به نقل از بانک مرکزی، بر اساس گزارش وضعیت کل مانده سپردهها و تسهیلات ریالی و ارزی بانکها و مؤسسات اعتباری، بیشترین مبلغ سپرده مربوط به استان تهران با مانده ۳۳۷۶۵.۳ هزار میلیارد ریال و کمترین مبلغ مربوط به استان کهگیلویه و بویراحمد معادل ۱۷۷ هزار میلیارد ریال است.
همچنین مانده کل تسهیلات بالغ بر ۴۶۴۲۵.۱ هزار میلیارد ریال است که نسبت به مقطع مشابه سال قبل ۱۱,۸۷۱ هزار میلیارد ریال (۳۴.۴ درصد) و نسبت به پایان سال قبل ۵۰۰۷.۱ هزار میلیارد ریال (۱۲.۱ درصد) افزایش داشته است.
بیشترین مبلغ تسهیلات مربوط به استان تهران با مانده ۲۷۷۰۲.۲ هزار میلیارد ریال و کمترین مبلغ مربوط به استان کهگیلویه و بویراحمد معادل ۱۷۶.۱ هزار میلیارد ریال است.
![590.png.crdownload](data:;base64,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)
شایان ذکر است نسبت تسهیلات به سپردهها بعد از کسر استفاده قانونی ۸۱.۴ درصد است که در پایان این ماه نسبت به مقطع مشابه سال قبل ۰.۴ واحد درصد و نسبت به پایان سال قبل ۱.۸ درصد کاهش یافته است.
نسبت مذکور در استان تهران ۹۰.۲ درصد و استان کهگیلویه و بویراحمد ۱۱۲.۲ درصد است.
لازم به ذکر است یکی از علل مهم بالا بودن رقم تسهیلات و سپردهها در استان تهران استقرار دفاتر مرکزی بسیاری از شرکتها و مؤسسات تولیدی سایر استانها در استان تهران بوده و عمده فعالیتهای بانکی آنها از طریق شعب بانکها و مؤسسات اعتباری استان تهران انجام میشود.
مهر