حجم کل نقدینگی در کشور به هشت هزار و 354 هزار میلیارد تومان رسید و نسبت پول به نقدینگی نیز بالاترین رقم در چهار ماه اخیر را ثبت کرد.
بانک مرکزی که از بهمنماه سال گذشته به این سو، بخش گزیده آمارهای اقتصادی در بخش پولی و بانکی را بهروزرسانی نکرده بود، بالاخره پس از تاخیر بسیار، گزارش متغیرهای عمده پولی و اعتباری را تا پایان خردادماه 1403 را منتشر کرد.
بر اساس دادههای این گزارش، در طول مدتی که آمار متغیرهای پولی در بانک مرکزی حبس شده بود، حجم کل نقدینگی در اردیبهشتماه، برای نخستین بار از 8000 هزار میلیارد تومان عبور کرد و پایه پولی نیز در خردادماه از مرز 1000 هزار میلیارد تومان گذشت. از سوی دیگر، نسبت پول به نقدینگی که یکی از دماسنجهای انتظارات تورمی است، در خردادماه 0.54 واحد درصد رشد کرده که بالاترین میزان صعود ماهانه این نسبت از اسفند 1401 به این سو محسوب میشود.
عوامل اصلی رشد پایه پولی چه بودند؟
آخرین گزارش بانک مرکزی از متغیرهای پولی حاکی از آن است که پایه پولی پس از رشد 2.1 درصدی در سه ماهه نخست سال 1403 در پایان خردادماه به هزار و 113 هزار میلیارد تومان رسیده است. نرخ رشد نقطه به نقطه پایه پولی، یا به عبارت دیگر نرخ رشد پایه پولی از خردادماه سال 1402 تا خردادماه امسال نیز معادل 23.3 درصد ثبت شد.
با این حال نرخ رشد سه ماهه و 12 ماهه پایه پولی در خردادماه سال گذشته به ترتیب معادل 5.6 درصد و 41.8 درصد ثبت شده بود که این ارقام نشان از کاهش نرخ رشد پایه پولی در سال 1403 دارند.
پارس نماد داده ها
همچنین بررسیها حاکی از آن هستند که رشد خالص داراییهای خارجی بانک مرکزی و مطالبات بانک مرکزی از شبکه بانکی، عوامل اصلی رشد نقطه به نقطه 23.3 درصدی پایه پولی در خردادماه بودهاند.
کاهش نرخ رشد نقدینگی ادامه دارد
از سویی دیگر، بررسی دادههای نقدینگی نیز نشان میدهد که حجم کل نقدینگی کشور در پایان خردادماه رقم هشت هزار و 354 هزار میلیارد تومان را ثبت کرده که از رشد 6 درصدی این رقم در طول بهار سال 1403 حکایت دارد. این در حالیست که نرخ رشد نقدینگی در بازه زمانی مشابه سال گذشته 3.9 درصد ثبت شده بود.
افزون بر آن نرخ رشد نقطه به نقطه نقدینگی نیز در سال 1403 کاهش یافته است. طوری که این نرخ که در خردادماه سال قبل معادل 29 درصد رقم خورده بود، در خردادماه سال جاری به 26.8 درصد رسید.
صعود ضریب فزاینده نقدینگی
بخش دیگری از گزارش بانک مرکزی، مربوط به ضریب فزاینده نقدینگی است؛ ضریبی که نشاندهنده آن است که نظام بانکی چند برابر سپردهای که در اختیار داشته، خلق پول کرده است. به عبارت دیگر، ضریب فزاینده نقدینگی نشان میدهد که هر واحد پایه پولی، چه میزان نقدینگی خلق کرده است.
بررسی آمار منتشر شده از سوی بانک مرکزی نشان میدهد که ضریب فزاینده نقدینگی در پایان خردادماه امسال به 7.506 واحد رسیده است. این در حالیست که رقم مذکور در خردادماه سال گذشته معادل 7.294 واحد و در پایان آن سال، 7.223 درصد ثبت شده بود.
افزایش ضریب فزاینده نقدینگی به این معناست که سیستم بانکی از هر واحد پایه پولی، مقدار بیشتری نقدینگی در اقتصاد ایجاد کرده است. یکی از علل اصلی افزایش ضریب فزاینده نقدینگی نیز میتواند افزایش وامدهی شبکه بانکی باشد که با توجه به آمارهای بانک مرکزی، میتوان نقش این موضوع در رشد ضریب فزاینده را تایید کرد. با این حال، تداوم رشد ضریب فزاینده نقدینگی میتواند نشاندهنده بروز تورم و مشکلات اقتصادی در آینده باشد.
نسبت پول به نقدینگی 24.58 درصد شد
یکی از شاخصهای مهمی که میتوان با استفاده از دادههای گزارش بانک مرکزی آن را محاسبه کرد، نسبت پول به نقدینگی است. نقدینگی از دو جزء پول و شبهپول تشکیل میشود. به زعم کارشناسان، از آنجایی که پول سیالیت بیشتری نسبت به شبهپول دارد، افزایش این بخش از نقدینگی میتواند تورمزا باشد.
بررسیها نشان میدهند که نسبت پول به نقدینگی در پایان خردادماه به 24.58 درصد رسیده که بالاترین میزان در چهار ماه اخیر است. نکته قابل توجه اما رشد شدید این نسبت تنها در طول یک ماه است. نسبت پول به نقدینگی در خردادماه امسال 0.54 درصد جهش کرد که این بیشترین رشد ماهانه ثبت شده از اسفند سال 1401 به این سو محسوب میشود.
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)
چرا نسبت پول به نقدینگی دماسنج انتظارات تورمی است؟
در یک اقتصاد با ثبات، مردم تمایل دارند که تنها به اندازه نیازهای روزمره خود از پول استفاده کرده و منابع مازاد خود را به شکل شبهپول (شامل سپردههای مدتدار، اوراق بدهی، اسناد خزانه و...) نگهداری کنند؛ زیرا پول، بخشی از نقدینگی است که سودی به صاحب خود نمیدهد.
از همین روی، رشد نسبت پول به نقدینگی نشانهای از آن است که مردم انتظار دارند در آینده با تورمهای بالاتری مواجه باشند و از همین جهت، خود را برای مخارج بیشتر در آینده آماده میکنند. به این ترتیب، این دماسنج انتظارات تورمی این هشدار را میدهد که اگر سیاستهای پولی مناسب در جهت مهار رشد پول و نقدینگی به کار گرفته نشوند، خطر رشد تورم در ماههای آینده وجود دارد.
لینک مطلب:
https://www.eranico.com/fa/content/183767