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и Опыт наших Студентов. Но Лиза и Гуляев Владислав. Абитуриенты « Юго-Западного Научно- Технического Университета» в г.Мяньян 💪 О главном: Почему я выбрал (-а) образование в Китае❓ 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и Опыт наших Студентов. Муканова Аяна и Рахметуллин Абай. Абитуриенты « Юго-Западного Научно- Технического Университета» в г.Мяньян 💪 О главном: Почему я выбрал (-а) образование в 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поделиться, телефон с камерой, телефон с видео, бесплатно, 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этом выпуске Нурсултан Кубанов – #основатель международного языкового центра « #Perspective » расскажет : Сколько ушло на открытие центра? Какие образовательные реформы нужны 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Образовательный Центр «Перспектива»- это площадка в сфере трудоустройства и образования. Мы предлагаем обучение по грантовым программам за рубежом. На сегодняшней день...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"10","reqid":"1765522780533159-11948012868478943555-njdtmyuhjt74j2av-BAL","isAdultDoc":false,"relatedParams":{"text":"Международный Образовательный Центр Перспектива в Астане. Гранты в Китай. @perspective.kz","promo":"pumpkin","related_orig_text":"Образовательный Центр Perspective","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Образовательный Центр 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tutorial demonstrates how to draw ellipses in perspective. Please keep in mind this is a Basic approach to the most fundamental methods of drawing ellip...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"12","reqid":"1765522780533159-11948012868478943555-njdtmyuhjt74j2av-BAL","isAdultDoc":false,"relatedParams":{"text":"Creating 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Образовательный Центр «Перспектива»- это площадка в сфере трудоустройства и образования. Мы предлагаем обучение по грантовым программам за рубежом. На сегодняшней день...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"14","reqid":"1765522780533159-11948012868478943555-njdtmyuhjt74j2av-BAL","isAdultDoc":false,"relatedParams":{"text":"Международный Образовательный Центр Перспектива в Бишкеке. 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and welcome! My name is Tyler, I'm a concept artist working in the game industry. I've worked on projects for a multitude of clients, ranging from Indie studios to larger AAA game 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и Опыт наших Студентов. Привалова Даша и Кислов Глеб. Абитуриенты « Юго-Западного Научно- Технического Университета» в г.Мяньян 💪 О главном: Почему я выбрал (-а) образование в Китае❓ 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МОЦ \"Перспектива\". 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nHost":"YouTube","hasTranslation":false,"contentTypeId":null,"censored":false},"2936001746033151505":{"videoId":"2936001746033151505","docid":"34-1-7-ZF174E276D2254CFD","description":"READ First or second, whenever. Right around 4:12 , I skip a step, so my window is way too thin. A view caught this mistake and let me know. Hope this clears things up. If not feel free to...","preview":{"posterSrc":"data:image/png;base64,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the second video of the series, I go over the basics and typical usage of One-Point Perspective. Tutorial Series Playlist Here: • Perspective Drawing - Tutorial Series Created originally 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Ms. Mella Burridge’s high school art class is looking at things differently. Point perspective. 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My name is Tyler, I'm a concept artist working in the game industry. 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how to draw people in perfect perspective! 👀 In this step-by-step tutorial, I’ll show you how to place characters from high-angle, low-angle, and eye-level views. You’ll also see how to...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"32","reqid":"1765522780533159-11948012868478943555-njdtmyuhjt74j2av-BAL","isAdultDoc":false,"relatedParams":{"text":"How 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all the fundamentals of perspective in a couple of hours: https://productdesignermaker.teachabl... In this video, we look at the basics of two point perspective. Simply explained, this...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"33","reqid":"1765522780533159-11948012868478943555-njdtmyuhjt74j2av-BAL","isAdultDoc":false,"relatedParams":{"text":"How 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the second video of the series, I go over the basics and typical usage of Three-Point Perspective. Tutorial Series Playlist Here: • Perspective Drawing - Tutorial Series Created originally 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perspective ruler applies perspective to brushstrokes, shapes, selections, and even comic panels. Learn how to set up a perspective ruler and see how it can be used with other tools 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Quick tutorial on one point, two point, and three point perspective. When drawing anything in perspective, try to visualize the elements behind 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image's perspective. 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#learntodraw #tutorial How to use 1 and 2 point perspective together in a drawing. How to practice one and two point perspective drawing for beginners. One point perspective drawing...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"44","reqid":"1765522780533159-11948012868478943555-njdtmyuhjt74j2av-BAL","isAdultDoc":false,"relatedParams":{"text":"How 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This lesson is designed to break down the often challenging process of linear perspective in an easy to follow way. Throughout this lesson...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"46","reqid":"1765522780533159-11948012868478943555-njdtmyuhjt74j2av-BAL","isAdultDoc":false,"relatedParams":{"text":"Perspective 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The basic elements of In linear perspective drawing. In order to understand human...","preview":{"posterSrc":"data:image/png;base64,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