سلام دوستان
شما می توانید با استفاده از دستور زیر برای تصاویر موجود در صفحه سایت خود سادیه قرار دهید.لازم به ذکر است که این خاصیت جزو مسائل مربوط به CSS3 است.
box-shadow:10px 10px 10px #145;
که عدد اول و دوم برای نمایش جهت سایه است که می تواند مقادیر منفی را نیز داشته باشد.عدد سوم میزان پراکندگی سایه را نمایش می دهد و نهایتا عدد آخر نمایانگر رنگ سایه است
نمونه کد و نتیجه نهایی بصورت زیر است:
![](data:image/png;base64,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)
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