\begin{definition}[Definition:Brocard Points/Second]
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Let $\triangle ABC$ be a triangle such that $A \to B \to C \to A$ travels anticlockwise around $\triangle ABC$.
Let the point $Q$ be constructed such that:
:$\angle QAC = \angle QCB = \angle QBA$
Then $Q$ is the '''second Brocard point''' of $\triangle ABC$.
\end{definition}