A planar shape is formed by joining the ends of four straight-line segments, two with length (ell)
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A planar shape is formed by joining the ends of four straight-line segments, two with length \(\ell\) and two with length \(2 \ell\). No loose ends are allowed, but crossings are allowed, and only two segment ends may join at any single point. The ends of identical-length segments cannot join each other. What shapes are possible?
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