Let P be a parabola with vertex $(2,3)$ and directrix $2 x+y=6$. Let an ellipse $E: x_{a_2}{ }^2+y_{b^2}=1, a>b$ of eccentricity $\frac{1}{\sqrt{2}}$ pass through the focus of the parabola $P$. Then the square of the length of the latus rectum of $E$, is
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