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She is a successful glamour model and social media star. 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Today we sit down with a fast growing TikTok star, worlds tallest model (6'9) and former pro athlete Ekaterina Lisina on my new project Val Show. We discover why she left her...","preview":{"posterSrc":"data:image/png;base64,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Ekaterina returns to the race with four prior finishes, including fourth place 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