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you ready to build a custom home but wondering just what goes into the costs all together? 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more.","preview":{"posterSrc":"data:image/png;base64,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Tickets on sale now...","preview":{"posterSrc":"data:image/png;base64,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одноклассники...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"12","reqid":"1765537336152801-13562277867691017018-balancer-l7leveler-kubr-yp-vla-118-BAL","isAdultDoc":false,"relatedParams":{"text":"Видео 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Well, when it comes to Green Buildings, certainly! 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Platforms that integrate transdisciplinary data: need to learn more about this topic? We got you covered! Rainie H. Pan, CFA from Hong Kong PropTech Association will interview Clement Tien...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"21","reqid":"1765537336152801-13562277867691017018-balancer-l7leveler-kubr-yp-vla-118-BAL","isAdultDoc":false,"related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DM for more info, or 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this project, In this project, I’m going to use a dataset that is related to real estate in Tokyo Japan to make a price estimator for houses. 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Real Secret Behind How Real Estate Builds Lasting Wealth Ever wondered why the wealthiest people you know keep buying property — even when prices seem sky-high? In this Luxo-Life episode, we...","preview":{"posterSrc":"data:image/png;base64,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Your Real Estate Building on Itself? Are you playing for the long-term goal? Subscribe NOW! / flippingmasterytv Listen to your favorite Flipping Mastery TV videos on your favorite 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