A square ABCDABCDABCD has side length 2\sqrt22. Four circles, each of radius 111, are drawn with centres at AAA, BBB, CCC and DDD. What is the area of the part of the square that lies inside exactly one of the four circles? A4−π2\dfrac{4-\pi}{2}24−πBπ−2\pi-2π−2C4−π4-\pi4−πD1−π41-\dfrac\pi41−4πE2π−42\pi-42π−4Fπ\piπ