سالها پیش در محضر پروفسور بیژن خرم بحث جمله امام حسین پیش آمد :
اگر دین ندارید لااقل آزاده باشید.
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)
چون مذهبی نبودم، تا آن موقع حتی یک بار هم به معنی واقعی جمله فکر نکرده بودم.
پروفسور صحبت رو اینطور شروع کرد که همه انسانها مثل یک خط کسری هستند.
زیر خط کسری، موارد مادی مثل پول و مدرک و ماشین و خانه و ... و
بالای خط کسری موارد معنوی مثل انسانیت و عشق و همدلی و ...
او ادامه داد که انسانها باید سعی کنند همیشه صورت کسرشان بیش از مخرج کسر باشد تا واقعا ارزش ذاتی داشته باشند.
دقیقا مثل قوانین ریاضیات...