بانک مرکزی بهتازگی گزارشی مقدماتی از تحولات بازار مسکن شهر تهران منتشر کرده که نشاندهنده روند نزولی قیمت و تعداد معاملات در آذرماه است.
کاهش قیمت مسکن در 13 منطقه شهر تهران
بر اساس گزارش مقدماتی بانک مرکزی از تحولات بازار مسکن تهران در آذر 1402، متوسط قیمت ملک در این بازه یک ماهه در 13 منطقه از 22 منطقه شهر تهران با کاهش مواجه شده است. در این بین منطقه 22 با 12.2 درصد کاهش قیمت، نسبت به دیگر مناطق شیب نزولی بیشتری را پشت سر گذاشته و از حدود 62 میلیون و 200 هزار تومان به 54 میلیون و 650 هزار تومان رسیده است.
![009.webp](data:image/webp;base64,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)
نبض قیمت مسکن در مناطق ۹ و ۱۰ تهران
متوسط قیمت مسکن در تهران از متری ۸۰ میلیون تومان گذشت / تداوم حضور قیمت ملک بر نمودار صعودی
با ۴ میلیارد تومان در کدام مناطق تهران میتوان خانه خرید؟
این در حالیست که مناطق 20، 14 که در رتبههای بعدی قرار دارند کاهش قیمتی زیر 10 درصد را تجربه کرده و به ترتیب 8.2 و 6.7 درصد نزول قیمتی داشتهاند. در این بین منطقه 6 با 1.1 درصد عقبنشینی قیمت، کمترین مسیر نزولی را طی کرده است.
از سوی دیگر، منطقه 12 نیز با 9.1 درصد افزایش قیمت رکوددار افزایش قیمت در بین 22 منطقه شهرداری بوده و مناطق 16، 19 و 13 در رتبههای بعدی قرار دارد که به ترتیب افزایش قیمتی 5.4، 4.4 و 3.7 درصدی را تجربه کردهاند.
در مجموع، متوسط قیمت مسکن شهر تهران در آذرماه حدود 74 میلیون تومان برآورد شده که نشان از کاهشی 2.2 درصدس نسبت به آبانماه 1402 دارد. در همین حال، قیمت مسکن در بازه یک ساله آذرماه 1402 نسبت به آذرماه 1401، در همه مناطق رشد را تجربه کرده است.
![0988.webp](data:image/webp;base64,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)
در این میان، منطقه 16 با رشد 71.9 درصدی، بیشترین رشد یک ساله را در میان مناطق تهران ثبت کرده و منطقه 22 با رشد قیمت 25.3 درصدی، کمترین میزان رشد را در بازه آذر 1401 تا 1402 داشته است.
روند معاملات مسکن در آذرماه 1402
همسو با روند کاهشی متوسط قیمت در آذرماه، معاملات نیز سیری نزولی را پشت سر گذاشتهاند و در 12 منطقه شهرداری تهران نسبت به ماه گذشته معاملات چند پله عقب نشستهاند.
مطابق با این روند، منطقه 6 با 21.9 بیشترین افت معامله را تجربه کرده و تعداد خرید و فروش آپارتمان در آن از 183 فقره در آبانماه به 143 فقره در آذرماه رسیده است. مناطق 13، 14 و 7 در ادامه، افت معاملات بیشتری را پشت سر گذاشته و به ترتیب 12.5، 12.4 و 11.1 درصدی را در این مناطق اتفاق افتاده است.
![088.webp](data:image/webp;base64,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)
این درحالیست که منطقه 20 معادل 66.7 درصد افزایش خرید و فروش آپارتمان داشته است و تعداد معاملات از 33 فقره به 55 عدد در آذرماه 1402 رسیده است.
در این بین منطقه 12 با 50.8 درصد افزایش، منطقه 15 با 33.5 درصد و منطقه 18 با 22.7 درصد صعود در رتبههای بعدی افزایش تعداد معاملات قرار دارند.
با این حال، بررسی تعداد معاملات مسکن شهر تهران در بازه یک ساله حاکی از آن است که طی این مدت، تعداد معاملات در تمامی مناطق تهران نزولی بوده است.
![098878.webp](data:image/webp;base64,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)
در این بین، منطقه 13 با 79.5 درصد کاهش، بیشترین میزان افت معاملات را در بازه یک ساله ثبت کرده و منطقه 19 با 38.3 درصد نزول، بازار بهتری برای معاملات مسکن طی یک سال گذشته داشته است.
روند یک ساله بازار مسکن تهران
بررسی روند یک ساله بازار مسکن تهران از آذرماه 1401 تا آذرماه 1402 و افزایش قیمت 54 درصدی در این بازه بیانگر دو نکته است. در ابتدا میتوان به روند افزایشی متوسط قیمت مسکن در این بازه اشاره کرد که مهر تاییدی محکم بر نمودار قیمت همیشه صعودی مسکن در اقتصاد ایران است.
این در حالیست که دولت سیزدهم معتقد است توانسته قیمت مسکن را به مدار کاهشی بازگردانده و آن را یکی از دستاوردهای خود در حوزه املاک به حساب میآورد.
نکته دوم در مورد افت شدید معاملات نسبت به ماه مشابه سال گذشته است تا آنجا که خرید و فروش آپارتمان در این کلانشهر معادل 65 درصد کمتر شده است.
دولت که در سال 1402 خود را در کنترل ملک ناتوان میدید از ابتدای تابستان با حاکمکردن رکود در این بازار سعی کرد آرامش را به این عرصه بازگرداند؛ غافل از اینکه ضربه توقف معاملات بر بدنه بازار نیمهجان مسکن بسیار بیشتر از افزایش افسارگسیخته قیمتها خواهد بود.
کارشناسان معتقدند کاهش قیمت پیش آمده در بازار هم صرفا ناشی از همین رکود بوده و با رونق دوباره معاملات، قیمتها نیز به مدار افزایشی باز خواهد گشت.
پیامدهای رکود بر اقتصاد مسکن
منصور غیبی، کارشناس و پژوهشگر بازار مسکن پیشتر در مورد رکود حاکم بر بازار مسکن گفته است: «بازار مسکن متاسفانه اکنون در رکود به سر میبرد. این رکود نه به نفع مردم است و نه دولت. زیرا گردش سرمایه و ثروت را به نوعی در اقتصاد مسکن از دست دادهایم و تمام وجوه سرمایهگذار، خدمات مربوط به فنی و مهندسی، امور مربوط به پیمانکاری و ساخت و ساز نیز همگام با رکود حرکت میکنند.»
او ادامه داد: «این رکود در ذات خود به اقتصاد مسکن آسیب میزند و طبیعی هم است. اگر عوامل رکود را کنار هم قرار دهیم به این نتیجه میرسیم که این رکود یا ناشی از به صورت روانی التهابات بازار کنترل میشود یا افزایش قیمت به سطحی رسیده است که بازار از لحاظ قیمتی اشباع شده است.»
دخالت دولت در بازار مسکن
این کارشناس حوزه مسکن در مورد نقش دولت در رکود توضیح داد: «من این دو دلیل را میتوانم تایید کنم. یعنی دخالت دولتمردان برای کاهش التهاب و از سوی دیگر بحث سوداگری که به حوزه اقتصاد مسکن تحمیل شده است، باعث میشود با هر تکانه کوچکی شاهد افزایش قیمت و حضور دلالان و سوداگران باشیم که به ملک و آپارتمان بهعنوان سرمایه نگاه میکنند.»
غیبی گفت: «این موارد باعث میشود شاهد افزایش قیمت در بازار باشیم، ولی اکنون ما با رکود عجیب و غریبی مواجه هستیم که اگر برای فکری نشود ممکن است تثبیت شود و خروج از این وضعیت و عبور از آن و ورود به یک رونق عادی ثقیل باشد.»
تجارت نیوز