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There is no simply connected polyhedron that meets these requirements because they do not satisfy the Euler characteristic.

There is no simply connected polyhedron that meets these requirements because they do not satisfy the Euler characteristic.

There is no simply connected polyhedron that meets these requirements because they do not satisfy the Euler characteristic.

There is no simply connected polyhedron that meets these requirements because they do not satisfy the Euler characteristic.

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11y ago
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11y ago

There is no simply connected polyhedron that meets these requirements because they do not satisfy the Euler characteristic.

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