Understanding Isodiametric Shapes in Geometry

In geometry, a shape is said to be isodiametric if all of its diameters (lines connecting two opposite vertices) are the same length. In other words, the shape has the same distance across in all directions.

For example, a circle is isodiametric because all of its diameters are the same length - the radius of the circle. A square is also isodiametric because all of its diagonals (which can be considered as diameters) are the same length.

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