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Point OOO is the center of the ellipse with major axis ABABAB & minor axis CDCDCD Point F is one of the focus of this ellipse.
If OF=6OF=6OF=6, and the diameter of inscribed circle of triangle △OCF\triangle{OCF}△OCF is 222, then find (AB)⋅(CD) (AB)\cdot (CD)(AB)⋅(CD)
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