I am thinking of a 2-dimensional shape that contains 12,345 edges and whose longest possible length from the center-point to its border is 54,321.
All edges contain the same length. All angles formed by edges adjacent to one another are equal and obtuse.
Drawing a line through the center-point of the shape will always divide the shape into a pair of mirrors.
What is the area of my shape? Round to the nearest whole number.
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