Question 4$E$ is a variable point on the side $BC$ of a square $ABCD$. $DEFG$ is a rectangle with $FG$ passing through $A$. As the point $E$ moves from $B$ towards $C$, how does the area of $DEFG$ change? Steadily increasingSteadily decreasingDecreasing and then increasingIncreasing and then decreasingRemaining constant