(x) represents the largest integer not exceeding x, then (((1**2)/2011)), (((2**2)/2011)), (((3**2)/2011)) , ..., (((2011**2)/2011)) How many different integers are there? (Hint: (n+1)**2-n**2=2n+1)
(x)表示不超过x的最大整数，则(((1**2)/2011))，(((2**2)/2011))，(((3**2)/2011))，…，(((2011**2)/2011))中共有多少个不同的整数．(提示：(n+1)**2-n**2=2n+1)
<gadget id="calculator">2_011 + 1</gadget>
<output>2_012</output>

<result>2_012</result>