Цены на квартиры в Екатеринбурге, на основании данных о реально совершаемых сделках, в октябре текущего года по сравнению с предыдущим месяцем, вне зависимости от числа комнат, показали заметную положительную динамику. Так средняя стоимость одного квадратного метра однокомнатных квартир увеличилась на 5.40%, двухкомнатных квартир – на 3,75%, а трехкомнатных – на 4,10%. Показатели средней стоимости одного квадратного метра жилых помещений на вторичном рынке Екатеринбурга по количеству комнат представлены на Графике 1.
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)
В отчетном месяце произошла корректировка показателей средней стоимости одного квадратного метра во всех ценовых поясах (см. График 2). Вторичная недвижимость, расположенная в центре города, подорожала на 2,60%, а в первом, втором и третьем поясах - на 5,50%, 4,50% и 5,20% соответственно.
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)
Показатель средней цены квадратного метра в истекшем месяце показал заметную положительную динамику (по сравнению с сентябрем 2011 г. +4,30%).
Следует отметить, что большинство показателей возросло на величину, приближающуюся к 5,00%, либо превышающее это значение. Это свидетельствует о том, что на рынке вторичной недвижимости происходит процесс плавного подъема стоимости, причина которого скорее психологического, а не экономического характера.
Традиционно в предновогодний период и, особенно, в предвыборный период парламента и президента страны наблюдается заметная положительная динамика как на вторичном, так и на первичном рынке недвижимости Екатеринбурга.
В пользу психологического характера роста стоимости говорит и тот факт, что покупательская активность, имея достаточно высокий показатель, осталась на уровне предыдущего месяца (см. График 3).
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)
Данные Графика 3, наглядно продемонстрировавшие рост в сентябре покупательской активности, свидетельствуют о ее стабилизации в октябре текущего года. Таким образом, подтверждаются прогнозы аналитиков компании БК_Недвижимость о том, что до конца года индекс покупательской активности, достигнув максимума, должен выйти на постоянную величину.
Недвижимость в домах планировки СПЕЦПРОЕКТ подорожала заметнее других планировок (+7,00%). Такое изменение показателя средней стоимости планировки СПЕЦПРОЕКТ объясняется тем, что в течение достаточно длительного периода данный показатель оставался достаточно стабильным, на фоне общего роста стоимости вторичной недвижимости других планировок, а теперь наступило время и для его корректировки. Квартиры в полнометражных домах с деревянными перекрытиями также заметно подорожали (+ 6,10%), оставаясь при этом самыми «доступными» (см. Табл.1).
Стоимость квартир в домах других планировок скорректировалась следующим образом: средний показатель цены одного квадратного метра в полнометражных домах с железобетонными перекрытиями увеличился на 1,25%, в ХРУЩЕВКАХ и БРЕЖНЕВКАХ - на 2,70%, а в домах планировки ПЕНТАГОН и домах УЛУЧШЕННОЙ ПЛАНИРОВКИ – на 4,20% и 3,40% соответственно.
Таблица 1. Средняя стоимость одного квадратного метра жилых помещений на вторичном рынке Екатеринбурга по типам планировок, август-октябрь 2011 г., тыс. руб./кв.м.
Тип планировки
Месяц
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ПМ (дер)
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ПМ (ж/б)
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ХР
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БР
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ПГ
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УП
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СП
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АВГУСТ
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44,1
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46,7
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53,4
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52,2
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54,0
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56,5
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53,9
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СЕНТЯБРЬ
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43,0
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50,1
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54,5
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53,3
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55,8
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56,1
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53,2
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ОКТЯБРЬ
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45,6
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51,2
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56,0
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54,7
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58,2
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58,0
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