رشد نقدینگی در ۱۲ ماهه منتهی به شهریور امسال به ۲۶.۹ درصد رسیده است. این در حالی است که در شهریور ۱۴۰۰ که دولت سیزدهم تازه شروع به کار کرده بود رشد نقدینگی از مرز ۴۰ درصد عبور کرده و به ۴۰.۵ درصد رسیده است.
بدین ترتیب در ۲ سال اخیر در دولت سیزدهم نرخ رشد نقدینگی ۱۳.۶ واحد درصد کمتر شده است.
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)
رشد ۲۶.۹ درصدی نقدینگی، کمترین سطح این شاخص در ۴ سال اخیر از شهریور ۱۳۹۸ تاکنون است.
بانک مرکزی در توصیف علل کاهش کمسابقه رشد نقدینگی آورده است: مدیریت و کنترل رشد نقدینگی یکی دیگر از محورهای اساسی سیاست تثبیت بود. در ارتباط با نقدینگی به عنوان متغیر اصلی و بنیادی موثر بر تورم لازم به توضیح است که، از ابتدای استقرار دولت سیزدهم مسئله کنترل رشد نقدینگی و تورم، به عنوان یکی از مهمترین اولویتهای اقتصادی کشور مورد توجه قرار گرفت. طی این دوره بانک مرکزی با تنظیم برنامه هدفگذاری رشد نقدینگی ۳۰ درصدی برای سال ۱۴۰۱ و تعیین هدف رشد نقدینگی به میزان ۲۵ درصدی برای سال ۱۴۰۲ توانسته این متغیر را بطور قابل ملاحظهای کنترل نماید.
در این خصوص لازم به اشاره است که اتخاذ اقدامات عملیاتی انجام شده توسط بانک مرکزی نظیر؛
(۱) کنترل خلق پول بانکی از طریق تنظیم و اعمال جدی کنترل رشد ترازنامه بانکها،
(۲) تشکیل کمیته نقدینگی و برگزاری هفتگی و مستمر جلسات آن،
(۳) هدایت نرخ سود در بازار بین بانکی حول نرخ سیاستی و در محدوده دالان نرخ سود بازار،
(۴) افزایش نسبت سپرده قانونی در سطح شبکه بانکی به میزان نیم واحد درصد.
که همه موارد فوقالذکر نقش مهمی در تحقق برنامه کنترل نقدینگی در ماههای اخیر داشته است. آمارها حاکی از آن دارد که رشد نقدینگی که در پایان مردادماه سال ۱۴۰۰ به رقم ۳۹.۱ درصد رسیده بود، در دوران فعالیت دولت سیزدهم روند نزولی قابل توجهی را طی نموده است؛ بطوریکه بر اساس آمارهای مقدماتی، رشد نقدینگی در پایان سال ۱۴۰۱ معادل ۳۱.۱ درصد بوده است که نسبت به دو سال قبل از آن کاهش شدیدی را نشان میدهد و حکایت از تحقق نسبی برنامه پولی تنظیم شده برای سال ۱۴۰۱ دارد.
همچنین آمارهای مقدماتی سال ۱۴۰۲ نیز نشان میدهد که رشد نقدینگی در پایان شهریورماه سال جاری به ۲۶.۹ درصد رسیده است که این رقم دقیقاً منطبق بر مسیر رشد نقدینگی هدفگذاری شده برای سال ۱۴۰۲ میباشد. پیشبینی میشود که هدف تعیین شده برای رشد نقدینگی در پایان سال (۲۵ درصد) حاصل شود.
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