlrI/DmtIKicj0V7Hp0rUyOyTtA+8XJEDTVvtzC2UJQli5IKmikAEhRVnzEZPpzjpWcJMJJCvCI4LFWTRz0xi+xFXiN31iZdUhxptaUurQEkAfXdj1HFKtDYezftctN3E9mHEafQpakSTcWlLTlBHTI65xkYNKlSuLjkD87IMiIC6ubu8VfwvA/Q08i7xvR4Gg+nRNvBwJksA+zSP7VknQ9v8AWTJ/Nsf6Vp8hv7knnHojIm8RwP4tZpvMYD+KKDiNCQATtel89cJPP/tUhvQ0YK3+LnEj/v8A9F1HkM6qXOPRFO7aljQLVJmB0LLLZWE5xkiuc9ZXhi+WO63m8uqfaQ06HfN64OU/TH9avn+CG/h8fOz6AhxSfzBXg0IPtBuGy6Fu0TCW3X3QyQBjJJAP5kVn1kZa5oByK0qGRuB5IzCH3Y4yhrR8u8JlSWlMzAVJQ6UhOxIKTx6gKOPbJq7X7Vk7UkxMu7ageeSRhDIdWUlOACSkHG44GaH3ZI6Roe9NP4MdcoeXPx/hgKH6EUY7R2asMwoq7kox5jjSng2lIIaCMFKcnjPIJ9KkWOkxBptmo4mMDS4J/TXZpaF26LPF6ebS8y2txtZQQAQDghWemfbjFZ2rs80LcNQsvt6ggT9khLq2UOoCCEkZBwOPb9eaoOqLnaJctxx1965z8bXFd22kE5OcqON31APX5VY9EP6PRCju3C3XlmeWg267Gy2jaB8OUKGRkZ6VTlqHRuFvorLII3NNz9ETXOznszDyt0aH3a1g5TKIxkH1zwOP3qZb4MC1mUmDqRyO0lQDbbUoKS0jd5UpCs4AGB9KHVy1f2e2qQYvhNTPlwArIlu4H03Of0rUS+0bRUeM8bfYdRvOgeXv7otKT8/4iiPyFTbUvPun8+KSYGjcIvTLkhFxSyjVz6XPNv5bxgYPJIxnHQetQExJxvXiGtdzvCrcKhFL7ZRzkhPvjnpQIl9pTzidyLI4lQACf9ryduQCASMjNaaRrXUi5Jkt3NcQBQPdIWpSc/8AkSaY15OosoOYAciukIke+kqSvWanVjON3djoDnjHP1+VKgNaO1O7Q0kzILFyeUfK6pbiClPQjhWP6UqJeTsUAywyK6VhXFx5hovNhp0AhxCincPQHykgZ61lHubS5TkRh1KnWdpeSdx2hQOOfXOKqQua1OEpBGeuE1KbkrCcrLwrYwLJD1c0SVFz+KEt4wUnrn3zTyJIbbSFPFf/AFKVyaprE5S/Ig59M781LafKVZ5B9/QD5UstTGuuFbEyvZeCa4q+0/dZsrtUv1vEp5cQSGVdxnKd6WQkED35NdUTLvDt8UPXCUhlH/E4vbj8yea5A1zORfO1+83RBT4dD7shJVyFIbR5f1wKU+wCbHe6232ZmPF68bTMloYtEBs3CWlzGxZRhKAc9PMoH57a6Rn6nVeZa2tNWaVdXm0kFwoKUAH5defnjNcydibTSY9wllpZc3NtJOBjGCT+fr+ldb9lWp7NcoDVot0cR5MWMlcpDbeGwrO34v5iTz+dcr2m45UcIpebTxYzudh5n8+K0qKkZUvs91kGptpCroWZNpaRN7woDIjDeFZ6Y5JNKexKt7/hJkN6E9t3Bt1BbUU5xnCh0o5abvOm4usJkJ1tpF9kznG21d2VLcRgq4P8qQAQen71Uu26x3a/6+iC0sd+ti1oK8uoRjc8pKR5iAckgY61zPD+2ks1XHBURBjSLlxyHqPLa9zmtWp4YyIvDSchl8kB9UIluPqS7bmXkIHlODwPfqKqThU28EhptznCU4Ck/QZNGF3TWq/BMyGdM3B4SHC2xggFxQ3eXg5Hwqxnrg1qZ9j1SwzMEzRc2MxH2+IWtlRCEEZCl7U8DBzkniu4HEKNxsJWk/yHp16rG5cg90/JDVzxgCS5HcZSroduCfmOanwIqp8hIhIeW1tPeKWrbhQHGOOR9K302wT4suOPucoclJC46Sl4CQnH8o43DoeARTTriTGUieiOpCHO5S2z+GlpXqkkng/P9BThIx3hIKFnbqN9zrZZafVvU9jzMgY+gyeh+vFKn03CV3flgrKCOA0gKJOffqfqccUqNyijKJT4/E3rz0+NIB/esvHtJG5clIAP/M3H9qoErUMGMB3kkOq9EtoKiefnUFd2us3+ABFa9yckfM+g/StqSdkepWTHC52iI8vUdrt7PfLwsA+oCc/TPJ+lV+4a7vUpC02qG1DQM/iPHKse4T/eqapplhYec3SHSnlZ5VnnqTU8KUsOfgny/wC7HQis+Sqc7w5K3HTgapqS9LkPIkS3n5z5J87pyE59QDx+VDCQ0ldz1M61LSspQpA28lW5XPOegxj86JL7bbzK2pbZTlO3u2lbyAfXAOP/ALWug2W0WhZaai7H1qztQncop6HJPT6UppOZKaQBkFqNFOsQ7CmJFc3uKWFqVjjcQM8/tzRy+z7KQxfbiJLiGd8RO0uKCdxDnTk8n6UMUxRFC3WkbGGwSGwoJzn9s802uIxIiYeSCVjzIXlRUcHHviqPF+HjiVHJSk4ce+u4Pl0TaWbkSh+tkRfvqO79pyzQo8lLhE+R3nduZAPdKwDjj9aIuurnebZq6XOtNtanGPZWnnkOvqZOESFKASQlXJweCMYB5rnFqx25h9p1uMtJKvIU+UhXXgg5Bxmpsd6VGlEQ7zdIskKSTiWs5ABA3c4PClYHoFH3rl6rsZzXxObICGMw2IOf6ib5HLVaftfG57nN8XT0A+yMyJ+pbXcMu6esjlwAjRpi495U22Wtz6YyUNuN5SStak5Od2w44wahoveu4elodutekIi7u03GjKTMuzO4DwRSSEbwQpSNysLBATkkZFDKDdL3a5L79uvk+OuRK8Q8d6XS67kfiKCgckbQRnp6Y5zkm9aqg3Jqeze/FSWFoeC32G15UllTIz0zhtagec5OeopR7KztJNmO9ceZGxF7W1+FkvvzCN/ojAdSXGY7KaYsmrozk0SHxNCWX124uIZARGCHcuNgNkkpIxuHHNMNaoYTbE/eMTU6mlNKffiSLCoF/dLS4me4W0lKSEJIx8XpQmuOoL/cwzFkyLa54eLJjRimJjuWn2C04lBCuhB3c/zAH3FbK6a51gizvxLam1wXpKNzspttS3A4RtW4kKUQFKG0YGAnBx1qseylQ0Na1g12OmZ3IJ06aHTPM+73H1Kf7ctV2m8amtAsTDk2WpuSh5RiuMbcPkgFbjaVEgZSQB5cYyaVV3VV5l6jvCXJziCoRGmUIVvVtS2nk7sAEqUVrV0yVUq7DhFD3OijgI0876m9r2H9KlNLieSFqxHZbZWQ2FbFYG76n+1OpeWVNoGEhZIOCeMYpUq0EoaLESFJkLbS22Bkc4yeTzyfenXpb6n48UK2Ml1YUlHG4D3PWlSprQoEr3xCksgoQhOco4HQDIqBJlvxne9aV+J3nxHnPANKlUmoFT4D6ngyXEIUVkk8e5wf6VHiynW2CUhGdp9OpLZVn9qVKgDkUTqpMRzZELoQkqBxzz1Iz1+tOR1qdSJCsb1cEAcYzSpURqhsmmtvipL+wb2k5QcnggnHrWDkhxz4iDuHm4+Lp1pUq87Vebos4shfcvKKUEtOltJ284wf3qE/KfXd0xSvDJRuKABg5xx9KVKgxScpXinkuiKlQDSkbsDjB6elKlSqB1RGi//Z","isBase64Poster":true},"target":"_blank","position":"36","reqid":"1765557514367007-11188203065085145608-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полезных вопросов Архитектору строительной компании \"Вериткаль\"","promo":"pumpkin","related_orig_text":"Полярная Вертикаль","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Полярная 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Друзья, ближайшая итоговая диагностическая работа пройдёт: 7 класс 27-28.03.2024 ⚡️⚡️⚡️⚡️ 21 марта в 19:30 мы проводим онлайн-подготовку (вебинар) для 7 класса. Длительность - 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автора «МатВертикаль - Математическая Вертикаль» в Дзене 🎦: Разбор и решение! Авторская методика. Зимняя промежуточная диагностическая работа по геометрии 7 класс Математическая Вертикаль...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABDAHgDASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAAAAYFBwIDBAgB/8QANxAAAQMDAwMDAgQEBQUAAAAAAQIDBAUGEQASIQcTMSJBURRhIzIzcQgVgZEWQmKhsSRDUnKC/8QAGwEAAgMBAQEAAAAAAAAAAAAABQYCAwQBAAf/xAA2EQABAwIDBQYEBQUBAAAAAAABAgMRACEEEjEFQVFhcQYTIoHR8DKRscEVM3Kh4RYjNEJS8f/aAAwDAQACEQMRAD8An+ol5dTqTV71h23ayqjChMRzTJoigpiLDCXXioY/GCgVBOM4WNuuas351AlVW72qXT5tMgRoL79BlLoJcTJdhoHeaysYIeUVlJ8gNgAHOpe5rxvhF41mj0B2AlilM/VrVISMoZBSFBPBKlcnHjSyx1gvRcqdHQqE8sJZS0pKAClanFJ9R8AcDOc4GTpaZbGQQ2nQfblTx/T2KcBUHRFuNpGbhuBkxPK9dFfu7qhRb/p1BbkKqrCo8Fbixb4AeLwUp4+hPp7Y2+FDGMkHkajLdvfq5WqHSW4Jeeq8yQ4h9s0ZhoMbYqnACXUIQlO8YJJJwMA5IBl5PVu7Ikl6nrcgLfhPJ7qm05bkAkjaDnAOUKAUPO4HHHJVur1xvVp9NOfYbp5Q4ppt5oKWkJUgAKOfOFHP3/bVgTb8pPvyqaeymPJ+O3GT/wBZf56fKu65Kp1VpIuJ9VWjvuU23Y1SbixaE240uU6tSHGG1/mWGyncPcg8gDUVU7+6uNSXQq3EQy5UZKFsophkGBD+mYdQ4cD8VxoOLJSD61JUkZAxr5A6l9Q36SzOadpZRMqCoMEJSP1NyEerjgZcBz8e3HO2qdVb1pVYXSnXqfIltupZLLbeStW4pWUgcgJwVZ8YHPvriUbi2kn3yqsdncSqSl4WBOp3EjhxB9xUg/1MuKNcl0bqBUpVBZgPt25KFHdBmTWEJGSUo9QdWpRAwAAgeAdRNQv7qTalS+krdPRcSI8qbHf7dMXG+oKI0VxsNqZbcwruOPJTkbVY5UMazi9W7wdlMRu9CceC3kSNrXKgG3HEE88EJCDj3/rpg6Z39clwV+RT6lJY7KKep8BkYIWHkoxuHkYJ4+dVuJQ0hSlNCIv7iuvdnccw2pxbnwkcd5Hrv9afCoqQhZacZK20rLTmN7ZIBKVY9x4P3GtKjjXJUatBhTGok2UiO8+krbDmUhQHvuPA/qdbFLzyCCD4I99Ki0mSYitzQtEzX1R0u9QalJpdn1GbCf7EpCEhle0K9ZWABg8c5xk+M59tTij7aqXqD1astlMiiPQ5FaQmQhmR2wUsJIO4kODklO0nCRzjjWjBsLcdTCcwBE9PpVinmmQFOmBSyOot2rZXH/myfSNy3QlHcSoEAozs/JznO3z7+Rr471EukOpBrBShjDbh7CASs4UncNp3EhQzjAAHznVpGy7PWzmPSmHGnUocQ8HHNxSU5ThW7IBCvGcawVZVqcYozKeMEpccSVfc4VyfuedHFY7ApUQWdOQow3icMqFBsRM6DSD6iRI0kRNkOyb5uOo3bTo02qJdjuye1KaQhGxKlBQCU4TyN2MEK/v7mrBplq23TJTUmDSWGXWf0iFKIb4x6QSQOPgcaNCMe8y+sFlOUAdPpWZ3KrLlEWAPXj7/AIqcFJpiq7WqkuKTKqSVxJeHl4WwEbiUnf6CD2gcJHK+DwdQBs+2Ka3IQ4wh9mRCDz7rcp51xtKAFJQkqcG1zc4ElOR+og8gkB4QGkOLcQ2hK143qCQCrHjJ99aUxISVBSYcZJHghlIx/t99b2topR8SZsN53etLimMT/o6RefT5bqV02Da6IUds01paEVN5vIkul11aCpCXlZcy5uUxsQg8AlGDhWuGFY1p7UK/k8xoGQuIo/VPoLf4iSS4redjqyQrGDuG3n1el1EKAEhIhRAkHIHYTj/jWxDEVC0rRHYSpAwlQbAKR9j/AFP99Wr2qgpISgg/qNQbYxiVAl4+zPHjfrUVGsm12IsOM3BkFuHN+ua3THSS9lB3KJPqH4aODxxqUo1u0ZipVVyNHU27WyRNWt5atwO/hOT6B61cJx51u3/fXPU4seowHYUkudp0AKLayhQwcggjkEEA6GJxDpUM6jG/51sWlRSYN+u/X6363qPmdOOm0FUSDJeMd9AcSy03NcS64pe4qURu3LXhSvUcnHHgDWyj23ZFpOP1Klwqigoi9pf4hI7YIWfzq8kpBJ8k6ojqjCuKiVmPMq761BClKiT2nCpTqkchRPlCwMcfvjXw9Yq3MoK6bUocRwSGVtOSkEoXgjhe0ceArPzn292fF4J04cO4chaSL3Prf1oFhtpFTxYxBUkz6fwauWnRY982pMrFZpb7rk4rVTSH+WUhRShDac4GAnJyOSTpe6N1R96m1ShylqU9R5fYwrylJzx+wIP/ABqCse+jFseU4p6cgUAqfZbYI7T7bqcpS58AKz/RXzqI6HVpty7qguTJaCqlF7xUpQG97eFK8+/qP9tCsY2FszF6L4UlDhTNqs/qBVxRLLrFV3bVR4iyg/6iNqf9yNaLNth17ozAt5cGhOGXDacCnIuR21oBKlqx+plROfOdU/1j6m025aZJtijNvlnvJU7KXgIeCFeEDyRkZyfjVhWVR7gpnSmJMixv5hX2qUpMFSFc7CD204JyVJSrA4x4yeNX4LDLYZlViT/5WfFPtvvQLgD961dKa/JqFhPxH3GzU7cZXS3GW0KcVIW2rCHB99gwB4ODplkVKkKnRaRFrlQhOto3vzKlTspUkHknbgZOQBjGcap3oRRLqoUKp1EvR301VlaYbX6hXKb3K/GTkKRlIVzznn3Gnmox7iksonh2NIqn1rjUOGpQQywzsCTK2nJUcqVgnnP7Y1tXhv7h7xCcusnXzr2DcCmxClZtIBsOnOOtNsSa2+6oRpUOfGyQmTFWSnI9lpIyhX2ydGsaYwYdNZh/ggIyohloNo3HyQB/Tk88aNLeJDSnCWhApjZQtCYWqfTdTTu0btZRp0yKntUq0mLjqLytrLciopistAAkqWVJPHHsCckDHvqWbWyerVEtyTR2WnX7efqNWhshbrEdxLjSGy27tTvyVOjGB+VJwPfdhtlOYlsOIUKXcTtNvDuFtaTUPu++jd99R1aRVbY/hqrlXrb8c3vDpJlP4CFLhuOqPZBSBtBAwPHJSfOm+8rbnJdt12gsJdHcRGqsZpIKgl1OEST7gIWnn2KVKP8Al1YrYeISkmQeVVp21h1KiDHGoHd99G7UpdUeNB6n9OKBT+yuDU1VFU/ACvqEsRwU5PthageP21ySqHXrdsbqFXrgEFa4rVTmUftEK7DCAtTAIwOQkDzn7k6l+Bv2uL9fSuDbbF7H350pdTf5YbEq7lXiolxGoyl9tRx6/CSCOQckcjVMdELHhXzcqI9QS+KaltzuONggE7dqEgjGPOfvg69Lw6O9VaBaVImWDGuek1amR3q1V35yGktLKUkns4yvn1YGAPGofpXEeolN6gvWharFbdi3i7T4dKTJREajstoaSVdxQPA3KUeCfYaL4LAOsYctlWpnlFC8VtBpzEBwJ0EDjM1BXf0Kt6ndP3qdDmSGIrTncWps/iuBSgNqirIIHH9teWRTmaZXJ6GH33Y0aQ422tQwVBBIyR4HjXs7qxVa65eMC2WI2xD9su1GXT2MOZkJkx0pAXgE7cuAeAfjXkOuUWuszJBq9BqkV6VJPZYfZWkqWsnATxg8nGBrQ0xDuS24/X0qTmKSrCBxXxSR5eGPqYrv/h86a1W/7jNUiyae3BpkphUpqQo7loUVHCUhJB4SfOPOvcjaRT22mXW2kJxtT2hwANef/wCFm2atZU25plVjvRKfIS2hoSQA4FNrIIJB2n8+OPfVyXDWVlG8FADfCW0jcteeMDkc6w41x1JlvW0cOddw+HKvCrSlHrk9R7VTT75YitIq8KQlLa0tZTISr8zTgHsQDhXkHHzqLg0qHTlvuxGQlU1f1TjnOXN/qB55CcK4T4Guvr0zOX03KjFL8tyZGAGT+Ad2AQkeQkkZHvzpa6YyKq5bhgV99TtTgvKZcDiwV9vyg49h5A/bUdpBTmEzaQdOVENjjunp1BkTz1txtTFt0a3bNGlmRTRnouq6KbQ6Mun1W2KVcMSfkORJTqmlrAx4VtUnHPggfv7aWKJ1XqDV2ruNNIokUUmjCmUq3mpboSxHdeQVPOP9ognLKUhCU4AHn3Kv1ekt1yusU4LUmEw+0xLPKVdsOhT233JKRtHznSx3WGLjlAHYmZESiMkA/wDbeKiD8YStONM2zi4jCpGh10Gk+lXHsnhn8jjyVSckmbeIkWEagRviTpTdWrkkL6S1lqoVCnVKoXu6mp1iqqfdQiK024jahprtkqbShtSADtPGedNl4XzcbV6Vi4Ha3GtFiZRWIkVcUGoEtNOvL76kKQkIUUu8eSMHzqjZndNm1VMZlQpMeK7CiyFqz3nEIJcCflKdyRn5z8aYborzM+vxwZjKU9pCOwpBUpbYRsT4/KN2Tz+2tJU8SAF2vJtOoj08qoY7KbNUtOZXhy3M2zSUWmLSCeJiRrVlvXJMta5rJkpgQpMC1aFIi0xblQWXakp5DKO45taIa/TUTjdndpRi3TCo3Ta8KIzGpRuG6Gpi6tJW88gR2HlvlCgrtEu7AsjGE+NKVx1ITLJi0p5wqepYEFWVcqZ7yC0c/dtQ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так, что внутри нас или снаружи есть нечто вредоносное, что мешает нашему прохождению в новое или реализации нашего запроса. В этом раскладе мы посмотрим наличие таких программ, 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