Uniform Prism is Isogonal

Theorem

Let $P$ be a uniform prism.

Then $P$ is isogonal.


Proof

Recall the definition of Uniform Prism:

A uniform prism is a regular prism whose lateral faces are square.


Hence $P$ is a regular prism a fortiori.

From Regular Prism is Isogonal, $P$ is isogonal.

Hence the result.

$\blacksquare$

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