وزیر امور اقتصادی دارایی در حالی از کاهش تورم در حوزه مسکن سخن گفته است که هنوز مقامات دولت سیزدهم توضیحی درباره دلایل حبس آماری مسکن به مدت 9 ماه به افکار عمومی ارائه ندادهاند.
بنا بر اعلام احسان خاندوزی تورم داراییها از جمله مسکن در شهریور ماه کاهنده بوده است. البته این کاهش در قیاس با رکوردهایی که در خصوص افزایش قیمت مسکن ثبت شده است، ناچیز تلقی میشود.
خاندوزی گفته است: از ابتدای سال ۱۴۰۲ تورم در بازار داراییهای مختلف از جمله بخش مسکن کاهنده بوده است. البته کاهش نرخ تورم به معنای کاهش قیمت نیست. بلکه آهنگ رشد قیمتی وضعیت امیدبخشی داشته است. میانگین نرخ مسکن در طول تابستان (شهریور نسبت به تیر) در تهران ۵ درصد کاهش یافته است.سخنگوی اقتصادی دولت ادامه داد: تورم نقطه به نقطه در شهریور امسال ۷۵.۲ درصد بود که نسبت به تورم نقطه به نقطه مرداد ۸.۹ درصد کاهش یافته است.خاندوزی گفت: تورم ماهانه در تیرماه ۲.۸ درصد، در مرداد ۰.۷ درصد و در شهریورماه ۱.۷ درصد بوده است.
دولت از عملکرد خود راضی است
حالا بیش از دو سال است که مقامات دولت سیزدهم مدعی کاهش نرخ تورم هستند و حتی از کاهش بیست درصدی تورم در کشور سخن میگویند اما آمارهای و ارقام رسمی نیز ناقض این مدعاهای مطروحه است.
بر اساس این گزارش در شرایطی دولت سیزدهم خود را در مهار تورم موفق معرفی میکند که بررسیها نشان میدهد نرخ تورم در ایران رکوردهای تازهای را به ثبت رسانده است. شاید یکی از مهمترین اتفاقاتی که رخ داده و به از دست رفتن قدرت خرید خانوار منجر شده است را بتوان ماندگاری تورمهای بالاتر از 35 و 40 درصد در پنج سال اخیر دانست.
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تورم بالا در شرایطی قدرت خرید خانوار ایرانی را تخلیه می کند که بنا بر محاسبات صورت گرفته 9 دهک از 10 دهک جمعیتی ایران نیاز به دریافت یارانه داشته و به نوعی از دولت یارانه نقدی دریافت میکنند.
در این راستا اما هر آنچه از سوی مقامات اقتصادی دولت اعلام میشود مرتبط با این موضوع است که این دولت در مهار تورم توفیق داشته و توانسته است اقتصاد کشور را سروسامان بدهد. رییسی، رییس دولت سیزدهم وعده داده بود سفره خانوار ایرانی را به تورم گره نزند اما با این حال در این دو سال تحلیل سفره ایرانی نشان میدهد توفیقی در این زمینه حاصل نشده است.
در سال گذشته با حذف ارز ترجیحی، تورم غذا دستخوش افزایش بسیار جدی شد و امسال نیز در حبس آماری مسکن، رکوردهای عجیب و غریب از افزایش قیمت مسکن به ثبت رسید. نگاهی به آمارهای رسمی ارائه شده از سوی مرکز آمار ایران نشان میدهد در اردیبهشت ماه امسال تورم نقطه به نقطه آپارتمانهای مسکونی از 120 درصد فراتر رفته و تورم ماهانه مسکن نیز در این ماه برابر با 13.8 درصد بوده است.
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این تورم بالا در شرایطی رخ داده که یکی از مهمترین شعارهای رییسی در دوره انتخابات ریاست جمهوری به حوزه مسکن اختصاص داشت. وی وعده داد که سالانه یک میلیون واحد مسکونی را در ایران بسازد اما در عمل از پس گذشت دو سال از عمر دولت سیزدهم هنوز چنین اتفاقی رخ نداده و وزیر راه و شهرسازی و حتی معاون اول رییسجمهوری، مخبر نسبت به این وعده صریح تشکیک کردهاند.
یک متر خانه 80 میلیون تومان ناقابل
آمارهای ارائه شده از سوی مرکز آمار ایران نشان میدهد قیمت یک متر واحد مسکونی در ارزانترین منطقهی تهران یعنی منطقهی 18 نیز از 40 میلیون تومان فراتر رفته است. این در حالی است که بالاترین رقم پرداختی به کارگران ساده در قالب حداقل دستمزد چیزی در حدود هشت میلیون و پانصد هزار تومان است. این تفاوت گویای فاصلهی عمیقی است که افراد با خرید مسکن در ایران دارند و همین امر زمینه را برای رشد بیش از پیش قیمت اجارهبها فراهم میکند.
گران ترین منطقهی تهران نیز قیمت مسکن 160 میلیون تومانی به ازای هر متر مربع را رویت کرده و متوسط قیمت مسکن در شهر تهران از رقم عجیب هشتاد میلیون تومان فراتر رفته است.
به این ترتیب میتوان دلیل حبس آمار را در لابهلای اعداد وارقام اعلامی مشاهده کرد. به نظر میرسد دلت ترجیح داده است در دوره رکوردشکنی قیت مسکن، سکوت آماری پیشه کند و زمانی که موج افزایش قیمت عبور کرد، با انتشار آمار از کاهش قیمتها در بازار مسکن خبر بدهد.
هر چه هست حتی در غیاب آمار نیز مردم از میزان تورم و قیمت اصلی ترین کالای سبد خانوار ایرانی مطلع هستند.
لینک مطلب:
https://www.eranico.com/fa/content/171365