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школа "Golden proportions" для тех кто хочет шить, творить, знать, уметь, легко, быстро и профессионально воплощать в жизнь любую свою фантазию! Авторская школа "Golden 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- изделие свободной формы / Технология изготовления туники - кардиган Если данное видео оказалось Вам полезным, будем благодарны за помощь на развитие канала! Реквизиты: Карта 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Жакет/ ВСЕМ Доступно! Простой КРОЙ И Пошив Дорогие друзья! Предлагаем вашему вниманию видео по данной теме: 1. Изготовление Косой Бейки / Обработка Срезов Декоративной Косой Бейкой...","preview":{"posterSrc":"data:image/png;base64,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друзья! Предлагаем вашему вниманию комплект видео-курсов по пошиву портьер! Приобрести наши курсы Вы можете, пройдя по ссылке: №1 Видео-курс "Как сшить шторы? Как приобрести 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видео пример того как применено золотое сечение и спираль Фибоначчи для создания самой популярной моей скульптуры рыбы. Золотая пропорция – это деление объекта на части таким образом, чтобы...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"20","reqid":"1765560852115620-10400664369746208189-balancer-l7leveler-kubr-yp-klg-117-BAL","isAdultDoc":false,"relatedParams":{"text":"Золотое 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выпуск Школы доступного дизайна. Как определить идеальные пропорции в интерьере с помощью закона золотого сечения? Разбираем примеры. Автор канала: Марина Измайлова, архитектор...","preview":{"posterSrc":"data:image/png;base64,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Shape.....","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"22","reqid":"1765560852115620-10400664369746208189-balancer-l7leveler-kubr-yp-klg-117-BAL","isAdultDoc":false,"relatedParams":{"text":"How 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#3DAnimation In this tutorial I am going to explain the proportions of the human head. This will come in handy when 3D modeling or digitally ( digitally ) sculpting a head MH...","preview":{"posterSrc":"data:image/png;base64,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Уроки по выкройкам в Telegram: 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Shape dolls are a flat version of wooden mannequins found in most art supply stores. A posable shape doll gives...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"32","reqid":"1765560852115620-10400664369746208189-balancer-l7leveler-kubr-yp-klg-117-BAL","isAdultDoc":false,"relatedParams":{"text":"Making a Figure Drawing Shape Proportion Doll Start to Finish","promo":"pumpkin","related_orig_text":"Золотые Пропорции / Golden Proportions - Авторская школа дизайна, кроя и шитья","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Золотые Пропорции \\/ Golden Proportions - Авторская школа дизайна, кроя и шитья\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=qpF7aH_BIxE\",\"src\":\"serp\",\"rvb\":\"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_-AkP_PoE_wECEAfy9v_-APT_CwAIA_8AJBH_-AP-AADt7fr1BAAAAP0K7AP1_QEAIwwA_fAA_wAD_vb39QAAAAcD9AH_AQAA3PgL_QIAAQD6IP4B_wAAAPbr_v__AP8A7f4U-AAAAAAl9QP9AAEAACAALb_vtjs4E0AJSE5QAipzEAAaYO3_AFPtCPqm5w3vDN3RHfTzH-c96C7_yecA-yHt9v7t1dj08v8ikQP8qQAAAAIL_jsWAPNzEsbzz_5C6s2tE_8RfwUsMB30JgMI9w_8EjPixx4wVADp-PsO3QAvT0RdHyAALWowIDs4E0AJSG9QAiqvBhAMGqAGAAAgwQAAcEIAAIA_AACCQgAAuMEAAJhCAACYQQAAYMEAAITCAAAgwgAAoEEAAJBCAACgwQAAUMIAAEBBAADowQAAEEIAAADCAADwQQAAKMIAAKBAAAAIwgAAEEIAAMBAAAAEQgAAKMIAAMDBAABgwQAAMEEAALhBAADYwQAAYEIAAKDBAACQwQAAgD8AAOBBAABUQgAArkIAADjCAACmQgAADEIAAABAAADgwAAAYEEAAETCAAA8QgAANEIAAMBAAABwQQAA-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-MEAACjCAACYwQAAkEEAAETCAAAIwgAAiEEAACBBAAAwQQAAAAAAAIBAAABAwAAAAEIAAChCAACAQQAA2EEAAEDBAAA0QgAAoMAgADgTQAlIdVABKo8CEAAagAIAALa-AAAsPgAAgDsAADC9AABsvgAA6D0AAKI-AADivgAA2L0AAHC9AABEPgAAqj4AAFC9AABkPgAAiD0AAJq-AACKPgAAUL0AAEy-AABdPwAAfz8AAOi9AADevgAAwj4AAES-AAD4PQAA4DwAABy-AACAOwAARD4AAIg9AAD4PQAAJD4AACS-AACSPgAAHL4AANY-AAAkvgAATL4AAPg9AADGvgAAQLwAAOg9AACIPQAALD4AAGQ-AACOPgAAHL4AABA9AAA8PgAA2D0AACy-AAAQPQAAjj4AAKi9AAAsPgAAVz8AAOC8AADKPgAAIT8AAMi9AACGPgAAXD4AAM4-IAA4E0AJSHxQASqPAhABGoACAACoPQAA4DwAABS-AAADvwAAML0AALi9AADYvQAAEL0AAKA8AAAMPgAAvr4AAIA7AAAwvQAAzr4AAFC9AABAvAAAuL0AADE_AAAQPQAA_j4AAOi9AAAQvQAAcD0AAIC7AACovQAABL4AABC9AAC4PQAA2D0AAKi9AADgvAAA6D0AADA9AAB0vgAAFL4AAJg9AACGPgAADD4AABS-AAA8PgAAJD4AAIA7AACevgAAqL0AADA9AACAuwAAf78AAMK-AAAUvgAAHD4AAKA8AAD4vQAA2L0AAOC8AABEPgAAMD0AANi9AACYvQAAlr4AABw-AAAQvQAArj4AAFA9AAB8viAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=qpF7aH_BIxE","parent-reqid":"1765560852115620-10400664369746208189-balancer-l7leveler-kubr-yp-klg-117-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["13975470614078042596"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false},"9755623880647922838":{"videoId":"9755623880647922838","docid":"34-1-12-Z9401B7FC9AD48400","description":"Hello friends! In today’s video, I wanted to scratch the surface on the topic of body proportions when it comes to doing alterations and sewing clothes. There is truly so much to say on this...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"33","reqid":"1765560852115620-10400664369746208189-balancer-l7leveler-kubr-yp-klg-117-BAL","isAdultDoc":false,"relatedParams":{"text":"What professional tailors AREN’T telling you about body proportions","promo":"pumpkin","related_orig_text":"Золотые Пропорции / Golden Proportions - Авторская школа дизайна, кроя и шитья","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Золотые Пропорции \\/ Golden Proportions - Авторская школа дизайна, кроя и 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Курс "Авторская коллекция". Наше занятие.","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAABgcABQMECAIB/8QAOhAAAQMDAwMCBAMGBAcAAAAAAQIDBAAFEQYSIQcxQRNRFCJhcTKRoRVCUoGxwRYjJPEXM3KCksLw/8QAGQEAAwEBAQAAAAAAAAAAAAAAAgMEAQAF/8QAJxEAAgIBBAEEAQUAAAAAAAAAAQIAEQMEEiExYQUiQVGxExQycYH/2gAMAwEAAhEDEQA/AOVLDcHpOpLahSi20HkoSkHgZ4q16lQfg3LVkYzHWj/xcIoUtzxjzo8gH/lOoX+RBppdbLe6/EtDkRhbqvVfSAhOTg7VD+tGBYuZ8wX0Xb7K7Kadu8p1MJS/84tD50pB52k+eaeug2bSdN3KNZXnn4AedSwt38ZSWhjP1rna1xbi3mP8HIC8KO0p8eaeXQJTosVxjykqbIlo2hfsW8f2paod+4mNbIDj21EfDYkzX1xorD76kJGUto3Y/KmD0hsMk3ecZ0GSziGQguIKQcrGe/nt9qXZt0xWoHWEsrQttZWUr+U7Ae/PcdvvRromYYtyX6LnouFBStSFkKUnOduR4yKx8oQcwUQt1L965sTrlMs65ZRKhyFoSp0gZ2kg5x+6ffwas7dNVb7y1cm0rC0lDcxLoA9NRJAUMcFKh5HnNA+tWoL7j18tQW3cGFlclIURvB7rHsoE847j9cen9aSIzQi3WGl+MoFCkYwraeSOfrg+3nGeaZjyLkWEQVPMc8a7/B25a5biPSitLwFEHcQcDP3GAKG4n7XvMmTdWglLty3NxvTSCUN/hKsePYe9asy5Ks9ndusy3JfYERt9bT4Cs7lbUAg8KP345z4pe6g6lXu4h5qI5+zWCkZLKvnIHAG4YwAOAEgCmWq8wbJHcw6zuLblydt8JSUQoClMMgIwVYOFKPnJIPJ8Yob9TacYIPvTg05ovTrljZamW9cpxyOiS5JC1JUkqSCRnjgZ8ZoC19p+Ja5EZVtakBh5S0hTq92/H8P0GefuKkTUB32gRz6ZkTeTKq2svzHfRjMqeeI+VCe5p49EoRY0Yt9xO1UiasqyMHCMJ/8AU0kbMVQpK3SQAMbc810HZQbR0mblrBSpFtckqJ/iWCR+qhVAkc5/1OHrpdrhOZbcdUt115exJVhG4nJx4A81K2GElDS1DuEn9BUoN0IETzo3ScbUkl1lpc9kISk7vTSoHPB9u33pldQrIm+6dgWi3Xm2/GxHUFXrSkt7x6e09s8kgcUO2yzXS7WeMYeobc8wppG5lUpYCVYGQcpx3rPbNGXqPPV8PcrREW4nCnBcUjgduBz+lYGIJ8xipZsmUTHT/UMF5DanbbIffV6cdLM9Csr5ODyCngHk8ZpjdIIdy0xHuqNSpYZUtxlxlPxaHCoDKVdlHABKe/uKlu0BGhPtT5V2dnzVpBxEcbyT5AyST75z47Vu3HT1wulydlqYnwi3HabYcVHKyFpIJVhPASSkEj3+1ccgHA7glefEB9Tafm2y5zZEh6M6XgpMcNOKUpDYOecge9WsHR6VN2+52h1EiA8ylch0nctlXk4SM4B4xjIx5HNMXUvSa+p0UrViHmJBYZDvo+ofUQyE8kp7eckAkiqjpS5Lf0qmZAXGZEGQWZrbuQCg5UFpIBO4DjBGDjwe8GUuzcS3BsC+6DOtLVbrdYJxszpm3FSEgKbSVbNxAJ4HkZxSstFouz98iNvpkcujeXMnaAc45+1dV9CrlFv94ukAwCzx6rSmAoEjJBKsc9yk/wA6tOusU2LQk6W6XGyJDDbG5eQ4snIxkcng5HgJzVemT9NaaTajIHf29RH9RLjDaju2v0VNSVNspUjOUoQkA5II5UojP50K6ciTv8OXC7QLaHnXVpaa2tglLefmX2+mPtVPqS4ybjOccW8X5kt353PKlK4z9KatqKYNlbt8MJR6aQ0FKzkkccAeTg0LZSoEZixAnmaE2ZLtlliuuO+owplCy56fyq4Bxnxz4/2oFv10bnw2bi+w0JCnlIjqUcp9IHJ+XsPuO/nNHyrRbVLKZMWO6XFElaknlXkYPY//AHtkD6otIYuMFplKUNBopQlIwByOMfbFJ0wCt5lOpYsniVTV2k/GNpjxoaluBLIKoyV4Oe/PnJ7/AGp29UWYlg0M840taHypmM2Vukpye/yn5cYSeMYoC6KMR5ur3rS+ww4HmFOtKcbCihbZzkHxxn8qaVzZi3BgR7g/DmMBW/Dy0rGeecKHfnvV4cVPMYUaiK09a514lOwYKmyv0HXQXVYG1CCpXPPipTevNn00zaHFQFMW+5JjulXwbiGxtwofu+SO/PI8VKIDGRdzL8RVdLrjHZjuR5MptnCvlC1YzmjOdBt095t1T8V4g44Ukkg+KT1hfQzLG9JUD2waZ+hbXctWXZFq09an5ks4WcEBDSf4lqPCU/U/yzU2Zj1UYu4GwJjhWhBjI2FsFKSnHbBHH9qxyGXYKg6biiOpPgyNoI+2aZ0npD1ChOv7NLxbghbhWktTmc4Jz2URQBqfpD1Ck6iEmVo25wICtgedSlDgbSByfkJz2/WuRCTRhlvqdS3C7JndI5Nyi49GVaS4gNnjapvsPpXLWj5jsW6OuxVqQy82EOJB4X4PHntXSPTqMq7dE0WpMdUcojPQW21pwUhJUlOQee2KVcDpbqP9p/6aLEyjhW9/00A9sg7Tn9KW6kOISEbDNCya7uXTy4vO2aFGkuTWwl0u+EpORjg9yf0ob62dXb5rS3WuBPhsxG4j639rSshxRTtBPA5HOPuaKuqnT+Xp3Trd8lXy3iSl0NuREKBylWcEKV3Ix2x5paWu122/T0sXS4fDMJA/z20JO0qUAARxxTC/vqKAAHXM1tHaPvOuZRftTbEJMchSpclZS2VjkJGAST9u3mjefZdSWGSGrpA+ckKS604ChZH7yTSwuLeodA6wkRYd1W27EcCkrYdJbdSQFJJHYgpI4P1FNeV1Utl404wm62ua22MKcKFAlDoGRt5yUk+/vzSM4yhhQsS3TnGQbNGUtznFKC3IWWxncRzuJ+/8qX2tbwm5XVhKclLJ5J45P+1OGx610NP07IdkQYCXmkp+IYmNNkI75UkgZVk+xOKDL/dOmtzs8xECBAhTiglpxDKm1BY7YzwQfb60GJyG5Uw8yArwwmp0jvcLT/Ue03i4LKYaC4h5SBkgKbUn+pFPS+a/0pcG99u1GuG6BjatA2K/McGuWLKvdOjoJ+UrBVgc4HNGSXoXcl0f9hqstsnnuFbuNTUOpbVcbVIL0qxSXhEWgubGsrO08/MCQf51KUN1kxPg3tjv7hwCg+1SiV7gBQIbdGOhc3WQYuMj1bdaOCuYsfM97hpJ/F/1H5R9TxXYGhtI2HR9kRadPwERIwwpas7nHlfxuK7qV9+3jFbWl2UpsNtQkJSBDZASOMDYnsKu22hRAVGFrmEJScjuR3A8Vi+GRJK07hlOMj2zX2521iQkPCH6slHCFocLbiR9Fgg4+lYoMGfBuseW7IekNyQI7yHNpLXcoVuAG7nIzjPPmtJAExF3GppKs9tjSV7T6C3TucDayncTxkgcZ7c16b03b2Fl1DRK88lZKv61fTra47KS8hxAHGQrPj+1bjbDaW9i1lZxyfekYzkLsHHHx5hMFAFGUyLPbpCC3JgxX047OMpUP1FD9/0Vo5QDb+lbI6l7hYMFvnnjOBzzRs2haHvlbBRjvu5z9qFHNdaHlaiesLt4jC4RXfSIcBS36nlKXCNhUOx54PFOFfMCj8Rd6n6JaEuc0zXNNREvqI3KbyjOO2QD9KVfVPopaISVSYalw2Vo3bVqWpDi88p3fuq2gEZ781167HbWkpLSu2O9AWoLFqCd1HtrJjMnSyYTq5Ksklx3IwhQzjOdpTxyN2aJCFYEixOC7hV1OOf+E0RFlVc5gmRo0dPqSZDpKGUJJwAFkHco5BGO+QO9VUjoprJ2xxbvaov7RYkp9RtCR6bnpn8KtpPkYOAfNds263Qbpd5NnW0l6JCU8p1h5pKkBz18NYBHYJSsjHv9K+IsjYlC6XPBQhxbMGOxlbcZIykqVt4LisEHwn8I5yT2R9zWoFTRj2cXOaNF9C5L1pYNwnSIMvaPUSIyDg/TPJ/Otmf0aRESH16lkJiKc9ND67aClSue2HMkcHnHiuj57tvbgSPSeW0sII3KZWNv15FBcm8MyoUe3toj+jGSeW1leccc/KEjPfGSa8z1LUfttM+UAWBAYcXFBc+gst+yS50PWFskNssLdUkw3EqwlJVjGTg8VKYKbta4dovy5d3VAe+EcaZaDZUlYLauCMHucCpXemah9RpVy5QAT9TkFi4daX1Dd2mLP/q97RaaaU0ptO1QKU8njOR9DTXY+ZCSR3AqVKq0zEqbMpzgCqm0gD2r3gBpRHfFSpVMRMYA9Invx5rEws71YAGPYVKlZOnpEhxDq1ZB2NqWAR5HIrjbTrhuM6a1MAdbeL6loJODu3Ej7cmpUpOb+JjcXceOj7nMjWNSEPKWlnEZn1CVem2lKdoGe+M45zwBRhZFLkmc4468C2lBQEuKATkHPn6VKleaCSt+THsOYBTdQ3G09SmhFW2TNttwU+paclSozIcaP3Bz9wo1eJQWum09aXHCY8ppLWVfh9N9rB+5OVE+SompUqz082qf2fzNyD2P/n4hJanHJabumStTqU3OSylKjwltKgkJH0x/U0vNZOGLcXbM2hBi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