به گزارش گروه ورزش خبرگزاری برنا،به رغم آنکه عده ای خرید های نیم فصل سرخپوشان را نجومی اعلام کردند اما مجموع این خرید ها به یک میلیارد هم نمی رسد. بر این اساس و با اعلام سازمان لیگ رقم قرارداد بازیکنان جدید پرسپولیس به شرح ذیل است:
* سامان نریمانجهان : 300 میلیون تومان
* سروش رفیعی: 500 میلیون تومان
* شهاب کرمی: 150 میلیون تومان
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)
همانگون که ملاحظه می کنید هزینه سه خرید نیم فصل پرسپولیس 950 میلیون تومان است.