Prove that a universal class $V$ is a proper class

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Prove that $V$ is a proper class, where $V$ is universal class. Try to use these theorems:

(1)if $a$ is a set and $b\subseteq a$, then $b$ is a set.

(2) Russel class.

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The Russel class is a subset of the universal class.
The Russel set is not a set.
If the universal class was a set, then the Russel class ...