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If the shapes are joined together then the resultant shape does not satisfy the Euler's characteristic for a simply connected solid and so it cannot exist.

If the shapes remain separate, then the second shape has 2 faces but no vertices nor edges. Such a shape cannot exist.

If the shapes are joined together then the resultant shape does not satisfy the Euler's characteristic for a simply connected solid and so it cannot exist.

If the shapes remain separate, then the second shape has 2 faces but no vertices nor edges. Such a shape cannot exist.

If the shapes are joined together then the resultant shape does not satisfy the Euler's characteristic for a simply connected solid and so it cannot exist.

If the shapes remain separate, then the second shape has 2 faces but no vertices nor edges. Such a shape cannot exist.

If the shapes are joined together then the resultant shape does not satisfy the Euler's characteristic for a simply connected solid and so it cannot exist.

If the shapes remain separate, then the second shape has 2 faces but no vertices nor edges. Such a shape cannot exist.

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12y ago

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