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волосы из фотографии объективно довольно непросто, ведь зачастую инструменты выделения не слишком хорошо справляются с этой задачей. Но решения есть, причем далеко не всегда очевидные.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"6","reqid":"1766021360618513-6026866494301187732-balancer-l7leveler-kubr-yp-klg-192-BAL","isAdultDoc":false,"relatedParams":{"text":"Вырезаем 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Хорошее качество видео без 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делать, если при открытии или сохранении файла в AutoCAD не отображается диалоговое окно с навигацией по файловой системе компьютера? В данном уроке AutoCAD 2017 рассказано о том, как...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"30","reqid":"1766021360618513-6026866494301187732-b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Куда пропало диалоговое окно выбора файла? *KatalProject","promo":"pumpkin","related_orig_text":"KatalProject - инструменты проектировщика","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"KatalProject - инструменты 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продолжает серию уроков о выравнивании тона текстур в Photoshop®. Способом, показанным в уроке, можно успешно выровнять тон практически любой текстуры, на которой нет крупных контрастных...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"31","reqid":"1766021360618513-6026866494301187732-balancer-l7leveler-kubr-yp-klg-192-BAL","isAdultDoc":false,"relatedParams":{"text":"Выравнивание 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содержаться...","preview":{"posterSrc":"data:image/png;base64,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уроке показан процесс создания модели футбольного мяча в 3ds Max® 2020. Традиционные, всем привычные, футбольные мячи сшиваются (или склеиваются) из 32 отдельных панелей (20 шестиугольных и 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– многофункциональный графический редактор от компании Akvis (Аквис). Чтобы узнать – надо попробовать… https://katalproject.ru ‣ Rutube: https://rutube.ru/channel/24693642 ‣ Telegram...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAGwAAAgMBAQEAAAAAAAAAAAAABAUAAwYHAgH/xAA6EAACAQMDAgQDBgMHBQAAAAABAgMEBREAEiEGMRMiQWEHFFEjMkJxgZEVocFDYnKCorHRJFKSsvH/xAAaAQACAwEBAAAAAAAAAAAAAAAABQEDBAYC/8QALBEAAQMDAgQFBAMAAAAAAAAAAQACAwQRIRIxIkFRgRNhocHwBSNxkXKx0f/aAAwDAQACEQMRAD8A5bPWJCA8pCoePfTKGnYfw+TDTLWnMSRqdx8+3APbdkY/UaXUNbU0dTJPTSKN8XhOkih1PqDg+oPI99HG7yT01DTuGEVJI0m4P9qxZsk7vQ4+nrzqqVz3eHobbJ1Z5Zt7bHsLXOuKOBrZC91zYacHc2v02zvjoTsNAbRUx1IjNhuinOCpXd2Yg5I4GDgfv7aD/hV1IaSO3VUkJJ2uiblI+oYZBGPUce+ls10mZkFPV1w5YHfOx8ufKPveg4OvQuFc6FXraplfO4GZiD6nPOrVkV7iWGR4plaORGKujggqR6H317Dj1/XQbzPJM7ySNIznJZySxP1JOiYnpmpJ1dZGqePCYHyYyM8fXGe+dCETRVb0NZDWxpvMfDJ6SIfvL/x7ga3Lw01TTR1NOEkhlUOjBRyDrniuMcHk603QVyCVDWWoYeHMxamJ9H7sn69x75+uhCuq6NBn7Nf2GkFHakunUNdkFEo6ZYkdOCkrnduHuABreV9KFDFuAOT+Wg+gLaX6de5OvnuNRJU/5M7U/kv89FrqRgpNbLyARQVgnjrKRFilywIcgfeXJHB7600I8GWSSaombwtyMFX1wR6tx30j61sTsFutLuSemGJdibi8Xc8epXuP10ntN7Rq5Ke2V1yr5ycmJIcKVzjJJfCj89Jp6Qtdw9sJ7BXNezjGeZv7J3QIhapnlvdbTQrguXReeQMDDaaUdwoDCPlK6aoRXLbmHcHH9720BQ9PtQWmpvF+qDXzQxl46YE+Ar9kG38Z3Ed+PbVF7ttZYoIqiKqkp6SodVncZwkoUgcD0fk/4h76l1G/w9Tv0vLK2PxdLcjqndzuDRIjsJQHQOrJvJwc+/tqazizTU3hLNfpJPIHARHA2nt+PU1h0xswBdM42zSDVe3ZY7o6wN1FV10KVbUq0NC1ZKY6OSpdlEiJtWOPzMcyA8fQ6ZXToDqi31tZSLQR1pp6pqZTTSozTYlEO9IyQ5TxGVN23AY4PIOs3YbtdLeK5LRLLHJW0rUsxhRjIYy6udpXlTlF5H5eumVp6x6nttBS0FFN4JjbFLULRg1IXx1qPCSQjcUMoVyvOT7HB6Zcgil6R6iV6gGmpWWmVS8qXCnMTFt+EV9+1pD4cnkBLeQ8fUyn6P6h8MT1FvlpaRt2ZhiT7sCznCKdzeR1PlycnHJBGqKbqDqKqoLxNS2u0tQwJFLXQpaIfApW3OiTbCMLJmZxuOT5ueAMXR9e9XYQC4sNkAhjIpxmJPlzD5T6fZ5Ofrlu+hCIrejuo6OrqKeWhCtDVmkAeoiR5HDIpKIXywBkjDEZC7uTwcWUvRfVU9wjt8VolNY7xp4PiJvUyGTZuGfKD4MhyceUA9iCRpOsb9UL4tU1HM8M6zpPLb42enbMbYRyPIGMSEj1wcfeOTouvurlrZ6o1/8A1lQaZppWpB4k3hSNJCHOMsMsQM/eUKvIGhCGr+nblQ9P096nidaeV4o2JTARpIvFjAbPmynm4HGcHB40qDEDKMVcEMjA4KsDkEe4ONM6vqC+3uhprNVVAmhjWnhgiESxhRCkixjdwBw75JPm7nsNLJo5IJpIZV2yRnawyDg/mOD+mhC3lReTd+hZ6qIKLg22jeNfSZyFBHsc7h+v010els0dvtlNQRLhKaFIV/yjH9NcT6CjqJOsKB4kEkUDfNzxMSEcRfdJ/JmGPzOuyT9WMmRNawfdJ/8AldCFVVUPfjWQtlkis19mpYYVjpa1zPCQuMP+ND/7D2yPTWnl6vtxz4tDWJ+W1v6jS+v6jsFTFhpamB1YOjtAfIw5B4z/APM6FKW/EV50orfbKSrhpZnlFXK0kRkHhxMMDaO+XZf/AB0FUdR109lntl2gtVwp6hTHKVhmgYDjDA+YBgeRx3A0NLfBeOoK290r0ZoI4o6aMzR7sqOSQCpJBfcR7AHRVVdRPRwLStaAcsJd9KBnkY7p+fbSmoq3tkNjYBOqWiY+EXaS4/n/ABAW+OWjoYvFvtO8jQqyj5dj5T2H3OPy1NFiWu3x/MtazGAvHgIw24yAMJ9OdTWBwc43TSJ8bGBp37e4XKel+oamxQXoUZqEqLjbWokmhnMTwEyxvvBHP9mVwCPva6BcviZa0eipoaS53CCGCjZpHrmjEEsdvNMfATaNnndi+SRJsX0Osh8Mqa0TTdQTXZbViltDT0z3KOSSCOb5iBQzJGdz+Vm4GeCeDrXxD4UXaojtlqipqNqq8FUmrTLHJFF82GDBtpXwvlgy7WcHJ5BbB10q5BOLX8Y6JEvFVPaK2mqJJlqqSmp6sCKqcyQF1qMJzxCct+JGZMAnOkFX8TKl7HR2uis9JAsEdOkhkYyJUFKOSkl3qMHDxuoADDYE4OSTplTD4XR3q33avl6fa2VdP4ctLR0lRsBWrk8RtpG+NxC0IBKjeQxUrjJXiv8AhvTz9LmkoKSSNKimS/irppZPEj8GMSNFjGAGEpYfeLkMMrgAQi6j4mmegqqaGxxQ+LIHWPxFeF12U6FJVZSWA+XG3BBAbGcjJvpfictNdrhVi23KqWuK5NbcvFlpvtZpGMD7B4ZXxsRnB2lc+uAP0dL0HczaKa4UNsSrq66GOeBKeWNxK1cuSHz4a03y2VK5zuye/Os31tJYzW0S2MUe6OmZK56OGSOBpRNJs2rJ5siPwwx7FgcZ7kQtVQfEqKCgobdL07HPS0sEMUqNU4+ZZKKakZpDjOGWRPKOwQjuxOsx1XfZuoL7NdqiIRyzRQJIFxjdHCkZIwAADsyB6A49NIoS0j7Ig7HHZVJJ/bX0MCpwQRoQukfBmj8Zb/X45FMKWI/3iC5/2TWyliWppY6hBlZUVx+RGf66QfCsCg6Pp3PD1Uj1Le4Jwv8ApUfvrQWGppYul5ZKuZIYrfNLBI7nAVVY7f8ASVx9dCkJBcoEijeSRlREBZmY4CgepOsfMn8XqpIpPl4rcqNnxplQznBK5G4ELnHHr6/TTa+vW9RzMwhiS0xgOkLyhXkPPmcbh24wvYeuT29pSzVddNBdrVRDc5JZqjbjAJxgNx2A5+ul9RUgjS0/PJMqWmLXanC/527pSEr4qY09AlskpiqMyxygjy9icHsCe3vpgzLLaoRE9siqCzCTzBAAMY/F6+b9tC05r6XxUgsdK0JXBYTZUcjP9pwcgc6vaGZqBagWyCSpeQh4FqT5VGOcb/c/trFI0kgYt83TCnkaGk3cD5bdkVGlx+zNR/DGzGMMs65ZBwPxduMfXU1TSRXN9ni2TwfsisWakYZQTxy3uedTVZvz9Fa0Ntduf5bri6ywnOXj8nbPpr6JYvxOmMZ5I5Gh3obWsfjVNXcUfGGEVLGyg89iZAT+w9Ppr1Q1lotvj1NFNcJq7wHWmaaliCxSNgB872AIGTjB5PoezozFps4eqVx/T2yxl8TiT008+l7plGGRFkMTBJM7HKEK2ODg4wcH6dtWI2Wyc59tX1/V9uq563dZ2UT/ACYpKZpSaeExIUkJVCuNwZioXGC2TnGvFbTfL3Grp0imVYqmWNQyscBZGAGcfQDnVrXtdsVhmp5YDaQWXpG3A7lJB4JxxqyN8kgHygZ1VHPK0PgCR/BLb9meN2O/56g3l1CjJYhcD1OvSpTS33Oqoqepp4pPs6hCpBONjEY3D3x++gSWKmOIklsIg9zwNfauCalqmp6hdsqYJAbI5Ge/66IsSeNfKNOSqyeKw/w8/wC+NCF1milSko4aWM4SCNY1/JRj+ms9LJWVPVktI1LPWUAljqBHG5CrIU2lmGCCePXVMlbX1pmp7RDJM8eBNMq5EeTjjggt/Ify1ZZKQxg0E9iubzGXxDPuy0pxjnyd+M51iqphpLG5KYUUBLg95sE8rqOkgjaBbVNKrQLK2JiMseSudnGPppXuN4usqVvT1bCs7M8jwyEbSMkDlOxI03a2QweFvttyQvGsoDDtnPH3fbSurtUddWzt8nc4GqC8nOMHALYHl7HGO+lMDsEu/ad1LOICM7jI6+qMtlpjp6eoWC01ipMMNuY8cg8eQeo1abP4UEcos1SXZmBAlOBjGPw55zpVRXalo6c0z2W6gKNqsRkA5yT93RqyLBSJNFbqp3lLAIAMjGO/HvqHseHZ3PNeopmFvDsOWceqJipnqDCDZ5nSJNiYdjxkn/s78nU0nif+IXGmpam3XiA5VdygckZ/u8A86mo8LRu6yg1JkPC24HmR7rjlXGJafa5OM6sWCBhgwxnaeMqNTU10a5XUQ0Z+YRG8Aq3y9F5O2KOIA5+vl57+umRvV1lyHr59rrsYbuCBkfuR31NTQvKFXgqo7bf9tWHO7k57d9TU1KF6H3se2P00TYmJv9LSdo512OVODtyMgH0zqamqpSRGSFdTgGRoK3NhUwxrBA8kSCNSNkhGOB76diepFk3mpnZzUFdxkJIGz66mprl25kXdyYhwllLWVSB2+ZnYnK+aVj/XVPUtfWtd5E+bnUGY5IkOTkn31NTW+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Это давняя традиция компании Adobe® — добавлять подобные «шутки» в свои продукты. И в данном видео о двух забавных 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Простые линии состоят исключительно из точек, штрихов и пробелов. В сложные линии могут быть встроены символы из 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делать, если при печати документа из AutoCAD, содержащийся в нем текст выводится в виде контура, а заливка символов отсутствует? В данном уроке рассказано о том, каким образом можно 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