Symmetric Group on 4 Letters/Conjugacy Classes

Conjugacy Classes of the Symmetric Group on 4 Letters
Let $S_4$ denote the Symmetric Group on 4 Letters, whose Cayley table is given as:

The conjugacy classes of $S_4$ are:

Proof
From Conjugacy Classes of Symmetric Group, the conjugacy classes of $S_4$ are determined by the cycle types of the elements of $S_4$.

Hence the result.