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этом видео мы поговорим о том, как оценить недвижимость и, в чем суть оценки? Как оценивают квартиры, и какие существуют методы оценки квартир. Так же обсудим, от чего зависит стоимость...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"5","reqid":"1765596168201312-5740950616438424618-balancer-l7leveler-kubr-yp-vla-163-BAL","isAdultDoc":false,"relatedParams":{"text":"Как 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Как проводится оценка квартиры для ипотеки: Не все знают что за процесс такой - оценка недвижимости, поэтому я решил показать Вам его изнутри. Ничего страшного нет, просто осмотр...","preview":{"posterSrc":"data:image/png;base64,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больше информации по теме оценки квартир вы можете получить на нашем сайте. Например, вот статья об оценке квартиры с перепланировкой...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"12","reqid":"1765596168201312-5740950616438424618-balancer-l7leveler-kubr-yp-vla-163-BAL","isAdultDoc":false,"relatedParams":{"text":"Оценка 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эфире 168-ой выпуск передачи "Слово эксперту". На вопросы зрителей отвечает эксперт-оценщик Федерации Судебных Экспертов - Калашник Максим Сергеевич. Тема данного выпуска - 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недвижимости - https://nedvizka.com.ua Как за 5 минут найти ,а если понравится, купить квартиру в Кропивницком(Кировоград), купить недвижимость Кропивницкий. 🚀 Быстро (поможем продать) 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автора «Бизнес по плану / 1Капиталь» в Дзене 🎦: Какие этапы включает в себя оценка недвижимости? Эпизоды: 0:00 Описание видео 1:01 Анализ исходной информации 2:21 Проведение осмотра...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"20","reqid":"1765596168201312-5740950616438424618-balancer-l7leveler-kubr-yp-vla-163-BAL","isAdultDoc":false,"relatedPa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автора «Перспектива, оценочно-правовая компания» в Дзене 🎦: Оценка коммерческой недвижимости. Точные цифры для сделок, развития и корпоративных решений. Определяем рыночную стоимость...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"35","reqid":"1765596168201312-5740950616438424618-balancer-l7leveler-kubr-yp-vla-163-BAL","isAdultDoc":false,"relatedParams":{"text":"Оценка коммерческой недвижимости. 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13 лет- Мы занимаемся оценкой. 614 398- Объектов оценено. Страховое Общество Россия, ТАИФ-НК, Арбитражный Суд Республики Татарстан, Верховный Суд...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"43","reqid":"1765596168201312-5740950616438424618-balancer-l7leveler-kubr-yp-vla-163-BAL","isAdultDoc":false,"relatedParams":{"text":"оценка 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эфире 169-ый выпуск передачи "Слово эксперту". На вопросы зрителей отвечает эксперт-оценщик Федерации Судебных Экспертов - Калашник Максим Сергеевич. Тема данного выпуска - 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