For any point $P$, $A$-Group and $C$-Group circles are valid. $C$-Group circle has diameter $OP$. Hence we have a generilazition for Brocard Circle. If $P=K$-symmedian point , $C$-Group circle is Brocard circle. For $P=X(1)$-incenter or $P=X(4)$-orthocenter, Center of $C$-group circle lies on $A$-Group circle.
For any point $P$, $A$-Group and $C$-Group circles are valid. $C$-Group circle has diameter $OP$. Hence we have a generilazition for Brocard Circle. If $P=K$-symmedian point , $C$-Group circle is Brocard circle. For $P=X(1)$-incenter or $P=X(4)$-orthocenter, Center of $C$-group circle lies on $A$-Group circle.
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