A regular hexagon of side length 1 is inscribed in a circle. Each minor arc of the circle determined by a side of the hexagon is reflected over that side. What is the area of the region bounded by these 6 reflected arcs?(<spanclass=′latex−bold′>A</span>)253−π(<spanclass=′latex−bold′>B</span>)33−π(<spanclass=′latex−bold′>C</span>)43−23π(<spanclass=′latex−bold′>D</span>)π−23(<spanclass=′latex−bold′>E</span>)2π+3