In an acute triangle \( A B C \), if the coordinates of orthocenter...

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In an acute triangle \( A B C \), if the coordinates of orthocenter \( H \) are \( (4, b) \), of centroid \( G \) are \( (b, 2 b-8) \), and of circumcenter
P \( C \) are \( (-4,8) \), then \( b \) cannot be

W
(1) 4
(2) 8
(3) 12
(4) -12
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